****** A. LANGUASCO & A. ZACCAGNINI *******
****** VERIFICATION FOR 4 <= q <= 300 *******
****** REMARK: M(2,1) = gamma + B -1/2; gamma=Euler constant; B = Meissel-Mertens constant  *******
******************* START CHECK ********************
**************************
The constant M(2,1) has to be equal to the sum of: 
M(4,1) = -0.286742056226175198653945141486000000000
M(4,3) = 0.0482392690738179824093719800949000000000
Their sum is = -0.238502787152357216244573161391100000001
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 2.041409474 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(6,1) = -0.356890479509443129119649567201000000000
M(6,5) = -0.214945640976247420458256927523000000000
And of the summand: 1/3
Their sum is = -0.238502787152357216244573161390666666665
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 6.374742834 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(6,1) = -0.356890479509443129119649567201000000000
Their sum is = -0.356890479509443129119649567201000000000
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(3,2) has to be equal to the sum of: 
M(6,5) = -0.214945640976247420458256927523000000000
And of the summand: 1/2
Their sum is = 0.285054359023752579541743072477000000001
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = 1.469367939 E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(8,1) = -0.286417740122089625123730625742000000000
M(8,3) = 0.162323350669013129738794680140999999999
M(8,5) = -0.000324316104085573530214515744569000000000
M(8,7) = -0.114084081595195147329422700046000000000
Their sum is = -0.238502787152357216244573161391568999999
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -2.648590509 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(8,1) = -0.286417740122089625123730625742000000000
M(8,5) = -0.000324316104085573530214515744569000000000
Their sum is = -0.286742056226175198653945141486568999998
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -5.689999978 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(8,3) = 0.162323350669013129738794680140999999999
M(8,7) = -0.114084081595195147329422700046000000000
Their sum is = 0.0482392690738179824093719800949999999996
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 9.99999996 E-32
**************************
The constant M(3,1) has to be equal to the sum of: 
M(9,1) = -0.162358232142869905492944933707000000000
M(9,4) = -0.129337414914396066548530010086000000000
M(9,7) = -0.065194832452177157078174623408600000000
Their sum is = -0.356890479509443129119649567201600000000
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -5.999999996 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(9,2) = 0.407366312746173228078321170193000000000
M(9,5) = 0.0358267016686470538569841873340000000000
M(9,8) = -0.158138655391067702393562285050000000000
Their sum is = 0.285054359023752579541743072476999999999
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(10,1) = -0.208834449987258983139367943698000000000
M(10,3) = 0.138650404041776759846503628720000000000
M(10,7) = -0.103903523648024781837957171708000000000
M(10,9) = -0.264415217558850211113751674706000000001
And of the summand: 1/5
Their sum is = -0.238502787152357216244573161391999999999
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -6.958590506 E-31
**************************
The constant M(5,1) has to be equal to the sum of: 
M(10,1) = -0.208834449987258983139367943698000000000
Their sum is = -0.208834449987258983139367943698000000000
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(5,2) has to be equal to the sum of: 
M(10,7) = -0.103903523648024781837957171708000000000
And of the summand: 1/2
Their sum is = 0.396096476351975218162042828292000000000
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(5,3) has to be equal to the sum of: 
M(10,3) = 0.138650404041776759846503628720000000000
Their sum is = 0.138650404041776759846503628720000000000
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(5,4) has to be equal to the sum of: 
M(10,9) = -0.264415217558850211113751674706000000001
Their sum is = -0.264415217558850211113751674706000000001
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 0.E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(12,1) = -0.258025764067906266104938511634000000000
M(12,5) = -0.0287162921582689325490066298518000000000
M(12,7) = -0.098864715441536863014711055566800000000
M(12,11) = -0.186229348817978487909250297672000000000
And of the summand: 1/3
Their sum is = -0.238502787152357216244573161391266666663
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 3.747428530 E-32
**************************
The constant M(3,1) has to be equal to the sum of: 
M(12,1) = -0.258025764067906266104938511634000000000
M(12,7) = -0.098864715441536863014711055566800000000
Their sum is = -0.356890479509443129119649567200799999998
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 2.000000018 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(12,5) = -0.0287162921582689325490066298518000000000
M(12,11) = -0.186229348817978487909250297672000000000
And of the summand: 1/2
Their sum is = 0.285054359023752579541743072476200000001
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -7.99999998 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(12,1) = -0.258025764067906266104938511634000000000
M(12,5) = -0.0287162921582689325490066298518000000000
Their sum is = -0.286742056226175198653945141485799999999
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = 2.000000018 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(12,7) = -0.098864715441536863014711055566800000000
M(12,11) = -0.186229348817978487909250297672000000000
And of the summand: 1/3
Their sum is = 0.0482392690738179824093719800945333333348
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = -3.666666651 E-31
**************************
The constant M(6,1) has to be equal to the sum of: 
M(12,1) = -0.258025764067906266104938511634000000000
M(12,7) = -0.098864715441536863014711055566800000000
Their sum is = -0.356890479509443129119649567200799999998
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 2.000000018 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(12,5) = -0.0287162921582689325490066298518000000000
M(12,11) = -0.186229348817978487909250297672000000000
Their sum is = -0.214945640976247420458256927523800000000
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -8.00000000 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(14,1) = -0.187075142544571294096739009934000000000
M(14,3) = 0.201040890174112274710632250954000000000
M(14,5) = 0.0462743370707236697779205176269000000000
M(14,9) = -0.173982270629066452402131245301000000000
M(14,11) = -0.129679667080165399131092192626000000000
M(14,13) = -0.137938077000532872246020624967999999999
And of the summand: 1/7
Their sum is = -0.238502787152357216244573161390957142857
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 3.469980911 E-31
**************************
The constant M(7,1) has to be equal to the sum of: 
M(14,1) = -0.187075142544571294096739009934000000000
Their sum is = -0.187075142544571294096739009934000000000
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(7,2) has to be equal to the sum of: 
M(14,9) = -0.173982270629066452402131245301000000000
And of the summand: 1/2
Their sum is = 0.326017729370933547597868754699000000000
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(7,3) has to be equal to the sum of: 
M(14,3) = 0.201040890174112274710632250954000000000
Their sum is = 0.201040890174112274710632250954000000000
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(7,4) has to be equal to the sum of: 
M(14,11) = -0.129679667080165399131092192626000000000
Their sum is = -0.129679667080165399131092192626000000000
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(7,5) has to be equal to the sum of: 
M(14,5) = 0.0462743370707236697779205176269000000000
Their sum is = 0.0462743370707236697779205176269000000000
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(7,6) has to be equal to the sum of: 
M(14,13) = -0.137938077000532872246020624967999999999
Their sum is = -0.137938077000532872246020624967999999999
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(3,1) has to be equal to the sum of: 
M(15,1) = -0.150647978963567532122322731980000000000
M(15,4) = -0.129898779670501871827464542440000000000
M(15,7) = -0.00067373163118503383687922201990400000000
M(15,13) = -0.075669989244188691332983070761800000000
Their sum is = -0.356890479509443129119649567201703999998
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -7.039999976 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(15,2) = 0.396770207983160251998922050312000000000
M(15,8) = -0.119012940047367882153846633851000000000
M(15,11) = -0.0581864710236914510170452117180000000000
M(15,14) = -0.134516437888348339286287132265999999999
And of the summand: 1/5
Their sum is = 0.285054359023752579541743072477000000001
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = 1.469367939 E-39
**************************
The constant M(5,1) has to be equal to the sum of: 
M(15,1) = -0.150647978963567532122322731980000000000
M(15,11) = -0.0581864710236914510170452117180000000000
Their sum is = -0.208834449987258983139367943697999999999
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(5,2) has to be equal to the sum of: 
M(15,2) = 0.396770207983160251998922050312000000000
M(15,7) = -0.00067373163118503383687922201990400000000
Their sum is = 0.396096476351975218162042828292096000000
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 9.60000008 E-32
**************************
The constant M(5,3) has to be equal to the sum of: 
M(15,8) = -0.119012940047367882153846633851000000000
M(15,13) = -0.075669989244188691332983070761800000000
And of the summand: 1/3
Their sum is = 0.138650404041776759846503628720533333334
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 5.333333340 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(15,4) = -0.129898779670501871827464542440000000000
M(15,14) = -0.134516437888348339286287132265999999999
Their sum is = -0.264415217558850211113751674705999999999
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.469367939 E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(16,1) = -0.128759827776348794447559998179000000000
M(16,3) = 0.222031698166735448033174257085000000000
M(16,5) = 0.0622298408296727222480863664193000000000
M(16,7) = 0.0146224283837123727744861993995000000000
M(16,9) = -0.157657912345740830676170627562000000000
M(16,11) = -0.0597083474977223182943795769445000000000
M(16,13) = -0.062554156933758295778300882163900000000
M(16,15) = -0.128706509978907520103908899445000000000
Their sum is = -0.238502787152357216244573161390600000001
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 7.041409474 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(16,1) = -0.128759827776348794447559998179000000000
M(16,5) = 0.0622298408296727222480863664193000000000
M(16,9) = -0.157657912345740830676170627562000000000
M(16,13) = -0.062554156933758295778300882163900000000
Their sum is = -0.286742056226175198653945141485600000000
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(16,3) = 0.222031698166735448033174257085000000000
M(16,7) = 0.0146224283837123727744861993995000000000
M(16,11) = -0.0597083474977223182943795769445000000000
M(16,15) = -0.128706509978907520103908899445000000000
Their sum is = 0.0482392690738179824093719800949999999988
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 9.99999989 E-32
**************************
The constant M(8,1) has to be equal to the sum of: 
M(16,1) = -0.128759827776348794447559998179000000000
M(16,9) = -0.157657912345740830676170627562000000000
Their sum is = -0.286417740122089625123730625740999999999
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 1.000000000 E-30
**************************
The constant M(8,3) has to be equal to the sum of: 
M(16,3) = 0.222031698166735448033174257085000000000
M(16,11) = -0.0597083474977223182943795769445000000000
Their sum is = 0.162323350669013129738794680140499999999
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(8,5) has to be equal to the sum of: 
M(16,5) = 0.0622298408296727222480863664193000000000
M(16,13) = -0.062554156933758295778300882163900000000
Their sum is = -0.000324316104085573530214515744600000000040
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = -3.100000004006819838 E-32
**************************
The constant M(8,7) has to be equal to the sum of: 
M(16,7) = 0.0146224283837123727744861993995000000000
M(16,15) = -0.128706509978907520103908899445000000000
Their sum is = -0.114084081595195147329422700045500000000
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = 4.999999994 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(18,1) = -0.162358232142869905492944933707000000000
M(18,5) = 0.0358267016686470538569841873340000000000
M(18,7) = -0.065194832452177157078174623408600000000
M(18,11) = -0.092633687253826771921678829807000000000
M(18,13) = -0.129337414914396066548530010086000000000
M(18,17) = -0.158138655391067702393562285050000000000
And of the summand: 1/3
Their sum is = -0.238502787152357216244573161391266666665
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 3.747428383 E-32
**************************
The constant M(3,1) has to be equal to the sum of: 
M(18,1) = -0.162358232142869905492944933707000000000
M(18,7) = -0.065194832452177157078174623408600000000
M(18,13) = -0.129337414914396066548530010086000000000
Their sum is = -0.356890479509443129119649567201600000000
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -5.999999996 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(18,5) = 0.0358267016686470538569841873340000000000
M(18,11) = -0.092633687253826771921678829807000000000
M(18,17) = -0.158138655391067702393562285050000000000
And of the summand: 1/2
Their sum is = 0.285054359023752579541743072477000000001
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = 1.469367939 E-39
**************************
The constant M(6,1) has to be equal to the sum of: 
M(18,1) = -0.162358232142869905492944933707000000000
M(18,7) = -0.065194832452177157078174623408600000000
M(18,13) = -0.129337414914396066548530010086000000000
Their sum is = -0.356890479509443129119649567201600000000
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -5.999999996 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(18,5) = 0.0358267016686470538569841873340000000000
M(18,11) = -0.092633687253826771921678829807000000000
M(18,17) = -0.158138655391067702393562285050000000000
Their sum is = -0.214945640976247420458256927523000000000
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(9,1) has to be equal to the sum of: 
M(18,1) = -0.162358232142869905492944933707000000000
Their sum is = -0.162358232142869905492944933707000000000
The constant M(9,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(9,2) has to be equal to the sum of: 
M(18,11) = -0.092633687253826771921678829807000000000
And of the summand: 1/2
Their sum is = 0.407366312746173228078321170193000000000
The constant M(9,2) is = 0.407366312746173228078321170193000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(9,4) has to be equal to the sum of: 
M(18,13) = -0.129337414914396066548530010086000000000
Their sum is = -0.129337414914396066548530010086000000000
The constant M(9,4) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(9,5) has to be equal to the sum of: 
M(18,5) = 0.0358267016686470538569841873340000000000
Their sum is = 0.0358267016686470538569841873340000000000
The constant M(9,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(9,7) has to be equal to the sum of: 
M(18,7) = -0.065194832452177157078174623408600000000
Their sum is = -0.065194832452177157078174623408600000000
The constant M(9,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(9,8) has to be equal to the sum of: 
M(18,17) = -0.158138655391067702393562285050000000000
Their sum is = -0.158138655391067702393562285050000000000
The constant M(9,8) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(20,1) = -0.158098831970318189852361416505000000000
M(20,3) = 0.219749000042684896839511475062000000000
M(20,7) = -0.0082111582848343196327414014000600000000
M(20,9) = -0.151852262891758409603360108330999999999
M(20,11) = -0.0507356180169407932870065271925000000000
M(20,13) = -0.081098596000908136993007846341800000000
M(20,17) = -0.095692365363190462205215770307700000000
M(20,19) = -0.112562954667091801510391566375000000000
And of the summand: 1/5
Their sum is = -0.238502787152357216244573161391059999997
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 2.441409512 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(20,1) = -0.158098831970318189852361416505000000000
M(20,9) = -0.151852262891758409603360108330999999999
M(20,13) = -0.081098596000908136993007846341800000000
M(20,17) = -0.095692365363190462205215770307700000000
And of the summand: 1/5
Their sum is = -0.286742056226175198653945141485499999997
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = 5.000000030 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(20,3) = 0.219749000042684896839511475062000000000
M(20,7) = -0.0082111582848343196327414014000600000000
M(20,11) = -0.0507356180169407932870065271925000000000
M(20,19) = -0.112562954667091801510391566375000000000
Their sum is = 0.0482392690738179824093719800944400000010
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = -4.599999990 E-31
**************************
The constant M(5,1) has to be equal to the sum of: 
M(20,1) = -0.158098831970318189852361416505000000000
M(20,11) = -0.0507356180169407932870065271925000000000
Their sum is = -0.208834449987258983139367943697500000000
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 5.000000002 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(20,7) = -0.0082111582848343196327414014000600000000
M(20,17) = -0.095692365363190462205215770307700000000
And of the summand: 1/2
Their sum is = 0.396096476351975218162042828292240000000
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 2.399999998 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(20,3) = 0.219749000042684896839511475062000000000
M(20,13) = -0.081098596000908136993007846341800000000
Their sum is = 0.138650404041776759846503628720200000000
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(20,9) = -0.151852262891758409603360108330999999999
M(20,19) = -0.112562954667091801510391566375000000000
Their sum is = -0.264415217558850211113751674705999999999
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.469367939 E-39
**************************
The constant M(10,1) has to be equal to the sum of: 
M(20,1) = -0.158098831970318189852361416505000000000
M(20,11) = -0.0507356180169407932870065271925000000000
Their sum is = -0.208834449987258983139367943697500000000
The constant M(10,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 5.000000002 E-31
**************************
The constant M(10,3) has to be equal to the sum of: 
M(20,3) = 0.219749000042684896839511475062000000000
M(20,13) = -0.081098596000908136993007846341800000000
Their sum is = 0.138650404041776759846503628720200000000
The constant M(10,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(10,7) has to be equal to the sum of: 
M(20,7) = -0.0082111582848343196327414014000600000000
M(20,17) = -0.095692365363190462205215770307700000000
Their sum is = -0.103903523648024781837957171707760000000
The constant M(10,7) is = -0.103903523648024781837957171708000000000
The difference (constant-sum) is = 2.400000002 E-31
**************************
The constant M(10,9) has to be equal to the sum of: 
M(20,9) = -0.151852262891758409603360108330999999999
M(20,19) = -0.112562954667091801510391566375000000000
Their sum is = -0.264415217558850211113751674705999999999
The constant M(10,9) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.469367939 E-39
**************************
The constant M(3,1) has to be equal to the sum of: 
M(21,1) = -0.108448361329959580540493590864000000000
M(21,4) = -0.112273301868541386314106247798000000000
M(21,10) = -0.082760792606209737023803141318800000000
M(21,13) = -0.0396915037660255136713627234016000000000
M(21,16) = -0.099031066621299117728132811615900000000
M(21,19) = -0.0575425961745506509846081950597000000000
And of the summand: 1/7
Their sum is = -0.356890479509443129119649567200857142856
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 1.428571452 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(21,2) = 0.425048795992232665326001566315000000000
M(21,5) = 0.103816933245274320762528712687000000000
M(21,8) = -0.078626781214611713556245419069700000000
M(21,11) = -0.0174063652116240128169859448280000000000
M(21,17) = -0.0495316505530113215988979410604000000000
M(21,20) = -0.098246573234507358574657901566800000000
Their sum is = 0.285054359023752579541743072477100000003
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = 1.000000038 E-31
**************************
The constant M(7,1) has to be equal to the sum of: 
M(21,1) = -0.108448361329959580540493590864000000000
M(21,8) = -0.078626781214611713556245419069700000000
Their sum is = -0.187075142544571294096739009933700000000
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(7,2) has to be equal to the sum of: 
M(21,2) = 0.425048795992232665326001566315000000000
M(21,16) = -0.099031066621299117728132811615900000000
Their sum is = 0.326017729370933547597868754699100000001
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(7,3) has to be equal to the sum of: 
M(21,10) = -0.082760792606209737023803141318800000000
M(21,17) = -0.0495316505530113215988979410604000000000
And of the summand: 1/3
Their sum is = 0.201040890174112274710632250954133333334
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 1.333333340 E-31
**************************
The constant M(7,4) has to be equal to the sum of: 
M(21,4) = -0.112273301868541386314106247798000000000
M(21,11) = -0.0174063652116240128169859448280000000000
Their sum is = -0.129679667080165399131092192626000000000
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(7,5) has to be equal to the sum of: 
M(21,5) = 0.103816933245274320762528712687000000000
M(21,19) = -0.0575425961745506509846081950597000000000
Their sum is = 0.0462743370707236697779205176273000000002
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 4.000000002 E-31
**************************
The constant M(7,6) has to be equal to the sum of: 
M(21,13) = -0.0396915037660255136713627234016000000000
M(21,20) = -0.098246573234507358574657901566800000000
Their sum is = -0.137938077000532872246020624968399999999
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(22,1) = -0.097137492890631474678588517096400000000
M(22,3) = 0.205776659372626240307117197731000000000
M(22,5) = 0.0580070456893222142274453666470000000000
M(22,7) = 0.0346826527448329048178911173498000000000
M(22,9) = -0.101561999988862541263073245677000000000
M(22,13) = -0.0585377985371332328807010857587000000000
M(22,15) = -0.111970376540423425873178133708000000000
M(22,17) = -0.066117642091342103105850052315900000000
M(22,19) = -0.071000121228021497697698095804000000000
M(22,21) = -0.121552804591815209188846803668000000000
And of the summand: 1/11
Their sum is = -0.238502787152357216244573161391109090907
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 1.950500414 E-31
**************************
The constant M(11,1) has to be equal to the sum of: 
M(22,1) = -0.097137492890631474678588517096400000000
Their sum is = -0.097137492890631474678588517096400000000
The constant M(11,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,2) has to be equal to the sum of: 
M(22,13) = -0.0585377985371332328807010857587000000000
And of the summand: 1/2
Their sum is = 0.441462201462866767119298914241300000000
The constant M(11,2) is = 0.441462201462866767119298914241000000000
The difference (constant-sum) is = 2.999999998 E-31
**************************
The constant M(11,3) has to be equal to the sum of: 
M(22,3) = 0.205776659372626240307117197731000000000
Their sum is = 0.205776659372626240307117197731000000000
The constant M(11,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,4) has to be equal to the sum of: 
M(22,15) = -0.111970376540423425873178133708000000000
Their sum is = -0.111970376540423425873178133708000000000
The constant M(11,4) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,5) has to be equal to the sum of: 
M(22,5) = 0.0580070456893222142274453666470000000000
Their sum is = 0.0580070456893222142274453666470000000000
The constant M(11,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(11,6) has to be equal to the sum of: 
M(22,17) = -0.066117642091342103105850052315900000000
Their sum is = -0.066117642091342103105850052315900000000
The constant M(11,6) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,7) has to be equal to the sum of: 
M(22,7) = 0.0346826527448329048178911173498000000000
Their sum is = 0.0346826527448329048178911173498000000000
The constant M(11,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(11,8) has to be equal to the sum of: 
M(22,19) = -0.071000121228021497697698095804000000000
Their sum is = -0.071000121228021497697698095804000000000
The constant M(11,8) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,9) has to be equal to the sum of: 
M(22,9) = -0.101561999988862541263073245677000000000
Their sum is = -0.101561999988862541263073245677000000000
The constant M(11,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,10) has to be equal to the sum of: 
M(22,21) = -0.121552804591815209188846803668000000000
Their sum is = -0.121552804591815209188846803668000000000
The constant M(11,10) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(24,1) = -0.189871658349929536111693858560000000000
M(24,5) = 0.067829789613891156463030137329500000000
M(24,7) = 0.00389750196300659591388360728943000000000
M(24,11) = -0.068247765259776744665943990336500000000
M(24,13) = -0.068154105717976729993244653074100000000
M(24,17) = -0.096546081772160089012036767181200000000
M(24,19) = -0.102762217404543458928594662856000000000
M(24,23) = -0.117981583558201743243306307335000000000
And of the summand: 1/3
Their sum is = -0.238502787152357216244573161390536666664
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 7.674742842 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(24,1) = -0.189871658349929536111693858560000000000
M(24,7) = 0.00389750196300659591388360728943000000000
M(24,13) = -0.068154105717976729993244653074100000000
M(24,19) = -0.102762217404543458928594662856000000000
Their sum is = -0.356890479509443129119649567200670000000
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 3.300000012 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(24,5) = 0.067829789613891156463030137329500000000
M(24,11) = -0.068247765259776744665943990336500000000
M(24,17) = -0.096546081772160089012036767181200000000
M(24,23) = -0.117981583558201743243306307335000000000
And of the summand: 1/2
Their sum is = 0.285054359023752579541743072476800000001
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -1.999999989 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(24,1) = -0.189871658349929536111693858560000000000
M(24,5) = 0.067829789613891156463030137329500000000
M(24,13) = -0.068154105717976729993244653074100000000
M(24,17) = -0.096546081772160089012036767181200000000
Their sum is = -0.286742056226175198653945141485799999999
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = 2.000000018 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(24,7) = 0.00389750196300659591388360728943000000000
M(24,11) = -0.068247765259776744665943990336500000000
M(24,19) = -0.102762217404543458928594662856000000000
M(24,23) = -0.117981583558201743243306307335000000000
And of the summand: 1/3
Their sum is = 0.0482392690738179824093719800952633333332
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 3.633333333 E-31
**************************
The constant M(6,1) has to be equal to the sum of: 
M(24,1) = -0.189871658349929536111693858560000000000
M(24,7) = 0.00389750196300659591388360728943000000000
M(24,13) = -0.068154105717976729993244653074100000000
M(24,19) = -0.102762217404543458928594662856000000000
Their sum is = -0.356890479509443129119649567200670000000
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 3.300000012 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(24,5) = 0.067829789613891156463030137329500000000
M(24,11) = -0.068247765259776744665943990336500000000
M(24,17) = -0.096546081772160089012036767181200000000
M(24,23) = -0.117981583558201743243306307335000000000
Their sum is = -0.214945640976247420458256927523199999999
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(8,1) has to be equal to the sum of: 
M(24,1) = -0.189871658349929536111693858560000000000
M(24,17) = -0.096546081772160089012036767181200000000
Their sum is = -0.286417740122089625123730625741200000000
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 8.00000000 E-31
**************************
The constant M(8,3) has to be equal to the sum of: 
M(24,11) = -0.068247765259776744665943990336500000000
M(24,19) = -0.102762217404543458928594662856000000000
And of the summand: 1/3
Their sum is = 0.162323350669013129738794680140833333333
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = -1.666666664 E-31
**************************
The constant M(8,5) has to be equal to the sum of: 
M(24,5) = 0.067829789613891156463030137329500000000
M(24,13) = -0.068154105717976729993244653074100000000
Their sum is = -0.000324316104085573530214515744600000000040
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = -3.100000004006819838 E-32
**************************
The constant M(8,7) has to be equal to the sum of: 
M(24,7) = 0.00389750196300659591388360728943000000000
M(24,23) = -0.117981583558201743243306307335000000000
Their sum is = -0.114084081595195147329422700045570000000
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = 4.300000000 E-31
**************************
The constant M(12,1) has to be equal to the sum of: 
M(24,1) = -0.189871658349929536111693858560000000000
M(24,13) = -0.068154105717976729993244653074100000000
Their sum is = -0.258025764067906266104938511634099999999
The constant M(12,1) is = -0.258025764067906266104938511634000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(12,5) has to be equal to the sum of: 
M(24,5) = 0.067829789613891156463030137329500000000
M(24,17) = -0.096546081772160089012036767181200000000
Their sum is = -0.0287162921582689325490066298516999999999
The constant M(12,5) is = -0.0287162921582689325490066298518000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(12,7) has to be equal to the sum of: 
M(24,7) = 0.00389750196300659591388360728943000000000
M(24,19) = -0.102762217404543458928594662856000000000
Their sum is = -0.098864715441536863014711055566570000000
The constant M(12,7) is = -0.098864715441536863014711055566800000000
The difference (constant-sum) is = 2.299999996 E-31
**************************
The constant M(12,11) has to be equal to the sum of: 
M(24,11) = -0.068247765259776744665943990336500000000
M(24,23) = -0.117981583558201743243306307335000000000
Their sum is = -0.186229348817978487909250297671500000000
The constant M(12,11) is = -0.186229348817978487909250297672000000000
The difference (constant-sum) is = 5.000000002 E-31
**************************
The constant M(5,1) has to be equal to the sum of: 
M(25,1) = -0.067876329338387823385331115573400000000
M(25,6) = -0.0391756630681957562873504443345000000000
M(25,11) = 0.0247106130186961747049972421318000000000
M(25,16) = -0.0565663578211710011402276900600000000000
M(25,21) = -0.069926712778200577031455935861800000000
Their sum is = -0.208834449987258983139367943697900000000
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(25,2) = 0.425580674968022062393772186846000000000
M(25,7) = 0.076588085680067451732414604978200000000
M(25,12) = -0.0514707633890301915963651987955000000000
M(25,17) = -0.0065307321161471707182606172942700000000
M(25,22) = -0.0480707887909369336495181474417000000000
Their sum is = 0.396096476351975218162042828292730000004
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 7.300000034 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(25,3) = 0.274098844581671530011991699854000000000
M(25,8) = -0.066428935273040437275958219777300000000
M(25,13) = 0.0090128136847517717899308130486400000000
M(25,18) = -0.0580379241507287303666942187868000000000
M(25,23) = -0.0199943948008773743127664456181000000000
Their sum is = 0.138650404041776759846503628720440000001
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 4.400000008 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(25,4) = -0.0327063751586661128000110886598000000000
M(25,9) = -0.0573045085284662049188276680274000000000
M(25,14) = -0.066245019854902846892208797762700000000
M(25,19) = -0.0316550391620936361081696771097000000001
M(25,24) = -0.076504274854721410394534443146200000000
Their sum is = -0.264415217558850211113751674705799999999
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 2.000000018 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(26,1) = -0.100685781480840650826054684253000000000
M(26,3) = 0.239112585892285200612705417813000000000
M(26,5) = 0.112100638867445546796393311386000000000
M(26,7) = 0.0335873146148501386671213940549000000000
M(26,9) = -0.105847318456525927710217272642000000000
M(26,11) = -0.00313972069262046516424888959427000000000
M(26,15) = -0.091878591940345968115950896836200000000
M(26,17) = -0.0505328598505120298796706144595000000000
M(26,19) = -0.0551622988521476065051274181682000000000
M(26,21) = -0.094587014090180445257591964503600000000
M(26,23) = -0.075003877819870826384347066357300000000
M(26,25) = -0.123388940266971105554507554754000000000
And of the summand: 1/13
Their sum is = -0.238502787152357216244573161391093076921
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 2.110640272 E-31
**************************
The constant M(13,1) has to be equal to the sum of: 
M(26,1) = -0.100685781480840650826054684253000000000
Their sum is = -0.100685781480840650826054684253000000000
The constant M(13,1) is = -0.100685781480840650826054684253000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(13,2) has to be equal to the sum of: 
M(26,15) = -0.091878591940345968115950896836200000000
And of the summand: 1/2
Their sum is = 0.408121408059654031884049103163800000000
The constant M(13,2) is = 0.408121408059654031884049103164000000000
The difference (constant-sum) is = -2.000000003 E-31
**************************
The constant M(13,3) has to be equal to the sum of: 
M(26,3) = 0.239112585892285200612705417813000000000
Their sum is = 0.239112585892285200612705417813000000000
The constant M(13,3) is = 0.239112585892285200612705417813000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(13,4) has to be equal to the sum of: 
M(26,17) = -0.0505328598505120298796706144595000000000
Their sum is = -0.0505328598505120298796706144595000000000
The constant M(13,4) is = -0.0505328598505120298796706144595000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(13,5) has to be equal to the sum of: 
M(26,5) = 0.112100638867445546796393311386000000000
Their sum is = 0.112100638867445546796393311386000000000
The constant M(13,5) is = 0.112100638867445546796393311386000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(13,6) has to be equal to the sum of: 
M(26,19) = -0.0551622988521476065051274181682000000000
Their sum is = -0.0551622988521476065051274181682000000000
The constant M(13,6) is = -0.0551622988521476065051274181682000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(13,7) has to be equal to the sum of: 
M(26,7) = 0.0335873146148501386671213940549000000000
Their sum is = 0.0335873146148501386671213940549000000000
The constant M(13,7) is = 0.0335873146148501386671213940549000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(13,8) has to be equal to the sum of: 
M(26,21) = -0.094587014090180445257591964503600000000
Their sum is = -0.094587014090180445257591964503600000000
The constant M(13,8) is = -0.094587014090180445257591964503600000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(13,9) has to be equal to the sum of: 
M(26,9) = -0.105847318456525927710217272642000000000
Their sum is = -0.105847318456525927710217272642000000000
The constant M(13,9) is = -0.105847318456525927710217272642000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(13,10) has to be equal to the sum of: 
M(26,23) = -0.075003877819870826384347066357300000000
Their sum is = -0.075003877819870826384347066357300000000
The constant M(13,10) is = -0.075003877819870826384347066357300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(13,11) has to be equal to the sum of: 
M(26,11) = -0.00313972069262046516424888959427000000000
Their sum is = -0.00313972069262046516424888959427000000000
The constant M(13,11) is = -0.00313972069262046516424888959427000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(13,12) has to be equal to the sum of: 
M(26,25) = -0.123388940266971105554507554754000000000
Their sum is = -0.123388940266971105554507554754000000000
The constant M(13,12) is = -0.123388940266971105554507554754000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(3,1) has to be equal to the sum of: 
M(27,1) = -0.076790377666584560588034843734300000000
M(27,4) = -0.0548339340661284683639178166057000000000
M(27,7) = 0.069149439558923866554805762547000000000
M(27,10) = -0.064961376043929053332246890323200000000
M(27,13) = 0.00320102364968502889678185528072000000000
M(27,16) = -0.0545445147503900902720042580580000000000
M(27,19) = -0.0206064784323562915726631996491000000000
M(27,22) = -0.077704504497952627081394048761100000000
M(27,25) = -0.079799757260710933360976127897600000000
Their sum is = -0.356890479509443129119649567201279999998
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -2.799999978 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(27,2) = 0.462292006324763969744850346855000000000
M(27,5) = 0.134427327346665919474654216623000000000
M(27,8) = -0.076876980328485873784562065198400000000
M(27,11) = 0.0055395451938781749690118423457500000000
M(27,14) = -0.062879017524934770843179047157000000000
M(27,17) = -0.0136873171382423266702216442406000000000
M(27,20) = -0.0604652387724689166355410190081000000000
M(27,23) = -0.0357216081530840947744909821320000000000
M(27,26) = -0.067574357924339501938778575611400000000
Their sum is = 0.285054359023752579541743072476250000002
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -7.499999980 E-31
**************************
The constant M(9,1) has to be equal to the sum of: 
M(27,1) = -0.076790377666584560588034843734300000000
M(27,10) = -0.064961376043929053332246890323200000000
M(27,19) = -0.0206064784323562915726631996491000000000
Their sum is = -0.162358232142869905492944933706599999999
The constant M(9,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 4.000000015 E-31
**************************
The constant M(9,2) has to be equal to the sum of: 
M(27,2) = 0.462292006324763969744850346855000000000
M(27,11) = 0.0055395451938781749690118423457500000000
M(27,20) = -0.0604652387724689166355410190081000000000
Their sum is = 0.407366312746173228078321170192649999998
The constant M(9,2) is = 0.407366312746173228078321170193000000000
The difference (constant-sum) is = -3.500000017 E-31
**************************
The constant M(9,4) has to be equal to the sum of: 
M(27,4) = -0.0548339340661284683639178166057000000000
M(27,13) = 0.00320102364968502889678185528072000000000
M(27,22) = -0.077704504497952627081394048761100000000
Their sum is = -0.129337414914396066548530010086080000000
The constant M(9,4) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = -7.99999997 E-32
**************************
The constant M(9,5) has to be equal to the sum of: 
M(27,5) = 0.134427327346665919474654216623000000000
M(27,14) = -0.062879017524934770843179047157000000000
M(27,23) = -0.0357216081530840947744909821320000000000
Their sum is = 0.0358267016686470538569841873340000000004
The constant M(9,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = 5.510129770 E-40
**************************
The constant M(9,7) has to be equal to the sum of: 
M(27,7) = 0.069149439558923866554805762547000000000
M(27,16) = -0.0545445147503900902720042580580000000000
M(27,25) = -0.079799757260710933360976127897600000000
Their sum is = -0.065194832452177157078174623408600000000
The constant M(9,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(9,8) has to be equal to the sum of: 
M(27,8) = -0.076876980328485873784562065198400000000
M(27,17) = -0.0136873171382423266702216442406000000000
M(27,26) = -0.067574357924339501938778575611400000000
Their sum is = -0.158138655391067702393562285050399999999
The constant M(9,8) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(28,1) = -0.095690602616136209156105926898000000000
M(28,3) = 0.250979609690245352267647939590000000000
M(28,5) = 0.096544032219073670160941504177000000000
M(28,9) = -0.105371736440756808927190072630000000000
M(28,11) = -0.0224992237330142952599034919221000000000
M(28,13) = -0.0251045865250716693033862567960000000000
M(28,15) = -0.091384539928435084940633083036000000000
M(28,17) = -0.0499387195161330775570156886355000000000
M(28,19) = -0.0502696951483500003830209865501000000000
M(28,23) = -0.068610534188309643474941172671200000000
M(28,25) = -0.107180443347151103871188700704000000000
M(28,27) = -0.112833490475461202942634368172000000000
And of the summand: 1/7
Their sum is = -0.238502787152357216244573161390757142855
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 5.469980936 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(28,1) = -0.095690602616136209156105926898000000000
M(28,5) = 0.096544032219073670160941504177000000000
M(28,9) = -0.105371736440756808927190072630000000000
M(28,13) = -0.0251045865250716693033862567960000000000
M(28,17) = -0.0499387195161330775570156886355000000000
M(28,25) = -0.107180443347151103871188700704000000000
Their sum is = -0.286742056226175198653945141486499999999
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -4.999999986 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(28,3) = 0.250979609690245352267647939590000000000
M(28,11) = -0.0224992237330142952599034919221000000000
M(28,15) = -0.091384539928435084940633083036000000000
M(28,19) = -0.0502696951483500003830209865501000000000
M(28,23) = -0.068610534188309643474941172671200000000
M(28,27) = -0.112833490475461202942634368172000000000
And of the summand: 1/7
Their sum is = 0.0482392690738179824093719800957428571448
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 8.428571447374984932 E-31
**************************
The constant M(7,1) has to be equal to the sum of: 
M(28,1) = -0.095690602616136209156105926898000000000
M(28,15) = -0.091384539928435084940633083036000000000
Their sum is = -0.187075142544571294096739009934000000000
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(7,2) has to be equal to the sum of: 
M(28,9) = -0.105371736440756808927190072630000000000
M(28,23) = -0.068610534188309643474941172671200000000
And of the summand: 1/2
Their sum is = 0.326017729370933547597868754698800000000
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = -2.000000003 E-31
**************************
The constant M(7,3) has to be equal to the sum of: 
M(28,3) = 0.250979609690245352267647939590000000000
M(28,17) = -0.0499387195161330775570156886355000000000
Their sum is = 0.201040890174112274710632250954500000001
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 5.000000008 E-31
**************************
The constant M(7,4) has to be equal to the sum of: 
M(28,11) = -0.0224992237330142952599034919221000000000
M(28,25) = -0.107180443347151103871188700704000000000
Their sum is = -0.129679667080165399131092192626099999999
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(7,5) has to be equal to the sum of: 
M(28,5) = 0.096544032219073670160941504177000000000
M(28,19) = -0.0502696951483500003830209865501000000000
Their sum is = 0.0462743370707236697779205176268999999998
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(7,6) has to be equal to the sum of: 
M(28,13) = -0.0251045865250716693033862567960000000000
M(28,27) = -0.112833490475461202942634368172000000000
Their sum is = -0.137938077000532872246020624967999999999
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(14,1) has to be equal to the sum of: 
M(28,1) = -0.095690602616136209156105926898000000000
M(28,15) = -0.091384539928435084940633083036000000000
Their sum is = -0.187075142544571294096739009934000000000
The constant M(14,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(14,3) has to be equal to the sum of: 
M(28,3) = 0.250979609690245352267647939590000000000
M(28,17) = -0.0499387195161330775570156886355000000000
Their sum is = 0.201040890174112274710632250954500000001
The constant M(14,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 5.000000008 E-31
**************************
The constant M(14,5) has to be equal to the sum of: 
M(28,5) = 0.096544032219073670160941504177000000000
M(28,19) = -0.0502696951483500003830209865501000000000
Their sum is = 0.0462743370707236697779205176268999999998
The constant M(14,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(14,9) has to be equal to the sum of: 
M(28,9) = -0.105371736440756808927190072630000000000
M(28,23) = -0.068610534188309643474941172671200000000
Their sum is = -0.173982270629066452402131245301200000000
The constant M(14,9) is = -0.173982270629066452402131245301000000000
The difference (constant-sum) is = -2.000000003 E-31
**************************
The constant M(14,11) has to be equal to the sum of: 
M(28,11) = -0.0224992237330142952599034919221000000000
M(28,25) = -0.107180443347151103871188700704000000000
Their sum is = -0.129679667080165399131092192626099999999
The constant M(14,11) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(14,13) has to be equal to the sum of: 
M(28,13) = -0.0251045865250716693033862567960000000000
M(28,27) = -0.112833490475461202942634368172000000000
Their sum is = -0.137938077000532872246020624967999999999
The constant M(14,13) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(30,1) = -0.150647978963567532122322731980000000000
M(30,7) = -0.00067373163118503383687922201990400000000
M(30,11) = -0.0581864710236914510170452117180000000000
M(30,13) = -0.075669989244188691332983070761800000000
M(30,17) = -0.103229792016839748001077949688000000000
M(30,19) = -0.129898779670501871827464542440000000000
M(30,23) = -0.119012940047367882153846633851000000000
M(30,29) = -0.134516437888348339286287132265999999999
And of the summand: 1/3
And of the summand: 1/5
Their sum is = -0.238502787152357216244573161391370666659
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -6.65257105 E-32
**************************
The constant M(3,1) has to be equal to the sum of: 
M(30,1) = -0.150647978963567532122322731980000000000
M(30,7) = -0.00067373163118503383687922201990400000000
M(30,13) = -0.075669989244188691332983070761800000000
M(30,19) = -0.129898779670501871827464542440000000000
Their sum is = -0.356890479509443129119649567201704000000
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -7.039999990 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(30,11) = -0.0581864710236914510170452117180000000000
M(30,17) = -0.103229792016839748001077949688000000000
M(30,23) = -0.119012940047367882153846633851000000000
M(30,29) = -0.134516437888348339286287132265999999999
And of the summand: 1/2
And of the summand: 1/5
Their sum is = 0.285054359023752579541743072477000000001
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = 1.469367939 E-39
**************************
The constant M(5,1) has to be equal to the sum of: 
M(30,1) = -0.150647978963567532122322731980000000000
M(30,11) = -0.0581864710236914510170452117180000000000
Their sum is = -0.208834449987258983139367943697999999999
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(5,2) has to be equal to the sum of: 
M(30,7) = -0.00067373163118503383687922201990400000000
M(30,17) = -0.103229792016839748001077949688000000000
And of the summand: 1/2
Their sum is = 0.396096476351975218162042828292096000000
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 9.60000008 E-32
**************************
The constant M(5,3) has to be equal to the sum of: 
M(30,13) = -0.075669989244188691332983070761800000000
M(30,23) = -0.119012940047367882153846633851000000000
And of the summand: 1/3
Their sum is = 0.138650404041776759846503628720533333334
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 5.333333340 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(30,19) = -0.129898779670501871827464542440000000000
M(30,29) = -0.134516437888348339286287132265999999999
Their sum is = -0.264415217558850211113751674705999999999
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.469367939 E-39
**************************
The constant M(6,1) has to be equal to the sum of: 
M(30,1) = -0.150647978963567532122322731980000000000
M(30,7) = -0.00067373163118503383687922201990400000000
M(30,13) = -0.075669989244188691332983070761800000000
M(30,19) = -0.129898779670501871827464542440000000000
Their sum is = -0.356890479509443129119649567201704000000
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -7.039999990 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(30,11) = -0.0581864710236914510170452117180000000000
M(30,17) = -0.103229792016839748001077949688000000000
M(30,23) = -0.119012940047367882153846633851000000000
M(30,29) = -0.134516437888348339286287132265999999999
And of the summand: 1/5
Their sum is = -0.214945640976247420458256927522999999997
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = 2.938735878 E-39
**************************
The constant M(10,1) has to be equal to the sum of: 
M(30,1) = -0.150647978963567532122322731980000000000
M(30,11) = -0.0581864710236914510170452117180000000000
Their sum is = -0.208834449987258983139367943697999999999
The constant M(10,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(10,3) has to be equal to the sum of: 
M(30,13) = -0.075669989244188691332983070761800000000
M(30,23) = -0.119012940047367882153846633851000000000
And of the summand: 1/3
Their sum is = 0.138650404041776759846503628720533333334
The constant M(10,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 5.333333340 E-31
**************************
The constant M(10,7) has to be equal to the sum of: 
M(30,7) = -0.00067373163118503383687922201990400000000
M(30,17) = -0.103229792016839748001077949688000000000
Their sum is = -0.103903523648024781837957171707903999999
The constant M(10,7) is = -0.103903523648024781837957171708000000000
The difference (constant-sum) is = 9.60000004 E-32
**************************
The constant M(10,9) has to be equal to the sum of: 
M(30,19) = -0.129898779670501871827464542440000000000
M(30,29) = -0.134516437888348339286287132265999999999
Their sum is = -0.264415217558850211113751674705999999999
The constant M(10,9) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.469367939 E-39
**************************
The constant M(15,1) has to be equal to the sum of: 
M(30,1) = -0.150647978963567532122322731980000000000
Their sum is = -0.150647978963567532122322731980000000000
The constant M(15,1) is = -0.150647978963567532122322731980000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(15,2) has to be equal to the sum of: 
M(30,17) = -0.103229792016839748001077949688000000000
And of the summand: 1/2
Their sum is = 0.396770207983160251998922050312000000000
The constant M(15,2) is = 0.396770207983160251998922050312000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(15,4) has to be equal to the sum of: 
M(30,19) = -0.129898779670501871827464542440000000000
Their sum is = -0.129898779670501871827464542440000000000
The constant M(15,4) is = -0.129898779670501871827464542440000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(15,7) has to be equal to the sum of: 
M(30,7) = -0.00067373163118503383687922201990400000000
Their sum is = -0.00067373163118503383687922201990400000000
The constant M(15,7) is = -0.00067373163118503383687922201990400000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(15,8) has to be equal to the sum of: 
M(30,23) = -0.119012940047367882153846633851000000000
Their sum is = -0.119012940047367882153846633851000000000
The constant M(15,8) is = -0.119012940047367882153846633851000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(15,11) has to be equal to the sum of: 
M(30,11) = -0.0581864710236914510170452117180000000000
Their sum is = -0.0581864710236914510170452117180000000000
The constant M(15,11) is = -0.0581864710236914510170452117180000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(15,13) has to be equal to the sum of: 
M(30,13) = -0.075669989244188691332983070761800000000
Their sum is = -0.075669989244188691332983070761800000000
The constant M(15,13) is = -0.075669989244188691332983070761800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(15,14) has to be equal to the sum of: 
M(30,29) = -0.134516437888348339286287132265999999999
Their sum is = -0.134516437888348339286287132265999999999
The constant M(15,14) is = -0.134516437888348339286287132265999999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(32,1) = -0.090094553280888767015383739403300000000
M(32,3) = 0.253085106557749569899491330908000000000
M(32,5) = 0.139374271874937877965208264262000000000
M(32,7) = 0.071233962001799706231435231621099999999
M(32,9) = -0.0618443988326593851388114701743000000000
M(32,11) = 0.0239102605915946855431541880342000000000
M(32,13) = -0.0156696871039975784473007680205000000000
M(32,15) = -0.066493900100010737230596855207900000000
M(32,17) = -0.0386652744954600274321762587759000000000
M(32,19) = -0.0310534083910141218663170738224000000000
M(32,21) = -0.077144431045265155717121897842700000000
M(32,23) = -0.0566115336180873334569490322215000000000
M(32,25) = -0.095813513513081445537359157388200000000
M(32,27) = -0.083618608089317003837533764978700000000
M(32,29) = -0.0468844698297607173310001141434000000000
M(32,31) = -0.0622126098788967828733120442374000000000
Their sum is = -0.238502787152357216244573161390899999999
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 4.041409492 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(32,1) = -0.090094553280888767015383739403300000000
M(32,5) = 0.139374271874937877965208264262000000000
M(32,9) = -0.0618443988326593851388114701743000000000
M(32,13) = -0.0156696871039975784473007680205000000000
M(32,17) = -0.0386652744954600274321762587759000000000
M(32,21) = -0.077144431045265155717121897842700000000
M(32,25) = -0.095813513513081445537359157388200000000
M(32,29) = -0.0468844698297607173310001141434000000000
Their sum is = -0.286742056226175198653945141486299999999
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -2.999999983 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(32,3) = 0.253085106557749569899491330908000000000
M(32,7) = 0.071233962001799706231435231621099999999
M(32,11) = 0.0239102605915946855431541880342000000000
M(32,15) = -0.066493900100010737230596855207900000000
M(32,19) = -0.0310534083910141218663170738224000000000
M(32,23) = -0.0566115336180873334569490322215000000000
M(32,27) = -0.083618608089317003837533764978700000000
M(32,31) = -0.0622126098788967828733120442374000000000
Their sum is = 0.0482392690738179824093719800954000000006
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 5.000000006 E-31
**************************
The constant M(8,1) has to be equal to the sum of: 
M(32,1) = -0.090094553280888767015383739403300000000
M(32,9) = -0.0618443988326593851388114701743000000000
M(32,17) = -0.0386652744954600274321762587759000000000
M(32,25) = -0.095813513513081445537359157388200000000
Their sum is = -0.286417740122089625123730625741700000000
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 2.999999998 E-31
**************************
The constant M(8,3) has to be equal to the sum of: 
M(32,3) = 0.253085106557749569899491330908000000000
M(32,11) = 0.0239102605915946855431541880342000000000
M(32,19) = -0.0310534083910141218663170738224000000000
M(32,27) = -0.083618608089317003837533764978700000000
Their sum is = 0.162323350669013129738794680141100000000
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(8,5) has to be equal to the sum of: 
M(32,5) = 0.139374271874937877965208264262000000000
M(32,13) = -0.0156696871039975784473007680205000000000
M(32,21) = -0.077144431045265155717121897842700000000
M(32,29) = -0.0468844698297607173310001141434000000000
Their sum is = -0.000324316104085573530214515744599999999489
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = -3.099999948905522143 E-32
**************************
The constant M(8,7) has to be equal to the sum of: 
M(32,7) = 0.071233962001799706231435231621099999999
M(32,15) = -0.066493900100010737230596855207900000000
M(32,23) = -0.0566115336180873334569490322215000000000
M(32,31) = -0.0622126098788967828733120442374000000000
Their sum is = -0.114084081595195147329422700045700000000
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = 3.000000001 E-31
**************************
The constant M(16,1) has to be equal to the sum of: 
M(32,1) = -0.090094553280888767015383739403300000000
M(32,17) = -0.0386652744954600274321762587759000000000
Their sum is = -0.128759827776348794447559998179200000000
The constant M(16,1) is = -0.128759827776348794447559998179000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(16,3) has to be equal to the sum of: 
M(32,3) = 0.253085106557749569899491330908000000000
M(32,19) = -0.0310534083910141218663170738224000000000
Their sum is = 0.222031698166735448033174257085600000001
The constant M(16,3) is = 0.222031698166735448033174257085000000000
The difference (constant-sum) is = 6.000000018 E-31
**************************
The constant M(16,5) has to be equal to the sum of: 
M(32,5) = 0.139374271874937877965208264262000000000
M(32,21) = -0.077144431045265155717121897842700000000
Their sum is = 0.0622298408296727222480863664192999999998
The constant M(16,5) is = 0.0622298408296727222480863664193000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(16,7) has to be equal to the sum of: 
M(32,7) = 0.071233962001799706231435231621099999999
M(32,23) = -0.0566115336180873334569490322215000000000
Their sum is = 0.0146224283837123727744861993995999999998
The constant M(16,7) is = 0.0146224283837123727744861993995000000000
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(16,9) has to be equal to the sum of: 
M(32,9) = -0.0618443988326593851388114701743000000000
M(32,25) = -0.095813513513081445537359157388200000000
Their sum is = -0.157657912345740830676170627562500000000
The constant M(16,9) is = -0.157657912345740830676170627562000000000
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(16,11) has to be equal to the sum of: 
M(32,11) = 0.0239102605915946855431541880342000000000
M(32,27) = -0.083618608089317003837533764978700000000
Their sum is = -0.0597083474977223182943795769445000000004
The constant M(16,11) is = -0.0597083474977223182943795769445000000000
The difference (constant-sum) is = -3.673419847 E-40
**************************
The constant M(16,13) has to be equal to the sum of: 
M(32,13) = -0.0156696871039975784473007680205000000000
M(32,29) = -0.0468844698297607173310001141434000000000
Their sum is = -0.062554156933758295778300882163900000000
The constant M(16,13) is = -0.062554156933758295778300882163900000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(16,15) has to be equal to the sum of: 
M(32,15) = -0.066493900100010737230596855207900000000
M(32,31) = -0.0622126098788967828733120442374000000000
Their sum is = -0.128706509978907520103908899445300000000
The constant M(16,15) is = -0.128706509978907520103908899445000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(33,1) = -0.065496407673960942280075229633799999999
M(33,4) = -0.0511058883039298473986925777398000000000
M(33,7) = 0.078171180823257069131925884389400000000
M(33,10) = -0.0472826878663330226605314081473000000000
M(33,13) = 0.0103515831708453076396594544091000000000
M(33,16) = -0.079280728926399673314464650915500000000
M(33,19) = -0.0255787392815412141545145743900000000000
M(33,25) = -0.078575387191093072267819478541800000000
M(33,28) = -0.0586876887956972703969757710777000000000
M(33,31) = -0.0394057154645904634181612155539000000000
Their sum is = -0.356890479509443129119649567201299999998
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -2.999999968 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(33,2) = 0.431110618292021459479639459832000000000
M(33,5) = 0.137287774615721887541910017562000000000
M(33,8) = -0.0454213819464802835431835214140000000000
M(33,14) = -0.0489812867696140207583966570606000000000
M(33,17) = -0.0074299532956448327088742812382300000000
M(33,20) = -0.0621562845242720778449120301230000000000
M(33,23) = -0.0316410852166705323985132874625999999999
M(33,26) = -0.0608644882364935784744855559681000000000
M(33,29) = -0.0434885280784241643140347670396000000000
M(33,32) = -0.074270116725482186528315395521000000000
And of the summand: 1/11
Their sum is = 0.285054359023752579541743072475960909098
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -1.039090902 E-30
**************************
The constant M(11,1) has to be equal to the sum of: 
M(33,1) = -0.065496407673960942280075229633799999999
M(33,23) = -0.0316410852166705323985132874625999999999
Their sum is = -0.097137492890631474678588517096399999999
The constant M(11,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(11,2) has to be equal to the sum of: 
M(33,2) = 0.431110618292021459479639459832000000000
M(33,13) = 0.0103515831708453076396594544091000000000
Their sum is = 0.441462201462866767119298914241100000000
The constant M(11,2) is = 0.441462201462866767119298914241000000000
The difference (constant-sum) is = 9.99999994 E-32
**************************
The constant M(11,3) has to be equal to the sum of: 
M(33,14) = -0.0489812867696140207583966570606000000000
M(33,25) = -0.078575387191093072267819478541800000000
And of the summand: 1/3
Their sum is = 0.205776659372626240307117197730933333334
The constant M(11,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = -6.66666663 E-32
**************************
The constant M(11,4) has to be equal to the sum of: 
M(33,4) = -0.0511058883039298473986925777398000000000
M(33,26) = -0.0608644882364935784744855559681000000000
Their sum is = -0.111970376540423425873178133707900000000
The constant M(11,4) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(11,5) has to be equal to the sum of: 
M(33,5) = 0.137287774615721887541910017562000000000
M(33,16) = -0.079280728926399673314464650915500000000
Their sum is = 0.0580070456893222142274453666464999999998
The constant M(11,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(11,6) has to be equal to the sum of: 
M(33,17) = -0.0074299532956448327088742812382300000000
M(33,28) = -0.0586876887956972703969757710777000000000
Their sum is = -0.066117642091342103105850052315929999999
The constant M(11,6) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = -2.999999962 E-32
**************************
The constant M(11,7) has to be equal to the sum of: 
M(33,7) = 0.078171180823257069131925884389400000000
M(33,29) = -0.0434885280784241643140347670396000000000
Their sum is = 0.0346826527448329048178911173498000000004
The constant M(11,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(11,8) has to be equal to the sum of: 
M(33,8) = -0.0454213819464802835431835214140000000000
M(33,19) = -0.0255787392815412141545145743900000000000
Their sum is = -0.071000121228021497697698095804000000000
The constant M(11,8) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,9) has to be equal to the sum of: 
M(33,20) = -0.0621562845242720778449120301230000000000
M(33,31) = -0.0394057154645904634181612155539000000000
Their sum is = -0.101561999988862541263073245676900000000
The constant M(11,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(11,10) has to be equal to the sum of: 
M(33,10) = -0.0472826878663330226605314081473000000000
M(33,32) = -0.074270116725482186528315395521000000000
Their sum is = -0.121552804591815209188846803668300000000
The constant M(11,10) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = -3.000000001 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(34,1) = -0.085536188560912957629564322652000000000
M(34,3) = 0.279281962157684522943159338651000000000
M(34,5) = 0.116645623390101701873705003254000000000
M(34,7) = 0.073922413929138584802350208004800000000
M(34,9) = -0.078947287933177305159543420269400000000
M(34,11) = 0.0142283954027929130841022904031000000000
M(34,13) = 0.00157797313866383850286491231645000000000
M(34,15) = -0.089117260222370232582701453366700000000
M(34,19) = -0.0305435323404023649720522929179000000000
M(34,21) = -0.088268605090032052099239982302700000000
M(34,23) = -0.0567688219769636931555294033781000000000
M(34,25) = -0.075284083316119849295717441376600000000
M(34,27) = -0.079199895963482239640726999803400000000
M(34,29) = -0.0492068514216906194104401918092000000000
M(34,31) = -0.065863881386025738045521455143500000000
M(34,33) = -0.084246276371326431342070892177400000000
And of the summand: 1/17
Their sum is = -0.238502787152357216244573161391079411763
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 2.247291850 E-31
**************************
The constant M(17,1) has to be equal to the sum of: 
M(34,1) = -0.085536188560912957629564322652000000000
Their sum is = -0.085536188560912957629564322652000000000
The constant M(17,1) is = -0.085536188560912957629564322652000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,2) has to be equal to the sum of: 
M(34,19) = -0.0305435323404023649720522929179000000000
And of the summand: 1/2
Their sum is = 0.469456467659597635027947707082100000000
The constant M(17,2) is = 0.469456467659597635027947707082000000000
The difference (constant-sum) is = 9.99999994 E-32
**************************
The constant M(17,3) has to be equal to the sum of: 
M(34,3) = 0.279281962157684522943159338651000000000
Their sum is = 0.279281962157684522943159338651000000000
The constant M(17,3) is = 0.279281962157684522943159338651000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,4) has to be equal to the sum of: 
M(34,21) = -0.088268605090032052099239982302700000000
Their sum is = -0.088268605090032052099239982302700000000
The constant M(17,4) is = -0.088268605090032052099239982302700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,5) has to be equal to the sum of: 
M(34,5) = 0.116645623390101701873705003254000000000
Their sum is = 0.116645623390101701873705003254000000000
The constant M(17,5) is = 0.116645623390101701873705003254000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,6) has to be equal to the sum of: 
M(34,23) = -0.0567688219769636931555294033781000000000
Their sum is = -0.0567688219769636931555294033781000000000
The constant M(17,6) is = -0.0567688219769636931555294033781000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(17,7) has to be equal to the sum of: 
M(34,7) = 0.073922413929138584802350208004800000000
Their sum is = 0.073922413929138584802350208004800000000
The constant M(17,7) is = 0.073922413929138584802350208004800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,8) has to be equal to the sum of: 
M(34,25) = -0.075284083316119849295717441376600000000
Their sum is = -0.075284083316119849295717441376600000000
The constant M(17,8) is = -0.075284083316119849295717441376600000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,9) has to be equal to the sum of: 
M(34,9) = -0.078947287933177305159543420269400000000
Their sum is = -0.078947287933177305159543420269400000000
The constant M(17,9) is = -0.078947287933177305159543420269400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,10) has to be equal to the sum of: 
M(34,27) = -0.079199895963482239640726999803400000000
Their sum is = -0.079199895963482239640726999803400000000
The constant M(17,10) is = -0.079199895963482239640726999803400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,11) has to be equal to the sum of: 
M(34,11) = 0.0142283954027929130841022904031000000000
Their sum is = 0.0142283954027929130841022904031000000000
The constant M(17,11) is = 0.0142283954027929130841022904031000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(17,12) has to be equal to the sum of: 
M(34,29) = -0.0492068514216906194104401918092000000000
Their sum is = -0.0492068514216906194104401918092000000000
The constant M(17,12) is = -0.0492068514216906194104401918092000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(17,13) has to be equal to the sum of: 
M(34,13) = 0.00157797313866383850286491231645000000000
Their sum is = 0.00157797313866383850286491231645000000000
The constant M(17,13) is = 0.00157797313866383850286491231645000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(17,14) has to be equal to the sum of: 
M(34,31) = -0.065863881386025738045521455143500000000
Their sum is = -0.065863881386025738045521455143500000000
The constant M(17,14) is = -0.065863881386025738045521455143500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,15) has to be equal to the sum of: 
M(34,15) = -0.089117260222370232582701453366700000000
Their sum is = -0.089117260222370232582701453366700000000
The constant M(17,15) is = -0.089117260222370232582701453366700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,16) has to be equal to the sum of: 
M(34,33) = -0.084246276371326431342070892177400000000
Their sum is = -0.084246276371326431342070892177400000000
The constant M(17,16) is = -0.084246276371326431342070892177400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(5,1) has to be equal to the sum of: 
M(35,1) = -0.0521203958993981521382366361444000000000
M(35,6) = -0.0392709668858123642655196012063000000000
M(35,11) = 0.0231704649308273892250552835296000000000
M(35,16) = -0.065355715569728199073294967645200000000
M(35,26) = -0.0484102108090957905918204188801000000000
M(35,31) = -0.0268476257540518662955516033514000000000
Their sum is = -0.208834449987258983139367943697800000000
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(35,2) = 0.463418058655320534999379996650000000000
M(35,12) = -0.0465376307047547443182334117983000000000
M(35,17) = -0.00292696553890656821529105782935000000000
M(35,22) = -0.0585686340178308052798111543573000000000
M(35,27) = -0.0557664150945181069080440459123000000000
M(35,32) = -0.0463790798044779492588146413172000000000
And of the summand: 1/7
Their sum is = 0.396096476351975218162042828292692857144
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 6.928571442 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(35,3) = 0.277282138508591744958868544777999999999
M(35,8) = -0.0407350376995100692905964834184000000000
M(35,13) = 0.0219693017630597206704446946187000000000
M(35,18) = -0.0473940708580472952213460431642000000000
M(35,23) = -0.0188643078866810042383763259101000000000
M(35,33) = -0.0536076197856363370324907581835000000000
Their sum is = 0.138650404041776759846503628720499999999
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 4.999999994 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(35,4) = -0.0590769813484675438759867916742000000000
M(35,9) = -0.0531803058279777840898399483951000000000
M(35,19) = -0.0051702016297894582795348935112200000000
M(35,24) = -0.0464666570415210357373936326428000000000
M(35,29) = -0.0356510749278322673880947360139000000000
M(35,34) = -0.064869996783262121742901672468600000000
Their sum is = -0.264415217558850211113751674705819999998
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.800000028 E-31
**************************
The constant M(7,1) has to be equal to the sum of: 
M(35,1) = -0.0521203958993981521382366361444000000000
M(35,8) = -0.0407350376995100692905964834184000000000
M(35,22) = -0.0585686340178308052798111543573000000000
M(35,29) = -0.0356510749278322673880947360139000000000
Their sum is = -0.187075142544571294096739009933999999999
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 1.469367939 E-39
**************************
The constant M(7,2) has to be equal to the sum of: 
M(35,2) = 0.463418058655320534999379996650000000000
M(35,9) = -0.0531803058279777840898399483951000000000
M(35,16) = -0.065355715569728199073294967645200000000
M(35,23) = -0.0188643078866810042383763259101000000000
Their sum is = 0.326017729370933547597868754699600000001
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = 6.000000010 E-31
**************************
The constant M(7,3) has to be equal to the sum of: 
M(35,3) = 0.277282138508591744958868544777999999999
M(35,17) = -0.00292696553890656821529105782935000000000
M(35,24) = -0.0464666570415210357373936326428000000000
M(35,31) = -0.0268476257540518662955516033514000000000
Their sum is = 0.201040890174112274710632250954450000000
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 4.500000004 E-31
**************************
The constant M(7,4) has to be equal to the sum of: 
M(35,4) = -0.0590769813484675438759867916742000000000
M(35,11) = 0.0231704649308273892250552835296000000000
M(35,18) = -0.0473940708580472952213460431642000000000
M(35,32) = -0.0463790798044779492588146413172000000000
Their sum is = -0.129679667080165399131092192626000000000
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(7,5) has to be equal to the sum of: 
M(35,12) = -0.0465376307047547443182334117983000000000
M(35,19) = -0.0051702016297894582795348935112200000000
M(35,26) = -0.0484102108090957905918204188801000000000
M(35,33) = -0.0536076197856363370324907581835000000000
And of the summand: 1/5
Their sum is = 0.0462743370707236697779205176268800000006
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = -1.999999956 E-32
**************************
The constant M(7,6) has to be equal to the sum of: 
M(35,6) = -0.0392709668858123642655196012063000000000
M(35,13) = 0.0219693017630597206704446946187000000000
M(35,27) = -0.0557664150945181069080440459123000000000
M(35,34) = -0.064869996783262121742901672468600000000
Their sum is = -0.137938077000532872246020624968500000000
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(36,1) = -0.093244440768487181084499915322100000000
M(36,5) = 0.099892483812589496006200517684700000000
M(36,7) = 0.0454901080500522353969819763980000000000
M(36,11) = -0.0108835313352666916119724103569000000000
M(36,13) = -0.0540963827971896925452819965057000000000
M(36,17) = -0.0468586200522983482455007280863000000000
M(36,19) = -0.069113791374382724408445018384400000000
M(36,23) = -0.064065782143942442149216330350700000000
M(36,25) = -0.110684940502229392475156599807000000000
M(36,29) = -0.081750155918560080309706419450100000000
M(36,31) = -0.075241032117206374003248013580300000000
M(36,35) = -0.111280035338769354148061556964000000000
And of the summand: 1/3
Their sum is = -0.238502787152357216244573161391466666660
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -1.625257121 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(36,1) = -0.093244440768487181084499915322100000000
M(36,7) = 0.0454901080500522353969819763980000000000
M(36,13) = -0.0540963827971896925452819965057000000000
M(36,19) = -0.069113791374382724408445018384400000000
M(36,25) = -0.110684940502229392475156599807000000000
M(36,31) = -0.075241032117206374003248013580300000000
Their sum is = -0.356890479509443129119649567201500000000
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -4.999999986 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(36,5) = 0.099892483812589496006200517684700000000
M(36,11) = -0.0108835313352666916119724103569000000000
M(36,17) = -0.0468586200522983482455007280863000000000
M(36,23) = -0.064065782143942442149216330350700000000
M(36,29) = -0.081750155918560080309706419450100000000
M(36,35) = -0.111280035338769354148061556964000000000
And of the summand: 1/2
Their sum is = 0.285054359023752579541743072476700000001
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -2.999999983 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(36,1) = -0.093244440768487181084499915322100000000
M(36,5) = 0.099892483812589496006200517684700000000
M(36,13) = -0.0540963827971896925452819965057000000000
M(36,17) = -0.0468586200522983482455007280863000000000
M(36,25) = -0.110684940502229392475156599807000000000
M(36,29) = -0.081750155918560080309706419450100000000
Their sum is = -0.286742056226175198653945141486499999999
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -4.999999986 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(36,7) = 0.0454901080500522353969819763980000000000
M(36,11) = -0.0108835313352666916119724103569000000000
M(36,19) = -0.069113791374382724408445018384400000000
M(36,23) = -0.064065782143942442149216330350700000000
M(36,31) = -0.075241032117206374003248013580300000000
M(36,35) = -0.111280035338769354148061556964000000000
And of the summand: 1/3
Their sum is = 0.0482392690738179824093719800950333333344
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 1.333333344 E-31
**************************
The constant M(6,1) has to be equal to the sum of: 
M(36,1) = -0.093244440768487181084499915322100000000
M(36,7) = 0.0454901080500522353969819763980000000000
M(36,13) = -0.0540963827971896925452819965057000000000
M(36,19) = -0.069113791374382724408445018384400000000
M(36,25) = -0.110684940502229392475156599807000000000
M(36,31) = -0.075241032117206374003248013580300000000
Their sum is = -0.356890479509443129119649567201500000000
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -4.999999986 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(36,5) = 0.099892483812589496006200517684700000000
M(36,11) = -0.0108835313352666916119724103569000000000
M(36,17) = -0.0468586200522983482455007280863000000000
M(36,23) = -0.064065782143942442149216330350700000000
M(36,29) = -0.081750155918560080309706419450100000000
M(36,35) = -0.111280035338769354148061556964000000000
Their sum is = -0.214945640976247420458256927523300000000
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(9,1) has to be equal to the sum of: 
M(36,1) = -0.093244440768487181084499915322100000000
M(36,19) = -0.069113791374382724408445018384400000000
Their sum is = -0.162358232142869905492944933706500000000
The constant M(9,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 5.000000002 E-31
**************************
The constant M(9,2) has to be equal to the sum of: 
M(36,11) = -0.0108835313352666916119724103569000000000
M(36,29) = -0.081750155918560080309706419450100000000
And of the summand: 1/2
Their sum is = 0.407366312746173228078321170193000000000
The constant M(9,2) is = 0.407366312746173228078321170193000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(9,4) has to be equal to the sum of: 
M(36,13) = -0.0540963827971896925452819965057000000000
M(36,31) = -0.075241032117206374003248013580300000000
Their sum is = -0.129337414914396066548530010085999999999
The constant M(9,4) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(9,5) has to be equal to the sum of: 
M(36,5) = 0.099892483812589496006200517684700000000
M(36,23) = -0.064065782143942442149216330350700000000
Their sum is = 0.0358267016686470538569841873339999999998
The constant M(9,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(9,7) has to be equal to the sum of: 
M(36,7) = 0.0454901080500522353969819763980000000000
M(36,25) = -0.110684940502229392475156599807000000000
Their sum is = -0.065194832452177157078174623409000000000
The constant M(9,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = -4.000000004 E-31
**************************
The constant M(9,8) has to be equal to the sum of: 
M(36,17) = -0.0468586200522983482455007280863000000000
M(36,35) = -0.111280035338769354148061556964000000000
Their sum is = -0.158138655391067702393562285050300000000
The constant M(9,8) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(12,1) has to be equal to the sum of: 
M(36,1) = -0.093244440768487181084499915322100000000
M(36,13) = -0.0540963827971896925452819965057000000000
M(36,25) = -0.110684940502229392475156599807000000000
Their sum is = -0.258025764067906266104938511634800000000
The constant M(12,1) is = -0.258025764067906266104938511634000000000
The difference (constant-sum) is = -8.00000000 E-31
**************************
The constant M(12,5) has to be equal to the sum of: 
M(36,5) = 0.099892483812589496006200517684700000000
M(36,17) = -0.0468586200522983482455007280863000000000
M(36,29) = -0.081750155918560080309706419450100000000
Their sum is = -0.0287162921582689325490066298517000000003
The constant M(12,5) is = -0.0287162921582689325490066298518000000000
The difference (constant-sum) is = 9.99999997 E-32
**************************
The constant M(12,7) has to be equal to the sum of: 
M(36,7) = 0.0454901080500522353969819763980000000000
M(36,19) = -0.069113791374382724408445018384400000000
M(36,31) = -0.075241032117206374003248013580300000000
Their sum is = -0.098864715441536863014711055566700000000
The constant M(12,7) is = -0.098864715441536863014711055566800000000
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(12,11) has to be equal to the sum of: 
M(36,11) = -0.0108835313352666916119724103569000000000
M(36,23) = -0.064065782143942442149216330350700000000
M(36,35) = -0.111280035338769354148061556964000000000
Their sum is = -0.186229348817978487909250297671599999999
The constant M(12,11) is = -0.186229348817978487909250297672000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(18,1) has to be equal to the sum of: 
M(36,1) = -0.093244440768487181084499915322100000000
M(36,19) = -0.069113791374382724408445018384400000000
Their sum is = -0.162358232142869905492944933706500000000
The constant M(18,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 5.000000002 E-31
**************************
The constant M(18,5) has to be equal to the sum of: 
M(36,5) = 0.099892483812589496006200517684700000000
M(36,23) = -0.064065782143942442149216330350700000000
Their sum is = 0.0358267016686470538569841873339999999998
The constant M(18,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(18,7) has to be equal to the sum of: 
M(36,7) = 0.0454901080500522353969819763980000000000
M(36,25) = -0.110684940502229392475156599807000000000
Their sum is = -0.065194832452177157078174623409000000000
The constant M(18,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = -4.000000004 E-31
**************************
The constant M(18,11) has to be equal to the sum of: 
M(36,11) = -0.0108835313352666916119724103569000000000
M(36,29) = -0.081750155918560080309706419450100000000
Their sum is = -0.092633687253826771921678829807000000000
The constant M(18,11) is = -0.092633687253826771921678829807000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(18,13) has to be equal to the sum of: 
M(36,13) = -0.0540963827971896925452819965057000000000
M(36,31) = -0.075241032117206374003248013580300000000
Their sum is = -0.129337414914396066548530010085999999999
The constant M(18,13) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(18,17) has to be equal to the sum of: 
M(36,17) = -0.0468586200522983482455007280863000000000
M(36,35) = -0.111280035338769354148061556964000000000
Their sum is = -0.158138655391067702393562285050300000000
The constant M(18,17) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(38,1) = -0.089968222611390950523749038672500000000
M(38,3) = 0.284543107042593714095701382823000000000
M(38,5) = 0.141110380993091583900975746493999999999
M(38,7) = 0.067079605415116702053769647002100000000
M(38,9) = -0.068294336076580927030462762119800000000
M(38,11) = 0.0065516770855598160837069064142600000000
M(38,13) = 0.0047483103328221380778448242575200000000
M(38,15) = -0.071479968275044438829193695949200000000
M(38,17) = -0.0266638047504637851729584672082000000000
M(38,21) = -0.0611219440923134289853668598548000000000
M(38,23) = -0.0260100818297152534569786263636000000000
M(38,25) = -0.080491800095368985928916635544200000000
M(38,27) = -0.079390126806221537213848162425200000000
M(38,29) = -0.0387625359393931545456108286277000000000
M(38,31) = -0.0533765792767426108193891239587000000000
M(38,33) = -0.072603339396386476644649786555900000000
M(38,35) = -0.077022488632368867776620956014900000000
M(38,37) = -0.0499822191869191745814583040343000000000
And of the summand: 1/19
Their sum is = -0.238502787152357216244573161390751578947
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 5.525620016 E-31
**************************
The constant M(19,1) has to be equal to the sum of: 
M(38,1) = -0.089968222611390950523749038672500000000
Their sum is = -0.089968222611390950523749038672500000000
The constant M(19,1) is = -0.089968222611390950523749038672500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,2) has to be equal to the sum of: 
M(38,21) = -0.0611219440923134289853668598548000000000
And of the summand: 1/2
Their sum is = 0.438878055907686571014633140145200000000
The constant M(19,2) is = 0.438878055907686571014633140145000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(19,3) has to be equal to the sum of: 
M(38,3) = 0.284543107042593714095701382823000000000
Their sum is = 0.284543107042593714095701382823000000000
The constant M(19,3) is = 0.284543107042593714095701382823000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,4) has to be equal to the sum of: 
M(38,23) = -0.0260100818297152534569786263636000000000
Their sum is = -0.0260100818297152534569786263636000000000
The constant M(19,4) is = -0.0260100818297152534569786263636000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(19,5) has to be equal to the sum of: 
M(38,5) = 0.141110380993091583900975746493999999999
Their sum is = 0.141110380993091583900975746493999999999
The constant M(19,5) is = 0.141110380993091583900975746493999999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,6) has to be equal to the sum of: 
M(38,25) = -0.080491800095368985928916635544200000000
Their sum is = -0.080491800095368985928916635544200000000
The constant M(19,6) is = -0.080491800095368985928916635544200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,7) has to be equal to the sum of: 
M(38,7) = 0.067079605415116702053769647002100000000
Their sum is = 0.067079605415116702053769647002100000000
The constant M(19,7) is = 0.067079605415116702053769647002100000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,8) has to be equal to the sum of: 
M(38,27) = -0.079390126806221537213848162425200000000
Their sum is = -0.079390126806221537213848162425200000000
The constant M(19,8) is = -0.079390126806221537213848162425200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,9) has to be equal to the sum of: 
M(38,9) = -0.068294336076580927030462762119800000000
Their sum is = -0.068294336076580927030462762119800000000
The constant M(19,9) is = -0.068294336076580927030462762119800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,10) has to be equal to the sum of: 
M(38,29) = -0.0387625359393931545456108286277000000000
Their sum is = -0.0387625359393931545456108286277000000000
The constant M(19,10) is = -0.0387625359393931545456108286277000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(19,11) has to be equal to the sum of: 
M(38,11) = 0.0065516770855598160837069064142600000000
Their sum is = 0.0065516770855598160837069064142600000000
The constant M(19,11) is = 0.0065516770855598160837069064142600000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(19,12) has to be equal to the sum of: 
M(38,31) = -0.0533765792767426108193891239587000000000
Their sum is = -0.0533765792767426108193891239587000000000
The constant M(19,12) is = -0.0533765792767426108193891239587000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(19,13) has to be equal to the sum of: 
M(38,13) = 0.0047483103328221380778448242575200000000
Their sum is = 0.0047483103328221380778448242575200000000
The constant M(19,13) is = 0.0047483103328221380778448242575200000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(19,14) has to be equal to the sum of: 
M(38,33) = -0.072603339396386476644649786555900000000
Their sum is = -0.072603339396386476644649786555900000000
The constant M(19,14) is = -0.072603339396386476644649786555900000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,15) has to be equal to the sum of: 
M(38,15) = -0.071479968275044438829193695949200000000
Their sum is = -0.071479968275044438829193695949200000000
The constant M(19,15) is = -0.071479968275044438829193695949200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,16) has to be equal to the sum of: 
M(38,35) = -0.077022488632368867776620956014900000000
Their sum is = -0.077022488632368867776620956014900000000
The constant M(19,16) is = -0.077022488632368867776620956014900000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,17) has to be equal to the sum of: 
M(38,17) = -0.0266638047504637851729584672082000000000
Their sum is = -0.0266638047504637851729584672082000000000
The constant M(19,17) is = -0.0266638047504637851729584672082000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(19,18) has to be equal to the sum of: 
M(38,37) = -0.0499822191869191745814583040343000000000
Their sum is = -0.0499822191869191745814583040343000000000
The constant M(19,18) is = -0.0499822191869191745814583040343000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(3,1) has to be equal to the sum of: 
M(39,1) = -0.0544150300747313383827161427129000000000
M(39,4) = -0.0459945989750685459192257387309000000000
M(39,7) = 0.079510458044677221718294421349100000000
M(39,10) = -0.062540708766420191354210054965900000000
M(39,16) = -0.067162125840592763917783581867899999999
M(39,19) = -0.0078618584432586956665912001990699999999
M(39,22) = -0.0510428073342697409080043003063000000000
M(39,25) = -0.0581243810207459383640563019098000000000
M(39,28) = -0.0517462190695606135794914158442000000000
M(39,31) = -0.0298803394337857678868833936306000000000
M(39,34) = -0.0463158869206440559788110651665000000000
M(39,37) = -0.0382400585981196219570938701393000000000
And of the summand: 1/13
Their sum is = -0.356890479509443129119649567201193076916
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -1.930769161 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(39,2) = 0.459867627129214645463540519008000000000
M(39,5) = 0.141980978301231314683276705017000000000
M(39,8) = -0.0482711271695363892787808993371000000000
M(39,11) = 0.0351003379054991567928449805451000000000
M(39,14) = -0.0462707514061093124433385415398000000000
M(39,17) = -0.0045382608754434839604448757286400000000
M(39,20) = -0.0459231434298270830511730272942000000000
M(39,23) = -0.0124631690534506350301370113914000000000
M(39,29) = -0.0270586216004553688028443336524000000000
M(39,32) = -0.0473004404088889108385362179691000000000
M(39,35) = -0.0548045111222561868022129723358000000000
M(39,38) = -0.065264559246225167190451252844700000000
Their sum is = 0.285054359023752579541743072476960000006
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -3.999999361 E-32
**************************
The constant M(13,1) has to be equal to the sum of: 
M(39,1) = -0.0544150300747313383827161427129000000000
M(39,14) = -0.0462707514061093124433385415398000000000
Their sum is = -0.100685781480840650826054684252700000000
The constant M(13,1) is = -0.100685781480840650826054684253000000000
The difference (constant-sum) is = 3.000000001 E-31
**************************
The constant M(13,2) has to be equal to the sum of: 
M(39,2) = 0.459867627129214645463540519008000000000
M(39,28) = -0.0517462190695606135794914158442000000000
Their sum is = 0.408121408059654031884049103163800000002
The constant M(13,2) is = 0.408121408059654031884049103164000000000
The difference (constant-sum) is = -1.999999989 E-31
**************************
The constant M(13,3) has to be equal to the sum of: 
M(39,16) = -0.067162125840592763917783581867899999999
M(39,29) = -0.0270586216004553688028443336524000000000
And of the summand: 1/3
Their sum is = 0.239112585892285200612705417813033333333
The constant M(13,3) is = 0.239112585892285200612705417813000000000
The difference (constant-sum) is = 3.333333315 E-32
**************************
The constant M(13,4) has to be equal to the sum of: 
M(39,4) = -0.0459945989750685459192257387309000000000
M(39,17) = -0.0045382608754434839604448757286400000000
Their sum is = -0.0505328598505120298796706144595400000000
The constant M(13,4) is = -0.0505328598505120298796706144595000000000
The difference (constant-sum) is = -4.000000004 E-32
**************************
The constant M(13,5) has to be equal to the sum of: 
M(39,5) = 0.141980978301231314683276705017000000000
M(39,31) = -0.0298803394337857678868833936306000000000
Their sum is = 0.112100638867445546796393311386400000000
The constant M(13,5) is = 0.112100638867445546796393311386000000000
The difference (constant-sum) is = 4.000000004 E-31
**************************
The constant M(13,6) has to be equal to the sum of: 
M(39,19) = -0.0078618584432586956665912001990699999999
M(39,32) = -0.0473004404088889108385362179691000000000
Their sum is = -0.0551622988521476065051274181681700000000
The constant M(13,6) is = -0.0551622988521476065051274181682000000000
The difference (constant-sum) is = 2.999999998 E-32
**************************
The constant M(13,7) has to be equal to the sum of: 
M(39,7) = 0.079510458044677221718294421349100000000
M(39,20) = -0.0459231434298270830511730272942000000000
Their sum is = 0.0335873146148501386671213940549000000000
The constant M(13,7) is = 0.0335873146148501386671213940549000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(13,8) has to be equal to the sum of: 
M(39,8) = -0.0482711271695363892787808993371000000000
M(39,34) = -0.0463158869206440559788110651665000000000
Their sum is = -0.094587014090180445257591964503600000000
The constant M(13,8) is = -0.094587014090180445257591964503600000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(13,9) has to be equal to the sum of: 
M(39,22) = -0.0510428073342697409080043003063000000000
M(39,35) = -0.0548045111222561868022129723358000000000
Their sum is = -0.105847318456525927710217272642100000000
The constant M(13,9) is = -0.105847318456525927710217272642000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(13,10) has to be equal to the sum of: 
M(39,10) = -0.062540708766420191354210054965900000000
M(39,23) = -0.0124631690534506350301370113914000000000
Their sum is = -0.075003877819870826384347066357300000000
The constant M(13,10) is = -0.075003877819870826384347066357300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(13,11) has to be equal to the sum of: 
M(39,11) = 0.0351003379054991567928449805451000000000
M(39,37) = -0.0382400585981196219570938701393000000000
Their sum is = -0.00313972069262046516424888959420000000006
The constant M(13,11) is = -0.00313972069262046516424888959427000000000
The difference (constant-sum) is = 6.999999994004040636 E-32
**************************
The constant M(13,12) has to be equal to the sum of: 
M(39,25) = -0.0581243810207459383640563019098000000000
M(39,38) = -0.065264559246225167190451252844700000000
Their sum is = -0.123388940266971105554507554754500000000
The constant M(13,12) is = -0.123388940266971105554507554754000000000
The difference (constant-sum) is = -4.999999998 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(40,1) = -0.081449695105664104109104151692900000000
M(40,3) = 0.266932444348417892064484220686000000000
M(40,7) = 0.068536048020495354101922325836500000000
M(40,9) = -0.099559685647889651370178383419000000000
M(40,11) = -0.00184724930557404543425250823022000000000
M(40,13) = -0.0053150917535957669123413357215100000000
M(40,17) = -0.0296248551212234995637815800095000000000
M(40,19) = -0.0260146380685010431567733050785000000000
M(40,21) = -0.076649136864654085743257264812499999999
M(40,23) = -0.0471834443057329952249727456239000000000
M(40,27) = -0.076747206305329673734663727236600000000
M(40,29) = -0.0522925772438687582331817249124000000000
M(40,31) = -0.0488883687113667478527540189623000000000
M(40,33) = -0.075783504247312370080666510620300000000
M(40,37) = -0.066067510241966962641434190298199999999
M(40,39) = -0.086548316598590758353618261296000000000
And of the summand: 1/5
Their sum is = -0.238502787152357216244573161391329999993
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -2.585904416 E-32
**************************
The constant M(4,1) has to be equal to the sum of: 
M(40,1) = -0.081449695105664104109104151692900000000
M(40,9) = -0.099559685647889651370178383419000000000
M(40,13) = -0.0053150917535957669123413357215100000000
M(40,17) = -0.0296248551212234995637815800095000000000
M(40,21) = -0.076649136864654085743257264812499999999
M(40,29) = -0.0522925772438687582331817249124000000000
M(40,33) = -0.075783504247312370080666510620300000000
M(40,37) = -0.066067510241966962641434190298199999999
And of the summand: 1/5
Their sum is = -0.286742056226175198653945141486309999994
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -3.099999934 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(40,3) = 0.266932444348417892064484220686000000000
M(40,7) = 0.068536048020495354101922325836500000000
M(40,11) = -0.00184724930557404543425250823022000000000
M(40,19) = -0.0260146380685010431567733050785000000000
M(40,23) = -0.0471834443057329952249727456239000000000
M(40,27) = -0.076747206305329673734663727236600000000
M(40,31) = -0.0488883687113667478527540189623000000000
M(40,39) = -0.086548316598590758353618261296000000000
Their sum is = 0.0482392690738179824093719800949800000036
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 8.00000035 E-32
**************************
The constant M(5,1) has to be equal to the sum of: 
M(40,1) = -0.081449695105664104109104151692900000000
M(40,11) = -0.00184724930557404543425250823022000000000
M(40,21) = -0.076649136864654085743257264812499999999
M(40,31) = -0.0488883687113667478527540189623000000000
Their sum is = -0.208834449987258983139367943697919999999
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 8.00000011 E-32
**************************
The constant M(5,2) has to be equal to the sum of: 
M(40,7) = 0.068536048020495354101922325836500000000
M(40,17) = -0.0296248551212234995637815800095000000000
M(40,27) = -0.076747206305329673734663727236600000000
M(40,37) = -0.066067510241966962641434190298199999999
And of the summand: 1/2
Their sum is = 0.396096476351975218162042828292200000000
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(40,3) = 0.266932444348417892064484220686000000000
M(40,13) = -0.0053150917535957669123413357215100000000
M(40,23) = -0.0471834443057329952249727456239000000000
M(40,33) = -0.075783504247312370080666510620300000000
Their sum is = 0.138650404041776759846503628720290000002
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 2.900000025 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(40,9) = -0.099559685647889651370178383419000000000
M(40,19) = -0.0260146380685010431567733050785000000000
M(40,29) = -0.0522925772438687582331817249124000000000
M(40,39) = -0.086548316598590758353618261296000000000
Their sum is = -0.264415217558850211113751674705899999998
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.000000023 E-31
**************************
The constant M(8,1) has to be equal to the sum of: 
M(40,1) = -0.081449695105664104109104151692900000000
M(40,9) = -0.099559685647889651370178383419000000000
M(40,17) = -0.0296248551212234995637815800095000000000
M(40,33) = -0.075783504247312370080666510620300000000
Their sum is = -0.286417740122089625123730625741699999998
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 3.000000012 E-31
**************************
The constant M(8,3) has to be equal to the sum of: 
M(40,3) = 0.266932444348417892064484220686000000000
M(40,11) = -0.00184724930557404543425250823022000000000
M(40,19) = -0.0260146380685010431567733050785000000000
M(40,27) = -0.076747206305329673734663727236600000000
Their sum is = 0.162323350669013129738794680140680000002
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = -3.199999973 E-31
**************************
The constant M(8,5) has to be equal to the sum of: 
M(40,13) = -0.0053150917535957669123413357215100000000
M(40,21) = -0.076649136864654085743257264812499999999
M(40,29) = -0.0522925772438687582331817249124000000000
M(40,37) = -0.066067510241966962641434190298199999999
And of the summand: 1/5
Their sum is = -0.000324316104085573530214515744609999998441
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = -4.099999844078055512 E-32
**************************
The constant M(8,7) has to be equal to the sum of: 
M(40,7) = 0.068536048020495354101922325836500000000
M(40,23) = -0.0471834443057329952249727456239000000000
M(40,31) = -0.0488883687113667478527540189623000000000
M(40,39) = -0.086548316598590758353618261296000000000
Their sum is = -0.114084081595195147329422700045699999999
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(10,1) has to be equal to the sum of: 
M(40,1) = -0.081449695105664104109104151692900000000
M(40,11) = -0.00184724930557404543425250823022000000000
M(40,21) = -0.076649136864654085743257264812499999999
M(40,31) = -0.0488883687113667478527540189623000000000
Their sum is = -0.208834449987258983139367943697919999999
The constant M(10,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 8.00000011 E-32
**************************
The constant M(10,3) has to be equal to the sum of: 
M(40,3) = 0.266932444348417892064484220686000000000
M(40,13) = -0.0053150917535957669123413357215100000000
M(40,23) = -0.0471834443057329952249727456239000000000
M(40,33) = -0.075783504247312370080666510620300000000
Their sum is = 0.138650404041776759846503628720290000002
The constant M(10,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 2.900000025 E-31
**************************
The constant M(10,7) has to be equal to the sum of: 
M(40,7) = 0.068536048020495354101922325836500000000
M(40,17) = -0.0296248551212234995637815800095000000000
M(40,27) = -0.076747206305329673734663727236600000000
M(40,37) = -0.066067510241966962641434190298199999999
Their sum is = -0.103903523648024781837957171707799999999
The constant M(10,7) is = -0.103903523648024781837957171708000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(10,9) has to be equal to the sum of: 
M(40,9) = -0.099559685647889651370178383419000000000
M(40,19) = -0.0260146380685010431567733050785000000000
M(40,29) = -0.0522925772438687582331817249124000000000
M(40,39) = -0.086548316598590758353618261296000000000
Their sum is = -0.264415217558850211113751674705899999998
The constant M(10,9) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.000000023 E-31
**************************
The constant M(20,1) has to be equal to the sum of: 
M(40,1) = -0.081449695105664104109104151692900000000
M(40,21) = -0.076649136864654085743257264812499999999
Their sum is = -0.158098831970318189852361416505400000000
The constant M(20,1) is = -0.158098831970318189852361416505000000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(20,3) has to be equal to the sum of: 
M(40,3) = 0.266932444348417892064484220686000000000
M(40,23) = -0.0471834443057329952249727456239000000000
Their sum is = 0.219749000042684896839511475062100000001
The constant M(20,3) is = 0.219749000042684896839511475062000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(20,7) has to be equal to the sum of: 
M(40,7) = 0.068536048020495354101922325836500000000
M(40,27) = -0.076747206305329673734663727236600000000
Their sum is = -0.0082111582848343196327414014000999999999
The constant M(20,7) is = -0.0082111582848343196327414014000600000000
The difference (constant-sum) is = -3.999999990 E-32
**************************
The constant M(20,9) has to be equal to the sum of: 
M(40,9) = -0.099559685647889651370178383419000000000
M(40,29) = -0.0522925772438687582331817249124000000000
Their sum is = -0.151852262891758409603360108331399999999
The constant M(20,9) is = -0.151852262891758409603360108330999999999
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(20,11) has to be equal to the sum of: 
M(40,11) = -0.00184724930557404543425250823022000000000
M(40,31) = -0.0488883687113667478527540189623000000000
Their sum is = -0.0507356180169407932870065271925200000000
The constant M(20,11) is = -0.0507356180169407932870065271925000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(20,13) has to be equal to the sum of: 
M(40,13) = -0.0053150917535957669123413357215100000000
M(40,33) = -0.075783504247312370080666510620300000000
Their sum is = -0.081098596000908136993007846341809999999
The constant M(20,13) is = -0.081098596000908136993007846341800000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(20,17) has to be equal to the sum of: 
M(40,17) = -0.0296248551212234995637815800095000000000
M(40,37) = -0.066067510241966962641434190298199999999
Their sum is = -0.095692365363190462205215770307700000000
The constant M(20,17) is = -0.095692365363190462205215770307700000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(20,19) has to be equal to the sum of: 
M(40,19) = -0.0260146380685010431567733050785000000000
M(40,39) = -0.086548316598590758353618261296000000000
Their sum is = -0.112562954667091801510391566374500000000
The constant M(20,19) is = -0.112562954667091801510391566375000000000
The difference (constant-sum) is = 5.000000002 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(42,1) = -0.108448361329959580540493590864000000000
M(42,5) = 0.103816933245274320762528712687000000000
M(42,11) = -0.0174063652116240128169859448280000000000
M(42,13) = -0.0396915037660255136713627234016000000000
M(42,17) = -0.0495316505530113215988979410604000000000
M(42,19) = -0.0575425961745506509846081950597000000000
M(42,23) = -0.074951204007767334673998433685100000000
M(42,25) = -0.112273301868541386314106247798000000000
M(42,29) = -0.078626781214611713556245419069700000000
M(42,31) = -0.082760792606209737023803141318800000000
M(42,37) = -0.099031066621299117728132811615900000000
M(42,41) = -0.098246573234507358574657901566800000000
And of the summand: 1/3
And of the summand: 1/7
Their sum is = -0.238502787152357216244573161390523809516
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 7.803314322 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(42,1) = -0.108448361329959580540493590864000000000
M(42,13) = -0.0396915037660255136713627234016000000000
M(42,19) = -0.0575425961745506509846081950597000000000
M(42,25) = -0.112273301868541386314106247798000000000
M(42,31) = -0.082760792606209737023803141318800000000
M(42,37) = -0.099031066621299117728132811615900000000
And of the summand: 1/7
Their sum is = -0.356890479509443129119649567200857142856
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 1.428571452 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(42,5) = 0.103816933245274320762528712687000000000
M(42,11) = -0.0174063652116240128169859448280000000000
M(42,17) = -0.0495316505530113215988979410604000000000
M(42,23) = -0.074951204007767334673998433685100000000
M(42,29) = -0.078626781214611713556245419069700000000
M(42,41) = -0.098246573234507358574657901566800000000
And of the summand: 1/2
Their sum is = 0.285054359023752579541743072477000000001
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = 1.469367939 E-39
**************************
The constant M(6,1) has to be equal to the sum of: 
M(42,1) = -0.108448361329959580540493590864000000000
M(42,13) = -0.0396915037660255136713627234016000000000
M(42,19) = -0.0575425961745506509846081950597000000000
M(42,25) = -0.112273301868541386314106247798000000000
M(42,31) = -0.082760792606209737023803141318800000000
M(42,37) = -0.099031066621299117728132811615900000000
And of the summand: 1/7
Their sum is = -0.356890479509443129119649567200857142856
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 1.428571452 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(42,5) = 0.103816933245274320762528712687000000000
M(42,11) = -0.0174063652116240128169859448280000000000
M(42,17) = -0.0495316505530113215988979410604000000000
M(42,23) = -0.074951204007767334673998433685100000000
M(42,29) = -0.078626781214611713556245419069700000000
M(42,41) = -0.098246573234507358574657901566800000000
Their sum is = -0.214945640976247420458256927523000000000
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(7,1) has to be equal to the sum of: 
M(42,1) = -0.108448361329959580540493590864000000000
M(42,29) = -0.078626781214611713556245419069700000000
Their sum is = -0.187075142544571294096739009933700000000
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(7,2) has to be equal to the sum of: 
M(42,23) = -0.074951204007767334673998433685100000000
M(42,37) = -0.099031066621299117728132811615900000000
And of the summand: 1/2
Their sum is = 0.326017729370933547597868754699000000000
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(7,3) has to be equal to the sum of: 
M(42,17) = -0.0495316505530113215988979410604000000000
M(42,31) = -0.082760792606209737023803141318800000000
And of the summand: 1/3
Their sum is = 0.201040890174112274710632250954133333334
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 1.333333340 E-31
**************************
The constant M(7,4) has to be equal to the sum of: 
M(42,11) = -0.0174063652116240128169859448280000000000
M(42,25) = -0.112273301868541386314106247798000000000
Their sum is = -0.129679667080165399131092192626000000000
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(7,5) has to be equal to the sum of: 
M(42,5) = 0.103816933245274320762528712687000000000
M(42,19) = -0.0575425961745506509846081950597000000000
Their sum is = 0.0462743370707236697779205176273000000002
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 4.000000002 E-31
**************************
The constant M(7,6) has to be equal to the sum of: 
M(42,13) = -0.0396915037660255136713627234016000000000
M(42,41) = -0.098246573234507358574657901566800000000
Their sum is = -0.137938077000532872246020624968399999999
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(14,1) has to be equal to the sum of: 
M(42,1) = -0.108448361329959580540493590864000000000
M(42,29) = -0.078626781214611713556245419069700000000
Their sum is = -0.187075142544571294096739009933700000000
The constant M(14,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(14,3) has to be equal to the sum of: 
M(42,17) = -0.0495316505530113215988979410604000000000
M(42,31) = -0.082760792606209737023803141318800000000
And of the summand: 1/3
Their sum is = 0.201040890174112274710632250954133333334
The constant M(14,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 1.333333340 E-31
**************************
The constant M(14,5) has to be equal to the sum of: 
M(42,5) = 0.103816933245274320762528712687000000000
M(42,19) = -0.0575425961745506509846081950597000000000
Their sum is = 0.0462743370707236697779205176273000000002
The constant M(14,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 4.000000002 E-31
**************************
The constant M(14,9) has to be equal to the sum of: 
M(42,23) = -0.074951204007767334673998433685100000000
M(42,37) = -0.099031066621299117728132811615900000000
Their sum is = -0.173982270629066452402131245301000000000
The constant M(14,9) is = -0.173982270629066452402131245301000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(14,11) has to be equal to the sum of: 
M(42,11) = -0.0174063652116240128169859448280000000000
M(42,25) = -0.112273301868541386314106247798000000000
Their sum is = -0.129679667080165399131092192626000000000
The constant M(14,11) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(14,13) has to be equal to the sum of: 
M(42,13) = -0.0396915037660255136713627234016000000000
M(42,41) = -0.098246573234507358574657901566800000000
Their sum is = -0.137938077000532872246020624968399999999
The constant M(14,13) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(21,1) has to be equal to the sum of: 
M(42,1) = -0.108448361329959580540493590864000000000
Their sum is = -0.108448361329959580540493590864000000000
The constant M(21,1) is = -0.108448361329959580540493590864000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(21,2) has to be equal to the sum of: 
M(42,23) = -0.074951204007767334673998433685100000000
And of the summand: 1/2
Their sum is = 0.425048795992232665326001566314900000000
The constant M(21,2) is = 0.425048795992232665326001566315000000000
The difference (constant-sum) is = -1.000000009 E-31
**************************
The constant M(21,4) has to be equal to the sum of: 
M(42,25) = -0.112273301868541386314106247798000000000
Their sum is = -0.112273301868541386314106247798000000000
The constant M(21,4) is = -0.112273301868541386314106247798000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(21,5) has to be equal to the sum of: 
M(42,5) = 0.103816933245274320762528712687000000000
Their sum is = 0.103816933245274320762528712687000000000
The constant M(21,5) is = 0.103816933245274320762528712687000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(21,8) has to be equal to the sum of: 
M(42,29) = -0.078626781214611713556245419069700000000
Their sum is = -0.078626781214611713556245419069700000000
The constant M(21,8) is = -0.078626781214611713556245419069700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(21,10) has to be equal to the sum of: 
M(42,31) = -0.082760792606209737023803141318800000000
Their sum is = -0.082760792606209737023803141318800000000
The constant M(21,10) is = -0.082760792606209737023803141318800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(21,11) has to be equal to the sum of: 
M(42,11) = -0.0174063652116240128169859448280000000000
Their sum is = -0.0174063652116240128169859448280000000000
The constant M(21,11) is = -0.0174063652116240128169859448280000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(21,13) has to be equal to the sum of: 
M(42,13) = -0.0396915037660255136713627234016000000000
Their sum is = -0.0396915037660255136713627234016000000000
The constant M(21,13) is = -0.0396915037660255136713627234016000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(21,16) has to be equal to the sum of: 
M(42,37) = -0.099031066621299117728132811615900000000
Their sum is = -0.099031066621299117728132811615900000000
The constant M(21,16) is = -0.099031066621299117728132811615900000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(21,17) has to be equal to the sum of: 
M(42,17) = -0.0495316505530113215988979410604000000000
Their sum is = -0.0495316505530113215988979410604000000000
The constant M(21,17) is = -0.0495316505530113215988979410604000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(21,19) has to be equal to the sum of: 
M(42,19) = -0.0575425961745506509846081950597000000000
Their sum is = -0.0575425961745506509846081950597000000000
The constant M(21,19) is = -0.0575425961745506509846081950597000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(21,20) has to be equal to the sum of: 
M(42,41) = -0.098246573234507358574657901566800000000
Their sum is = -0.098246573234507358574657901566800000000
The constant M(21,20) is = -0.098246573234507358574657901566800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(44,1) = -0.076441957403358145291523951485700000000
M(44,3) = 0.281220196165689364093786381762000000000
M(44,5) = 0.130240015420771140588405658639000000000
M(44,7) = 0.068853970543838469778741063724599999999
M(44,9) = -0.0554987583358802006020360097481000000000
M(44,13) = 0.0066892711743579677750100248445700000000
M(44,15) = -0.0562259398823409898632716254141000000000
M(44,17) = 0.00145578926204282153661030442363000000000
M(44,19) = -0.0135979494500232147791422792287000000000
M(44,21) = -0.070424953315959374984429712884200000000
M(44,23) = -0.0206955354872733293870645656107000000000
M(44,25) = -0.075443536793063123786669184031000000000
M(44,27) = -0.072232969731448926360960291991700000000
M(44,29) = -0.0341713177990055649608499463748000000000
M(44,31) = -0.0460632416529823406610372359287000000000
M(44,35) = -0.065227069711491200655711110603300000000
M(44,37) = -0.0557444366580824360099065082939000000000
M(44,39) = -0.067573431353384924642460356739600000000
M(44,41) = -0.0574021717779982829185558165753000000000
M(44,43) = -0.0511278512758558342044170907841000000000
And of the summand: 1/11
Their sum is = -0.238502787152357216244573161391009090904
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 2.950500445 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(44,1) = -0.076441957403358145291523951485700000000
M(44,5) = 0.130240015420771140588405658639000000000
M(44,9) = -0.0554987583358802006020360097481000000000
M(44,13) = 0.0066892711743579677750100248445700000000
M(44,17) = 0.00145578926204282153661030442363000000000
M(44,21) = -0.070424953315959374984429712884200000000
M(44,25) = -0.075443536793063123786669184031000000000
M(44,29) = -0.0341713177990055649608499463748000000000
M(44,37) = -0.0557444366580824360099065082939000000000
M(44,41) = -0.0574021717779982829185558165753000000000
Their sum is = -0.286742056226175198653945141485799999999
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = 2.000000018 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(44,3) = 0.281220196165689364093786381762000000000
M(44,7) = 0.068853970543838469778741063724599999999
M(44,15) = -0.0562259398823409898632716254141000000000
M(44,19) = -0.0135979494500232147791422792287000000000
M(44,23) = -0.0206955354872733293870645656107000000000
M(44,27) = -0.072232969731448926360960291991700000000
M(44,31) = -0.0460632416529823406610372359287000000000
M(44,35) = -0.065227069711491200655711110603300000000
M(44,39) = -0.067573431353384924642460356739600000000
M(44,43) = -0.0511278512758558342044170907841000000000
And of the summand: 1/11
Their sum is = 0.0482392690738179824093719800947909090930
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = -1.090909070 E-31
**************************
The constant M(11,1) has to be equal to the sum of: 
M(44,1) = -0.076441957403358145291523951485700000000
M(44,23) = -0.0206955354872733293870645656107000000000
Their sum is = -0.097137492890631474678588517096400000000
The constant M(11,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,2) has to be equal to the sum of: 
M(44,13) = 0.0066892711743579677750100248445700000000
M(44,35) = -0.065227069711491200655711110603300000000
And of the summand: 1/2
Their sum is = 0.441462201462866767119298914241270000000
The constant M(11,2) is = 0.441462201462866767119298914241000000000
The difference (constant-sum) is = 2.699999998 E-31
**************************
The constant M(11,3) has to be equal to the sum of: 
M(44,3) = 0.281220196165689364093786381762000000000
M(44,25) = -0.075443536793063123786669184031000000000
Their sum is = 0.205776659372626240307117197731000000001
The constant M(11,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(11,4) has to be equal to the sum of: 
M(44,15) = -0.0562259398823409898632716254141000000000
M(44,37) = -0.0557444366580824360099065082939000000000
Their sum is = -0.111970376540423425873178133708000000000
The constant M(11,4) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,5) has to be equal to the sum of: 
M(44,5) = 0.130240015420771140588405658639000000000
M(44,27) = -0.072232969731448926360960291991700000000
Their sum is = 0.0580070456893222142274453666472999999998
The constant M(11,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = 2.999999998 E-31
**************************
The constant M(11,6) has to be equal to the sum of: 
M(44,17) = 0.00145578926204282153661030442363000000000
M(44,39) = -0.067573431353384924642460356739600000000
Their sum is = -0.066117642091342103105850052315970000000
The constant M(11,6) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = -7.00000002 E-32
**************************
The constant M(11,7) has to be equal to the sum of: 
M(44,7) = 0.068853970543838469778741063724599999999
M(44,29) = -0.0341713177990055649608499463748000000000
Their sum is = 0.0346826527448329048178911173498000000000
The constant M(11,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(11,8) has to be equal to the sum of: 
M(44,19) = -0.0135979494500232147791422792287000000000
M(44,41) = -0.0574021717779982829185558165753000000000
Their sum is = -0.071000121228021497697698095804000000000
The constant M(11,8) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,9) has to be equal to the sum of: 
M(44,9) = -0.0554987583358802006020360097481000000000
M(44,31) = -0.0460632416529823406610372359287000000000
Their sum is = -0.101561999988862541263073245676800000000
The constant M(11,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(11,10) has to be equal to the sum of: 
M(44,21) = -0.070424953315959374984429712884200000000
M(44,43) = -0.0511278512758558342044170907841000000000
Their sum is = -0.121552804591815209188846803668299999999
The constant M(11,10) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(22,1) has to be equal to the sum of: 
M(44,1) = -0.076441957403358145291523951485700000000
M(44,23) = -0.0206955354872733293870645656107000000000
Their sum is = -0.097137492890631474678588517096400000000
The constant M(22,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(22,3) has to be equal to the sum of: 
M(44,3) = 0.281220196165689364093786381762000000000
M(44,25) = -0.075443536793063123786669184031000000000
Their sum is = 0.205776659372626240307117197731000000001
The constant M(22,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(22,5) has to be equal to the sum of: 
M(44,5) = 0.130240015420771140588405658639000000000
M(44,27) = -0.072232969731448926360960291991700000000
Their sum is = 0.0580070456893222142274453666472999999998
The constant M(22,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = 2.999999998 E-31
**************************
The constant M(22,7) has to be equal to the sum of: 
M(44,7) = 0.068853970543838469778741063724599999999
M(44,29) = -0.0341713177990055649608499463748000000000
Their sum is = 0.0346826527448329048178911173498000000000
The constant M(22,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(22,9) has to be equal to the sum of: 
M(44,9) = -0.0554987583358802006020360097481000000000
M(44,31) = -0.0460632416529823406610372359287000000000
Their sum is = -0.101561999988862541263073245676800000000
The constant M(22,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(22,13) has to be equal to the sum of: 
M(44,13) = 0.0066892711743579677750100248445700000000
M(44,35) = -0.065227069711491200655711110603300000000
Their sum is = -0.0585377985371332328807010857587300000002
The constant M(22,13) is = -0.0585377985371332328807010857587000000000
The difference (constant-sum) is = -3.000000017 E-32
**************************
The constant M(22,15) has to be equal to the sum of: 
M(44,15) = -0.0562259398823409898632716254141000000000
M(44,37) = -0.0557444366580824360099065082939000000000
Their sum is = -0.111970376540423425873178133708000000000
The constant M(22,15) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(22,17) has to be equal to the sum of: 
M(44,17) = 0.00145578926204282153661030442363000000000
M(44,39) = -0.067573431353384924642460356739600000000
Their sum is = -0.066117642091342103105850052315970000000
The constant M(22,17) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = -7.00000002 E-32
**************************
The constant M(22,19) has to be equal to the sum of: 
M(44,19) = -0.0135979494500232147791422792287000000000
M(44,41) = -0.0574021717779982829185558165753000000000
Their sum is = -0.071000121228021497697698095804000000000
The constant M(22,19) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(22,21) has to be equal to the sum of: 
M(44,21) = -0.070424953315959374984429712884200000000
M(44,43) = -0.0511278512758558342044170907841000000000
Their sum is = -0.121552804591815209188846803668299999999
The constant M(22,21) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(45,1) = -0.067198995436744803828960033804900000000
M(45,4) = -0.0615452395270840073595878325238000000000
M(45,7) = 0.085326413001697516253842506783100000000
M(45,13) = 0.0231283341866608598061042119511000000000
M(45,16) = -0.0451142228887902811967209172660000000000
M(45,19) = -0.0077310110730643934291650820006000000000
M(45,22) = -0.0525857489359404718984046086044000000000
M(45,28) = -0.0540138299361186300425026977024000000000
M(45,31) = -0.0383347606380324470966417809090000000000
M(45,34) = -0.0606225290703534710387116279153000000000
M(45,37) = -0.0334143956969420781923171201987000000001
M(45,43) = -0.0447844934947309210965845850105000000000
Their sum is = -0.356890479509443129119649567201399999996
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -3.999999963 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(45,2) = 0.460289850526522482540055489686000000000
M(45,8) = -0.0509647003015102617165166811194000000000
M(45,11) = 0.0362348122776056268436621543853000000000
M(45,14) = -0.0454735075459238896969359018306000000000
M(45,17) = 0.00072692784321364991684846936305500000000
M(45,23) = -0.0153690871309337594691656926790000000000
M(45,26) = -0.0553371500333776613417750566842000000000
M(45,29) = -0.0364791974430310203372322138258000000000
M(45,32) = -0.064246570386575880457981908737400000000
M(45,38) = -0.0526791526149238609681642600530000000000
M(45,41) = -0.0390841332679194165189323094190000000000
M(45,44) = -0.0525637328993934292521190166099000000000
And of the summand: 1/5
Their sum is = 0.285054359023752579541743072476055000003
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -9.44999996 E-31
**************************
The constant M(5,1) has to be equal to the sum of: 
M(45,1) = -0.067198995436744803828960033804900000000
M(45,11) = 0.0362348122776056268436621543853000000000
M(45,16) = -0.0451142228887902811967209172660000000000
M(45,26) = -0.0553371500333776613417750566842000000000
M(45,31) = -0.0383347606380324470966417809090000000000
M(45,41) = -0.0390841332679194165189323094190000000000
Their sum is = -0.208834449987258983139367943697799999999
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 2.000000011 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(45,2) = 0.460289850526522482540055489686000000000
M(45,7) = 0.085326413001697516253842506783100000000
M(45,17) = 0.00072692784321364991684846936305500000000
M(45,22) = -0.0525857489359404718984046086044000000000
M(45,32) = -0.064246570386575880457981908737400000000
M(45,37) = -0.0334143956969420781923171201987000000001
Their sum is = 0.396096476351975218162042828291655000000
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = -3.449999997 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(45,8) = -0.0509647003015102617165166811194000000000
M(45,13) = 0.0231283341866608598061042119511000000000
M(45,23) = -0.0153690871309337594691656926790000000000
M(45,28) = -0.0540138299361186300425026977024000000000
M(45,38) = -0.0526791526149238609681642600530000000000
M(45,43) = -0.0447844934947309210965845850105000000000
And of the summand: 1/3
Their sum is = 0.138650404041776759846503628720133333334
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 1.333333340 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(45,4) = -0.0615452395270840073595878325238000000000
M(45,14) = -0.0454735075459238896969359018306000000000
M(45,19) = -0.0077310110730643934291650820006000000000
M(45,29) = -0.0364791974430310203372322138258000000000
M(45,34) = -0.0606225290703534710387116279153000000000
M(45,44) = -0.0525637328993934292521190166099000000000
Their sum is = -0.264415217558850211113751674705999999998
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 2.938735878 E-39
**************************
The constant M(9,1) has to be equal to the sum of: 
M(45,1) = -0.067198995436744803828960033804900000000
M(45,19) = -0.0077310110730643934291650820006000000000
M(45,28) = -0.0540138299361186300425026977024000000000
M(45,37) = -0.0334143956969420781923171201987000000001
Their sum is = -0.162358232142869905492944933706599999999
The constant M(9,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 4.000000015 E-31
**************************
The constant M(9,2) has to be equal to the sum of: 
M(45,2) = 0.460289850526522482540055489686000000000
M(45,11) = 0.0362348122776056268436621543853000000000
M(45,29) = -0.0364791974430310203372322138258000000000
M(45,38) = -0.0526791526149238609681642600530000000000
Their sum is = 0.407366312746173228078321170192500000000
The constant M(9,2) is = 0.407366312746173228078321170193000000000
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(9,4) has to be equal to the sum of: 
M(45,4) = -0.0615452395270840073595878325238000000000
M(45,13) = 0.0231283341866608598061042119511000000000
M(45,22) = -0.0525857489359404718984046086044000000000
M(45,31) = -0.0383347606380324470966417809090000000000
Their sum is = -0.129337414914396066548530010086099999999
The constant M(9,4) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(9,5) has to be equal to the sum of: 
M(45,14) = -0.0454735075459238896969359018306000000000
M(45,23) = -0.0153690871309337594691656926790000000000
M(45,32) = -0.064246570386575880457981908737400000000
M(45,41) = -0.0390841332679194165189323094190000000000
And of the summand: 1/5
Their sum is = 0.0358267016686470538569841873340000000012
The constant M(9,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = 1.285696946 E-39
**************************
The constant M(9,7) has to be equal to the sum of: 
M(45,7) = 0.085326413001697516253842506783100000000
M(45,16) = -0.0451142228887902811967209172660000000000
M(45,34) = -0.0606225290703534710387116279153000000000
M(45,43) = -0.0447844934947309210965845850105000000000
Their sum is = -0.065194832452177157078174623408699999999
The constant M(9,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(9,8) has to be equal to the sum of: 
M(45,8) = -0.0509647003015102617165166811194000000000
M(45,17) = 0.00072692784321364991684846936305500000000
M(45,26) = -0.0553371500333776613417750566842000000000
M(45,44) = -0.0525637328993934292521190166099000000000
Their sum is = -0.158138655391067702393562285050445000000
The constant M(9,8) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -4.450000000 E-31
**************************
The constant M(15,1) has to be equal to the sum of: 
M(45,1) = -0.067198995436744803828960033804900000000
M(45,16) = -0.0451142228887902811967209172660000000000
M(45,31) = -0.0383347606380324470966417809090000000000
Their sum is = -0.150647978963567532122322731979899999999
The constant M(15,1) is = -0.150647978963567532122322731980000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(15,2) has to be equal to the sum of: 
M(45,2) = 0.460289850526522482540055489686000000000
M(45,17) = 0.00072692784321364991684846936305500000000
M(45,32) = -0.064246570386575880457981908737400000000
Their sum is = 0.396770207983160251998922050311655000000
The constant M(15,2) is = 0.396770207983160251998922050312000000000
The difference (constant-sum) is = -3.449999997 E-31
**************************
The constant M(15,4) has to be equal to the sum of: 
M(45,4) = -0.0615452395270840073595878325238000000000
M(45,19) = -0.0077310110730643934291650820006000000000
M(45,34) = -0.0606225290703534710387116279153000000000
Their sum is = -0.129898779670501871827464542439700000000
The constant M(15,4) is = -0.129898779670501871827464542440000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(15,7) has to be equal to the sum of: 
M(45,7) = 0.085326413001697516253842506783100000000
M(45,22) = -0.0525857489359404718984046086044000000000
M(45,37) = -0.0334143956969420781923171201987000000001
Their sum is = -0.00067373163118503383687922201999999999995
The constant M(15,7) is = -0.00067373163118503383687922201990400000000
The difference (constant-sum) is = -9.599999995466789058 E-32
**************************
The constant M(15,8) has to be equal to the sum of: 
M(45,8) = -0.0509647003015102617165166811194000000000
M(45,23) = -0.0153690871309337594691656926790000000000
M(45,38) = -0.0526791526149238609681642600530000000000
Their sum is = -0.119012940047367882153846633851400000000
The constant M(15,8) is = -0.119012940047367882153846633851000000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(15,11) has to be equal to the sum of: 
M(45,11) = 0.0362348122776056268436621543853000000000
M(45,26) = -0.0553371500333776613417750566842000000000
M(45,41) = -0.0390841332679194165189323094190000000000
Their sum is = -0.0581864710236914510170452117179000000000
The constant M(15,11) is = -0.0581864710236914510170452117180000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(15,13) has to be equal to the sum of: 
M(45,13) = 0.0231283341866608598061042119511000000000
M(45,28) = -0.0540138299361186300425026977024000000000
M(45,43) = -0.0447844934947309210965845850105000000000
Their sum is = -0.075669989244188691332983070761800000000
The constant M(15,13) is = -0.075669989244188691332983070761800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(15,14) has to be equal to the sum of: 
M(45,14) = -0.0454735075459238896969359018306000000000
M(45,29) = -0.0364791974430310203372322138258000000000
M(45,44) = -0.0525637328993934292521190166099000000000
Their sum is = -0.134516437888348339286287132266299999999
The constant M(15,14) is = -0.134516437888348339286287132265999999999
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(46,1) = -0.0480827290676350736638918525352000000000
M(46,3) = 0.259492707235014365013870288088000000000
M(46,5) = 0.135027824012482603504144124529999999999
M(46,7) = 0.089251519314942884044897150206800000000
M(46,9) = -0.0612264185459785966783068859450000000000
M(46,11) = 0.0303505530622774014924775241761000000000
M(46,13) = 0.0194249159605419932609785219515000000000
M(46,15) = -0.0454469588445501458904817426565000000000
M(46,17) = -0.0074569600853253257947422625024800000000
M(46,19) = -0.0181632555798603106425606331204000000000
M(46,21) = -0.0525703159533774610580850930012000000000
M(46,25) = -0.0589724870863219884947556956574000000000
M(46,27) = -0.0585290810175975633222663716440000000000
M(46,29) = -0.0385021132023151878394033414710000000000
M(46,31) = -0.0457303504081775027911606591367000000000
M(46,33) = -0.0615939280097299554620273295835000000000
M(46,35) = -0.064262190932992165664475367409400000000
M(46,37) = -0.0385006081471328316021591356077000000000
M(46,39) = -0.065604435219585512605546762230400000000
M(46,41) = -0.0444689575969027420049156599419000000000
M(46,43) = -0.0367508500892277155813572622467000000000
M(46,45) = -0.069666927820471601856109063480500000000
And of the summand: 1/23
Their sum is = -0.238502787152357216244573161391493043475
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -1.889025270 E-31
**************************
The constant M(23,1) has to be equal to the sum of: 
M(46,1) = -0.0480827290676350736638918525352000000000
Their sum is = -0.0480827290676350736638918525352000000000
The constant M(23,1) is = -0.0480827290676350736638918525352000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,2) has to be equal to the sum of: 
M(46,25) = -0.0589724870863219884947556956574000000000
And of the summand: 1/2
Their sum is = 0.441027512913678011505244304342600000000
The constant M(23,2) is = 0.441027512913678011505244304343000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(23,3) has to be equal to the sum of: 
M(46,3) = 0.259492707235014365013870288088000000000
Their sum is = 0.259492707235014365013870288088000000000
The constant M(23,3) is = 0.259492707235014365013870288088000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(23,4) has to be equal to the sum of: 
M(46,27) = -0.0585290810175975633222663716440000000000
Their sum is = -0.0585290810175975633222663716440000000000
The constant M(23,4) is = -0.0585290810175975633222663716440000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,5) has to be equal to the sum of: 
M(46,5) = 0.135027824012482603504144124529999999999
Their sum is = 0.135027824012482603504144124529999999999
The constant M(23,5) is = 0.135027824012482603504144124529999999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(23,6) has to be equal to the sum of: 
M(46,29) = -0.0385021132023151878394033414710000000000
Their sum is = -0.0385021132023151878394033414710000000000
The constant M(23,6) is = -0.0385021132023151878394033414710000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,7) has to be equal to the sum of: 
M(46,7) = 0.089251519314942884044897150206800000000
Their sum is = 0.089251519314942884044897150206800000000
The constant M(23,7) is = 0.089251519314942884044897150206800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(23,8) has to be equal to the sum of: 
M(46,31) = -0.0457303504081775027911606591367000000000
Their sum is = -0.0457303504081775027911606591367000000000
The constant M(23,8) is = -0.0457303504081775027911606591367000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,9) has to be equal to the sum of: 
M(46,9) = -0.0612264185459785966783068859450000000000
Their sum is = -0.0612264185459785966783068859450000000000
The constant M(23,9) is = -0.0612264185459785966783068859450000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,10) has to be equal to the sum of: 
M(46,33) = -0.0615939280097299554620273295835000000000
Their sum is = -0.0615939280097299554620273295835000000000
The constant M(23,10) is = -0.0615939280097299554620273295835000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,11) has to be equal to the sum of: 
M(46,11) = 0.0303505530622774014924775241761000000000
Their sum is = 0.0303505530622774014924775241761000000000
The constant M(23,11) is = 0.0303505530622774014924775241761000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,12) has to be equal to the sum of: 
M(46,35) = -0.064262190932992165664475367409400000000
Their sum is = -0.064262190932992165664475367409400000000
The constant M(23,12) is = -0.064262190932992165664475367409400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(23,13) has to be equal to the sum of: 
M(46,13) = 0.0194249159605419932609785219515000000000
Their sum is = 0.0194249159605419932609785219515000000000
The constant M(23,13) is = 0.0194249159605419932609785219515000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,14) has to be equal to the sum of: 
M(46,37) = -0.0385006081471328316021591356077000000000
Their sum is = -0.0385006081471328316021591356077000000000
The constant M(23,14) is = -0.0385006081471328316021591356077000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,15) has to be equal to the sum of: 
M(46,15) = -0.0454469588445501458904817426565000000000
Their sum is = -0.0454469588445501458904817426565000000000
The constant M(23,15) is = -0.0454469588445501458904817426565000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,16) has to be equal to the sum of: 
M(46,39) = -0.065604435219585512605546762230400000000
Their sum is = -0.065604435219585512605546762230400000000
The constant M(23,16) is = -0.065604435219585512605546762230400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(23,17) has to be equal to the sum of: 
M(46,17) = -0.0074569600853253257947422625024800000000
Their sum is = -0.0074569600853253257947422625024800000000
The constant M(23,17) is = -0.0074569600853253257947422625024800000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,18) has to be equal to the sum of: 
M(46,41) = -0.0444689575969027420049156599419000000000
Their sum is = -0.0444689575969027420049156599419000000000
The constant M(23,18) is = -0.0444689575969027420049156599419000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,19) has to be equal to the sum of: 
M(46,19) = -0.0181632555798603106425606331204000000000
Their sum is = -0.0181632555798603106425606331204000000000
The constant M(23,19) is = -0.0181632555798603106425606331204000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,20) has to be equal to the sum of: 
M(46,43) = -0.0367508500892277155813572622467000000000
Their sum is = -0.0367508500892277155813572622467000000000
The constant M(23,20) is = -0.0367508500892277155813572622467000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,21) has to be equal to the sum of: 
M(46,21) = -0.0525703159533774610580850930012000000000
Their sum is = -0.0525703159533774610580850930012000000000
The constant M(23,21) is = -0.0525703159533774610580850930012000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,22) has to be equal to the sum of: 
M(46,45) = -0.069666927820471601856109063480500000000
Their sum is = -0.069666927820471601856109063480500000000
The constant M(23,22) is = -0.069666927820471601856109063480500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(48,1) = -0.092569366553006163022426643175100000000
M(48,5) = 0.130243976233012753813026670571000000000
M(48,7) = 0.0532018632627548055303378076726000000000
M(48,11) = 0.0125749887113440934703837449959000000000
M(48,13) = -0.000139970314636698428304348922410999999999
M(48,17) = -0.0361904612233426314251333550041000000000
M(48,19) = -0.0304788811954770471638313409158000000000
M(48,23) = -0.0385794348790424327558516082731000000000
M(48,25) = -0.097302291796923373089267215385300000000
M(48,29) = -0.0624141866191215973499965332415000000000
M(48,31) = -0.0493043612997482096164542003832000000000
M(48,35) = -0.080822753971120838136327735332399999999
M(48,37) = -0.068014135403340031564940304151600000000
M(48,41) = -0.0603556205488174575869034121771000000000
M(48,43) = -0.072283336209066411764763321940399999999
M(48,47) = -0.079402148679159310487454699062000000000
And of the summand: 1/3
Their sum is = -0.238502787152357216244573161391177666661
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 1.264742878 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(48,1) = -0.092569366553006163022426643175100000000
M(48,7) = 0.0532018632627548055303378076726000000000
M(48,13) = -0.000139970314636698428304348922410999999999
M(48,19) = -0.0304788811954770471638313409158000000000
M(48,25) = -0.097302291796923373089267215385300000000
M(48,31) = -0.0493043612997482096164542003832000000000
M(48,37) = -0.068014135403340031564940304151600000000
M(48,43) = -0.072283336209066411764763321940399999999
Their sum is = -0.356890479509443129119649567201210999998
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -2.109999973 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(48,5) = 0.130243976233012753813026670571000000000
M(48,11) = 0.0125749887113440934703837449959000000000
M(48,17) = -0.0361904612233426314251333550041000000000
M(48,23) = -0.0385794348790424327558516082731000000000
M(48,29) = -0.0624141866191215973499965332415000000000
M(48,35) = -0.080822753971120838136327735332399999999
M(48,41) = -0.0603556205488174575869034121771000000000
M(48,47) = -0.079402148679159310487454699062000000000
And of the summand: 1/2
Their sum is = 0.285054359023752579541743072476700000000
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(48,1) = -0.092569366553006163022426643175100000000
M(48,5) = 0.130243976233012753813026670571000000000
M(48,13) = -0.000139970314636698428304348922410999999999
M(48,17) = -0.0361904612233426314251333550041000000000
M(48,25) = -0.097302291796923373089267215385300000000
M(48,29) = -0.0624141866191215973499965332415000000000
M(48,37) = -0.068014135403340031564940304151600000000
M(48,41) = -0.0603556205488174575869034121771000000000
Their sum is = -0.286742056226175198653945141486110999998
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -1.109999978 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(48,7) = 0.0532018632627548055303378076726000000000
M(48,11) = 0.0125749887113440934703837449959000000000
M(48,19) = -0.0304788811954770471638313409158000000000
M(48,23) = -0.0385794348790424327558516082731000000000
M(48,31) = -0.0493043612997482096164542003832000000000
M(48,35) = -0.080822753971120838136327735332399999999
M(48,43) = -0.072283336209066411764763321940399999999
M(48,47) = -0.079402148679159310487454699062000000000
And of the summand: 1/3
Their sum is = 0.0482392690738179824093719800949333333356
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 3.333333554 E-32
**************************
The constant M(6,1) has to be equal to the sum of: 
M(48,1) = -0.092569366553006163022426643175100000000
M(48,7) = 0.0532018632627548055303378076726000000000
M(48,13) = -0.000139970314636698428304348922410999999999
M(48,19) = -0.0304788811954770471638313409158000000000
M(48,25) = -0.097302291796923373089267215385300000000
M(48,31) = -0.0493043612997482096164542003832000000000
M(48,37) = -0.068014135403340031564940304151600000000
M(48,43) = -0.072283336209066411764763321940399999999
Their sum is = -0.356890479509443129119649567201210999998
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -2.109999973 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(48,5) = 0.130243976233012753813026670571000000000
M(48,11) = 0.0125749887113440934703837449959000000000
M(48,17) = -0.0361904612233426314251333550041000000000
M(48,23) = -0.0385794348790424327558516082731000000000
M(48,29) = -0.0624141866191215973499965332415000000000
M(48,35) = -0.080822753971120838136327735332399999999
M(48,41) = -0.0603556205488174575869034121771000000000
M(48,47) = -0.079402148679159310487454699062000000000
Their sum is = -0.214945640976247420458256927523300000000
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -3.000000005 E-31
**************************
The constant M(8,1) has to be equal to the sum of: 
M(48,1) = -0.092569366553006163022426643175100000000
M(48,17) = -0.0361904612233426314251333550041000000000
M(48,25) = -0.097302291796923373089267215385300000000
M(48,41) = -0.0603556205488174575869034121771000000000
Their sum is = -0.286417740122089625123730625741599999999
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(8,3) has to be equal to the sum of: 
M(48,11) = 0.0125749887113440934703837449959000000000
M(48,19) = -0.0304788811954770471638313409158000000000
M(48,35) = -0.080822753971120838136327735332399999999
M(48,43) = -0.072283336209066411764763321940399999999
And of the summand: 1/3
Their sum is = 0.162323350669013129738794680140633333334
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = -3.666666653 E-31
**************************
The constant M(8,5) has to be equal to the sum of: 
M(48,5) = 0.130243976233012753813026670571000000000
M(48,13) = -0.000139970314636698428304348922410999999999
M(48,29) = -0.0624141866191215973499965332415000000000
M(48,37) = -0.068014135403340031564940304151600000000
Their sum is = -0.000324316104085573530214515744510999999764
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = 5.800000023628016960 E-32
**************************
The constant M(8,7) has to be equal to the sum of: 
M(48,7) = 0.0532018632627548055303378076726000000000
M(48,23) = -0.0385794348790424327558516082731000000000
M(48,31) = -0.0493043612997482096164542003832000000000
M(48,47) = -0.079402148679159310487454699062000000000
Their sum is = -0.114084081595195147329422700045700000000
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = 3.000000001 E-31
**************************
The constant M(12,1) has to be equal to the sum of: 
M(48,1) = -0.092569366553006163022426643175100000000
M(48,13) = -0.000139970314636698428304348922410999999999
M(48,25) = -0.097302291796923373089267215385300000000
M(48,37) = -0.068014135403340031564940304151600000000
Their sum is = -0.258025764067906266104938511634410999999
The constant M(12,1) is = -0.258025764067906266104938511634000000000
The difference (constant-sum) is = -4.109999992 E-31
**************************
The constant M(12,5) has to be equal to the sum of: 
M(48,5) = 0.130243976233012753813026670571000000000
M(48,17) = -0.0361904612233426314251333550041000000000
M(48,29) = -0.0624141866191215973499965332415000000000
M(48,41) = -0.0603556205488174575869034121771000000000
Their sum is = -0.0287162921582689325490066298517000000001
The constant M(12,5) is = -0.0287162921582689325490066298518000000000
The difference (constant-sum) is = 9.99999999 E-32
**************************
The constant M(12,7) has to be equal to the sum of: 
M(48,7) = 0.0532018632627548055303378076726000000000
M(48,19) = -0.0304788811954770471638313409158000000000
M(48,31) = -0.0493043612997482096164542003832000000000
M(48,43) = -0.072283336209066411764763321940399999999
Their sum is = -0.098864715441536863014711055566799999999
The constant M(12,7) is = -0.098864715441536863014711055566800000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(12,11) has to be equal to the sum of: 
M(48,11) = 0.0125749887113440934703837449959000000000
M(48,23) = -0.0385794348790424327558516082731000000000
M(48,35) = -0.080822753971120838136327735332399999999
M(48,47) = -0.079402148679159310487454699062000000000
Their sum is = -0.186229348817978487909250297671599999999
The constant M(12,11) is = -0.186229348817978487909250297672000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(16,1) has to be equal to the sum of: 
M(48,1) = -0.092569366553006163022426643175100000000
M(48,17) = -0.0361904612233426314251333550041000000000
Their sum is = -0.128759827776348794447559998179200000000
The constant M(16,1) is = -0.128759827776348794447559998179000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(16,3) has to be equal to the sum of: 
M(48,19) = -0.0304788811954770471638313409158000000000
M(48,35) = -0.080822753971120838136327735332399999999
And of the summand: 1/3
Their sum is = 0.222031698166735448033174257085133333334
The constant M(16,3) is = 0.222031698166735448033174257085000000000
The difference (constant-sum) is = 1.333333348 E-31
**************************
The constant M(16,5) has to be equal to the sum of: 
M(48,5) = 0.130243976233012753813026670571000000000
M(48,37) = -0.068014135403340031564940304151600000000
Their sum is = 0.0622298408296727222480863664194000000000
The constant M(16,5) is = 0.0622298408296727222480863664193000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(16,7) has to be equal to the sum of: 
M(48,7) = 0.0532018632627548055303378076726000000000
M(48,23) = -0.0385794348790424327558516082731000000000
Their sum is = 0.0146224283837123727744861993994999999998
The constant M(16,7) is = 0.0146224283837123727744861993995000000000
The difference (constant-sum) is = -1.377532442 E-40
**************************
The constant M(16,9) has to be equal to the sum of: 
M(48,25) = -0.097302291796923373089267215385300000000
M(48,41) = -0.0603556205488174575869034121771000000000
Their sum is = -0.157657912345740830676170627562400000000
The constant M(16,9) is = -0.157657912345740830676170627562000000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(16,11) has to be equal to the sum of: 
M(48,11) = 0.0125749887113440934703837449959000000000
M(48,43) = -0.072283336209066411764763321940399999999
Their sum is = -0.0597083474977223182943795769445000000000
The constant M(16,11) is = -0.0597083474977223182943795769445000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(16,13) has to be equal to the sum of: 
M(48,13) = -0.000139970314636698428304348922410999999999
M(48,29) = -0.0624141866191215973499965332415000000000
Their sum is = -0.062554156933758295778300882163910999999
The constant M(16,13) is = -0.062554156933758295778300882163900000000
The difference (constant-sum) is = -1.099999989 E-32
**************************
The constant M(16,15) has to be equal to the sum of: 
M(48,31) = -0.0493043612997482096164542003832000000000
M(48,47) = -0.079402148679159310487454699062000000000
Their sum is = -0.128706509978907520103908899445199999999
The constant M(16,15) is = -0.128706509978907520103908899445000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(24,1) has to be equal to the sum of: 
M(48,1) = -0.092569366553006163022426643175100000000
M(48,25) = -0.097302291796923373089267215385300000000
Their sum is = -0.189871658349929536111693858560400000000
The constant M(24,1) is = -0.189871658349929536111693858560000000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(24,5) has to be equal to the sum of: 
M(48,5) = 0.130243976233012753813026670571000000000
M(48,29) = -0.0624141866191215973499965332415000000000
Their sum is = 0.067829789613891156463030137329500000000
The constant M(24,5) is = 0.067829789613891156463030137329500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(24,7) has to be equal to the sum of: 
M(48,7) = 0.0532018632627548055303378076726000000000
M(48,31) = -0.0493043612997482096164542003832000000000
Their sum is = 0.00389750196300659591388360728939999999986
The constant M(24,7) is = 0.00389750196300659591388360728943000000000
The difference (constant-sum) is = -3.000000015 E-32
**************************
The constant M(24,11) has to be equal to the sum of: 
M(48,11) = 0.0125749887113440934703837449959000000000
M(48,35) = -0.080822753971120838136327735332399999999
Their sum is = -0.068247765259776744665943990336500000000
The constant M(24,11) is = -0.068247765259776744665943990336500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(24,13) has to be equal to the sum of: 
M(48,13) = -0.000139970314636698428304348922410999999999
M(48,37) = -0.068014135403340031564940304151600000000
Their sum is = -0.068154105717976729993244653074011000000
The constant M(24,13) is = -0.068154105717976729993244653074100000000
The difference (constant-sum) is = 8.89999999 E-32
**************************
The constant M(24,17) has to be equal to the sum of: 
M(48,17) = -0.0361904612233426314251333550041000000000
M(48,41) = -0.0603556205488174575869034121771000000000
Their sum is = -0.096546081772160089012036767181200000000
The constant M(24,17) is = -0.096546081772160089012036767181200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(24,19) has to be equal to the sum of: 
M(48,19) = -0.0304788811954770471638313409158000000000
M(48,43) = -0.072283336209066411764763321940399999999
Their sum is = -0.102762217404543458928594662856199999999
The constant M(24,19) is = -0.102762217404543458928594662856000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(24,23) has to be equal to the sum of: 
M(48,23) = -0.0385794348790424327558516082731000000000
M(48,47) = -0.079402148679159310487454699062000000000
Their sum is = -0.117981583558201743243306307335100000000
The constant M(24,23) is = -0.117981583558201743243306307335000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(7,1) has to be equal to the sum of: 
M(49,1) = -0.0383952684863920821322161065848000000000
M(49,8) = -0.0413510555550115789400672524948000000000
M(49,15) = -0.0308488781234432845018936660779000000000
M(49,22) = -0.0271149388284457273652853503947000000000
M(49,29) = 0.00233308560558156280643668525366000000000
M(49,36) = -0.0374853545473675229116141770022000000000
M(49,43) = -0.0142127326094926610520991426333000000000
Their sum is = -0.187075142544571294096739009934039999999
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = -3.999999875 E-32
**************************
The constant M(7,2) has to be equal to the sum of: 
M(49,2) = 0.466334286828911709507849729361000000000
M(49,9) = -0.0314440963912895977385271035881000000000
M(49,16) = -0.0339681108830202597858976507311000000001
M(49,23) = 0.00230466052978230098400537215826000000000
M(49,30) = -0.0282847193283593911192816919285000000000
M(49,37) = -0.0090736048904374723634305373359600000000
M(49,44) = -0.0398506864946537418868493632368000000000
Their sum is = 0.326017729370933547597868754698800000003
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = -1.999999974 E-31
**************************
The constant M(7,3) has to be equal to the sum of: 
M(49,3) = 0.304021056431873064196943237471000000000
M(49,10) = -0.0179742508654979823927358225056000000000
M(49,17) = 0.0195986211959291459426090559514000000000
M(49,24) = -0.0212037385556608160434975911808000000000
M(49,31) = -0.0052134809832995471233349841432400000000
M(49,38) = -0.0380063775434451771364991725972000000000
M(49,45) = -0.0401809395057864127328524720416000000000
Their sum is = 0.201040890174112274710632250953960000002
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = -3.999999802 E-32
**************************
The constant M(7,4) has to be equal to the sum of: 
M(49,4) = -0.0138070851162004482850782469736000000000
M(49,11) = 0.0577984921881582920030089628241000000000
M(49,18) = -0.0265481914013369628386445117114000000000
M(49,25) = -0.0426464147446078110078918995990000000000
M(49,32) = -0.0349108844507019223428814008100000000000
M(49,39) = -0.0345717040577861492932065792807000000000
M(49,46) = -0.0349938794976903973663985170756000000000
Their sum is = -0.129679667080165399131092192626199999999
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(7,5) has to be equal to the sum of: 
M(49,5) = 0.171023099103800028774957005601000000000
M(49,12) = -0.0259216348255906147949948043212000000000
M(49,19) = 0.0133682468991354737685431028844000000000
M(49,26) = -0.0325587682338833973069868861771000000000
M(49,33) = -0.0296755086999320632857781706451000000000
M(49,40) = -0.0294694717414985871433572986523000000000
M(49,47) = -0.0204916254313071702344624310624000000000
Their sum is = 0.0462743370707236697779205176273000000016
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 4.000000016 E-31
**************************
The constant M(7,6) has to be equal to the sum of: 
M(49,6) = -0.0357500842987016711227115836310000000000
M(49,13) = 0.0387524773198199390322537909978000000000
M(49,20) = -0.0375278174796028816479828233250000000000
M(49,27) = -0.0374378875833709478805721140588000000000
M(49,34) = -0.0259500822967160058800246221798000000000
M(49,41) = -0.0099166279895581601694705160199400000000
M(49,48) = -0.0301080546724031445775127567516000000000
Their sum is = -0.137938077000532872246020624968339999999
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -3.400000000 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(50,1) = -0.067876329338387823385331115573400000000
M(50,3) = 0.274098844581671530011991699854000000000
M(50,7) = 0.076588085680067451732414604978200000000
M(50,9) = -0.0573045085284662049188276680274000000000
M(50,11) = 0.0247106130186961747049972421318000000000
M(50,13) = 0.0090128136847517717899308130486400000000
M(50,17) = -0.0065307321161471707182606172942700000000
M(50,19) = -0.0316550391620936361081696771097000000001
M(50,21) = -0.069926712778200577031455935861800000000
M(50,23) = -0.0199943948008773743127664456181000000000
M(50,27) = -0.074419325031977937606227813154400000000
M(50,29) = -0.0327063751586661128000110886598000000000
M(50,31) = -0.0391756630681957562873504443345000000000
M(50,33) = -0.066428935273040437275958219777300000000
M(50,37) = -0.0514707633890301915963651987955000000000
M(50,39) = -0.066245019854902846892208797762700000000
M(50,41) = -0.0565663578211710011402276900600000000000
M(50,43) = -0.0580379241507287303666942187868000000000
M(50,47) = -0.0480707887909369336495181474417000000000
M(50,49) = -0.076504274854721410394534443146200000000
And of the summand: 1/5
Their sum is = -0.238502787152357216244573161390929999993
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 3.741409551 E-31
**************************
The constant M(5,1) has to be equal to the sum of: 
M(50,1) = -0.067876329338387823385331115573400000000
M(50,11) = 0.0247106130186961747049972421318000000000
M(50,21) = -0.069926712778200577031455935861800000000
M(50,31) = -0.0391756630681957562873504443345000000000
M(50,41) = -0.0565663578211710011402276900600000000000
Their sum is = -0.208834449987258983139367943697900000000
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(50,7) = 0.076588085680067451732414604978200000000
M(50,17) = -0.0065307321161471707182606172942700000000
M(50,27) = -0.074419325031977937606227813154400000000
M(50,37) = -0.0514707633890301915963651987955000000000
M(50,47) = -0.0480707887909369336495181474417000000000
And of the summand: 1/2
Their sum is = 0.396096476351975218162042828292330000000
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 3.299999998 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(50,3) = 0.274098844581671530011991699854000000000
M(50,13) = 0.0090128136847517717899308130486400000000
M(50,23) = -0.0199943948008773743127664456181000000000
M(50,33) = -0.066428935273040437275958219777300000000
M(50,43) = -0.0580379241507287303666942187868000000000
Their sum is = 0.138650404041776759846503628720440000002
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 4.400000016 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(50,9) = -0.0573045085284662049188276680274000000000
M(50,19) = -0.0316550391620936361081696771097000000001
M(50,29) = -0.0327063751586661128000110886598000000000
M(50,39) = -0.066245019854902846892208797762700000000
M(50,49) = -0.076504274854721410394534443146200000000
Their sum is = -0.264415217558850211113751674705799999999
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 2.000000018 E-31
**************************
The constant M(10,1) has to be equal to the sum of: 
M(50,1) = -0.067876329338387823385331115573400000000
M(50,11) = 0.0247106130186961747049972421318000000000
M(50,21) = -0.069926712778200577031455935861800000000
M(50,31) = -0.0391756630681957562873504443345000000000
M(50,41) = -0.0565663578211710011402276900600000000000
Their sum is = -0.208834449987258983139367943697900000000
The constant M(10,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(10,3) has to be equal to the sum of: 
M(50,3) = 0.274098844581671530011991699854000000000
M(50,13) = 0.0090128136847517717899308130486400000000
M(50,23) = -0.0199943948008773743127664456181000000000
M(50,33) = -0.066428935273040437275958219777300000000
M(50,43) = -0.0580379241507287303666942187868000000000
Their sum is = 0.138650404041776759846503628720440000002
The constant M(10,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 4.400000016 E-31
**************************
The constant M(10,7) has to be equal to the sum of: 
M(50,7) = 0.076588085680067451732414604978200000000
M(50,17) = -0.0065307321161471707182606172942700000000
M(50,27) = -0.074419325031977937606227813154400000000
M(50,37) = -0.0514707633890301915963651987955000000000
M(50,47) = -0.0480707887909369336495181474417000000000
Their sum is = -0.103903523648024781837957171707670000000
The constant M(10,7) is = -0.103903523648024781837957171708000000000
The difference (constant-sum) is = 3.300000001 E-31
**************************
The constant M(10,9) has to be equal to the sum of: 
M(50,9) = -0.0573045085284662049188276680274000000000
M(50,19) = -0.0316550391620936361081696771097000000001
M(50,29) = -0.0327063751586661128000110886598000000000
M(50,39) = -0.066245019854902846892208797762700000000
M(50,49) = -0.076504274854721410394534443146200000000
Their sum is = -0.264415217558850211113751674705799999999
The constant M(10,9) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 2.000000018 E-31
**************************
The constant M(25,1) has to be equal to the sum of: 
M(50,1) = -0.067876329338387823385331115573400000000
Their sum is = -0.067876329338387823385331115573400000000
The constant M(25,1) is = -0.067876329338387823385331115573400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(25,2) has to be equal to the sum of: 
M(50,27) = -0.074419325031977937606227813154400000000
And of the summand: 1/2
Their sum is = 0.425580674968022062393772186845600000000
The constant M(25,2) is = 0.425580674968022062393772186846000000000
The difference (constant-sum) is = -4.000000007 E-31
**************************
The constant M(25,3) has to be equal to the sum of: 
M(50,3) = 0.274098844581671530011991699854000000000
Their sum is = 0.274098844581671530011991699854000000000
The constant M(25,3) is = 0.274098844581671530011991699854000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(25,4) has to be equal to the sum of: 
M(50,29) = -0.0327063751586661128000110886598000000000
Their sum is = -0.0327063751586661128000110886598000000000
The constant M(25,4) is = -0.0327063751586661128000110886598000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,6) has to be equal to the sum of: 
M(50,31) = -0.0391756630681957562873504443345000000000
Their sum is = -0.0391756630681957562873504443345000000000
The constant M(25,6) is = -0.0391756630681957562873504443345000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,7) has to be equal to the sum of: 
M(50,7) = 0.076588085680067451732414604978200000000
Their sum is = 0.076588085680067451732414604978200000000
The constant M(25,7) is = 0.076588085680067451732414604978200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(25,8) has to be equal to the sum of: 
M(50,33) = -0.066428935273040437275958219777300000000
Their sum is = -0.066428935273040437275958219777300000000
The constant M(25,8) is = -0.066428935273040437275958219777300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(25,9) has to be equal to the sum of: 
M(50,9) = -0.0573045085284662049188276680274000000000
Their sum is = -0.0573045085284662049188276680274000000000
The constant M(25,9) is = -0.0573045085284662049188276680274000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,11) has to be equal to the sum of: 
M(50,11) = 0.0247106130186961747049972421318000000000
Their sum is = 0.0247106130186961747049972421318000000000
The constant M(25,11) is = 0.0247106130186961747049972421318000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,12) has to be equal to the sum of: 
M(50,37) = -0.0514707633890301915963651987955000000000
Their sum is = -0.0514707633890301915963651987955000000000
The constant M(25,12) is = -0.0514707633890301915963651987955000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,13) has to be equal to the sum of: 
M(50,13) = 0.0090128136847517717899308130486400000000
Their sum is = 0.0090128136847517717899308130486400000000
The constant M(25,13) is = 0.0090128136847517717899308130486400000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,14) has to be equal to the sum of: 
M(50,39) = -0.066245019854902846892208797762700000000
Their sum is = -0.066245019854902846892208797762700000000
The constant M(25,14) is = -0.066245019854902846892208797762700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(25,16) has to be equal to the sum of: 
M(50,41) = -0.0565663578211710011402276900600000000000
Their sum is = -0.0565663578211710011402276900600000000000
The constant M(25,16) is = -0.0565663578211710011402276900600000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,17) has to be equal to the sum of: 
M(50,17) = -0.0065307321161471707182606172942700000000
Their sum is = -0.0065307321161471707182606172942700000000
The constant M(25,17) is = -0.0065307321161471707182606172942700000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,18) has to be equal to the sum of: 
M(50,43) = -0.0580379241507287303666942187868000000000
Their sum is = -0.0580379241507287303666942187868000000000
The constant M(25,18) is = -0.0580379241507287303666942187868000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,19) has to be equal to the sum of: 
M(50,19) = -0.0316550391620936361081696771097000000001
Their sum is = -0.0316550391620936361081696771097000000001
The constant M(25,19) is = -0.0316550391620936361081696771097000000001
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,21) has to be equal to the sum of: 
M(50,21) = -0.069926712778200577031455935861800000000
Their sum is = -0.069926712778200577031455935861800000000
The constant M(25,21) is = -0.069926712778200577031455935861800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(25,22) has to be equal to the sum of: 
M(50,47) = -0.0480707887909369336495181474417000000000
Their sum is = -0.0480707887909369336495181474417000000000
The constant M(25,22) is = -0.0480707887909369336495181474417000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,23) has to be equal to the sum of: 
M(50,23) = -0.0199943948008773743127664456181000000000
Their sum is = -0.0199943948008773743127664456181000000000
The constant M(25,23) is = -0.0199943948008773743127664456181000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,24) has to be equal to the sum of: 
M(50,49) = -0.076504274854721410394534443146200000000
Their sum is = -0.076504274854721410394534443146200000000
The constant M(25,24) is = -0.076504274854721410394534443146200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(3,1) has to be equal to the sum of: 
M(51,1) = -0.0413802927484254231142681132961000000000
M(51,4) = -0.0510949530868769859215370283886000000000
M(51,7) = 0.101254713512669190274593762326000000000
M(51,10) = -0.0320484371390822167192180658848000000001
M(51,13) = 0.0231651572781525552280922192446000000000
M(51,16) = -0.0367002287393586475890705405204000000000
M(51,19) = 0.000105384018179213301209125379456000000000
M(51,22) = -0.0385903558622062242021270093564000000000
M(51,25) = -0.0417507801009758043064122000814000000000
M(51,28) = -0.0341608450880932059484646016388000000000
M(51,31) = -0.0194565491924201701935610826092000000000
M(51,37) = -0.0189168710415554574393938162210000000000
M(51,40) = -0.0475614462476608436691915198268000000000
M(51,43) = -0.0319313792859224109431353822207000000000
M(51,46) = -0.0391528553064201886412806987588000000000
M(51,49) = -0.0486707404794465092358846153483000000000
Their sum is = -0.356890479509443129119649567201243999996
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -2.439999955 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(51,2) = 0.469351083641418421726738581703000000000
M(51,5) = 0.155235979252307926075832012610000000000
M(51,8) = -0.0335333032151440449893052412951000000001
M(51,11) = 0.0483892404908861190325668920419000000000
M(51,14) = -0.0464073321936055678519603725343000000000
M(51,20) = -0.0351345001340933529507801784614000000000
M(51,23) = -0.0092073757293028494863378835513300000000
M(51,26) = -0.0470159086472548942164080380487000000000
M(51,29) = -0.0100539961152704307691594930504000000000
M(51,32) = -0.0404465197429237233468168380183000000000
M(51,35) = -0.0441558958124875345152962093560000000000
M(51,38) = -0.0371736520031550661777029539141000000000
M(51,41) = -0.0273322995835306054722435543214000000000
M(51,44) = -0.0471514588244000229215089339187000000000
M(51,47) = -0.0215871841394887167252273069281000000000
M(51,50) = -0.0475460476319677837530003516570000000000
And of the summand: 1/17
Their sum is = 0.285054359023752579541743072476540588247
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -4.594117524 E-31
**************************
The constant M(17,1) has to be equal to the sum of: 
M(51,1) = -0.0413802927484254231142681132961000000000
M(51,35) = -0.0441558958124875345152962093560000000000
Their sum is = -0.085536188560912957629564322652100000000
The constant M(17,1) is = -0.085536188560912957629564322652000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(17,2) has to be equal to the sum of: 
M(51,2) = 0.469351083641418421726738581703000000000
M(51,19) = 0.000105384018179213301209125379456000000000
Their sum is = 0.469456467659597635027947707082456000000
The constant M(17,2) is = 0.469456467659597635027947707082000000000
The difference (constant-sum) is = 4.559999990 E-31
**************************
The constant M(17,3) has to be equal to the sum of: 
M(51,20) = -0.0351345001340933529507801784614000000000
M(51,37) = -0.0189168710415554574393938162210000000000
And of the summand: 1/3
Their sum is = 0.279281962157684522943159338650933333334
The constant M(17,3) is = 0.279281962157684522943159338651000000000
The difference (constant-sum) is = -6.66666663 E-32
**************************
The constant M(17,4) has to be equal to the sum of: 
M(51,4) = -0.0510949530868769859215370283886000000000
M(51,38) = -0.0371736520031550661777029539141000000000
Their sum is = -0.088268605090032052099239982302700000000
The constant M(17,4) is = -0.088268605090032052099239982302700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,5) has to be equal to the sum of: 
M(51,5) = 0.155235979252307926075832012610000000000
M(51,22) = -0.0385903558622062242021270093564000000000
Their sum is = 0.116645623390101701873705003253600000000
The constant M(17,5) is = 0.116645623390101701873705003254000000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(17,6) has to be equal to the sum of: 
M(51,23) = -0.0092073757293028494863378835513300000000
M(51,40) = -0.0475614462476608436691915198268000000000
Their sum is = -0.0567688219769636931555294033781299999998
The constant M(17,6) is = -0.0567688219769636931555294033781000000000
The difference (constant-sum) is = -2.999999980 E-32
**************************
The constant M(17,7) has to be equal to the sum of: 
M(51,7) = 0.101254713512669190274593762326000000000
M(51,41) = -0.0273322995835306054722435543214000000000
Their sum is = 0.073922413929138584802350208004600000000
The constant M(17,7) is = 0.073922413929138584802350208004800000000
The difference (constant-sum) is = -2.000000000 E-31
**************************
The constant M(17,8) has to be equal to the sum of: 
M(51,8) = -0.0335333032151440449893052412951000000001
M(51,25) = -0.0417507801009758043064122000814000000000
Their sum is = -0.075284083316119849295717441376500000000
The constant M(17,8) is = -0.075284083316119849295717441376600000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(17,9) has to be equal to the sum of: 
M(51,26) = -0.0470159086472548942164080380487000000000
M(51,43) = -0.0319313792859224109431353822207000000000
Their sum is = -0.078947287933177305159543420269400000000
The constant M(17,9) is = -0.078947287933177305159543420269400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,10) has to be equal to the sum of: 
M(51,10) = -0.0320484371390822167192180658848000000001
M(51,44) = -0.0471514588244000229215089339187000000000
Their sum is = -0.079199895963482239640726999803500000000
The constant M(17,10) is = -0.079199895963482239640726999803400000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(17,11) has to be equal to the sum of: 
M(51,11) = 0.0483892404908861190325668920419000000000
M(51,28) = -0.0341608450880932059484646016388000000000
Their sum is = 0.0142283954027929130841022904030999999999
The constant M(17,11) is = 0.0142283954027929130841022904031000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(17,12) has to be equal to the sum of: 
M(51,29) = -0.0100539961152704307691594930504000000000
M(51,46) = -0.0391528553064201886412806987588000000000
Their sum is = -0.0492068514216906194104401918092000000000
The constant M(17,12) is = -0.0492068514216906194104401918092000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(17,13) has to be equal to the sum of: 
M(51,13) = 0.0231651572781525552280922192446000000000
M(51,47) = -0.0215871841394887167252273069281000000000
Their sum is = 0.00157797313866383850286491231650000000007
The constant M(17,13) is = 0.00157797313866383850286491231645000000000
The difference (constant-sum) is = 5.000000006786629009 E-32
**************************
The constant M(17,14) has to be equal to the sum of: 
M(51,14) = -0.0464073321936055678519603725343000000000
M(51,31) = -0.0194565491924201701935610826092000000000
Their sum is = -0.065863881386025738045521455143499999999
The constant M(17,14) is = -0.065863881386025738045521455143500000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(17,15) has to be equal to the sum of: 
M(51,32) = -0.0404465197429237233468168380183000000000
M(51,49) = -0.0486707404794465092358846153483000000000
Their sum is = -0.089117260222370232582701453366600000000
The constant M(17,15) is = -0.089117260222370232582701453366700000000
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(17,16) has to be equal to the sum of: 
M(51,16) = -0.0367002287393586475890705405204000000000
M(51,50) = -0.0475460476319677837530003516570000000000
Their sum is = -0.084246276371326431342070892177399999999
The constant M(17,16) is = -0.084246276371326431342070892177400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(52,1) = -0.0476690813026718910968621694284000000000
M(52,3) = 0.279176198697293163321108598054000000001
M(52,5) = 0.138150079647418546616850086361000000000
M(52,7) = 0.091664872860617825592241620762100000000
M(52,9) = -0.0479057120354375261618464911876000000000
M(52,11) = 0.0253573767269957953250725979327000000000
M(52,15) = -0.0523390433419975106738304548207000000000
M(52,17) = -0.0079349361413019071615859109671200000000
M(52,19) = -0.00079179859058776410179055175319600000000
M(52,21) = -0.0538923475499338102659393537856000000000
M(52,23) = -0.0130576293581688302887764928422000000000
M(52,25) = -0.0619185699753233275976116029804000000000
M(52,27) = -0.0530167001781687597291925148243000000000
M(52,29) = -0.0400636128050079627084031802413000000000
M(52,31) = -0.0260494407799729998204567749747000000000
M(52,33) = -0.0580775582457676869251202267072000000000
M(52,35) = -0.0579416064210884015483707814545000000000
M(52,37) = -0.0284970974196162604893214875270000000000
M(52,41) = -0.0395395485983484574421204420155000000000
M(52,43) = -0.0425979237092101227180847034924000000000
M(52,45) = -0.0543705002615598424033368664150000000000
M(52,47) = -0.0406946665402466349916526107180000000000
M(52,49) = -0.0619462484617019960955705735151000000000
M(52,51) = -0.0614703702916477779568959517741000000000
And of the summand: 1/13
Their sum is = -0.238502787152357216244573161391439076915
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -1.349359663 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(52,1) = -0.0476690813026718910968621694284000000000
M(52,5) = 0.138150079647418546616850086361000000000
M(52,9) = -0.0479057120354375261618464911876000000000
M(52,17) = -0.0079349361413019071615859109671200000000
M(52,21) = -0.0538923475499338102659393537856000000000
M(52,25) = -0.0619185699753233275976116029804000000000
M(52,29) = -0.0400636128050079627084031802413000000000
M(52,33) = -0.0580775582457676869251202267072000000000
M(52,37) = -0.0284970974196162604893214875270000000000
M(52,41) = -0.0395395485983484574421204420155000000000
M(52,45) = -0.0543705002615598424033368664150000000000
M(52,49) = -0.0619462484617019960955705735151000000000
And of the summand: 1/13
Their sum is = -0.286742056226175198653945141486143076920
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -1.430769200 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(52,3) = 0.279176198697293163321108598054000000001
M(52,7) = 0.091664872860617825592241620762100000000
M(52,11) = 0.0253573767269957953250725979327000000000
M(52,15) = -0.0523390433419975106738304548207000000000
M(52,19) = -0.00079179859058776410179055175319600000000
M(52,23) = -0.0130576293581688302887764928422000000000
M(52,27) = -0.0530167001781687597291925148243000000000
M(52,31) = -0.0260494407799729998204567749747000000000
M(52,35) = -0.0579416064210884015483707814545000000000
M(52,43) = -0.0425979237092101227180847034924000000000
M(52,47) = -0.0406946665402466349916526107180000000000
M(52,51) = -0.0614703702916477779568959517741000000000
Their sum is = 0.0482392690738179824093719800947040000048
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = -1.959999953 E-31
**************************
The constant M(13,1) has to be equal to the sum of: 
M(52,1) = -0.0476690813026718910968621694284000000000
M(52,27) = -0.0530167001781687597291925148243000000000
Their sum is = -0.100685781480840650826054684252700000000
The constant M(13,1) is = -0.100685781480840650826054684253000000000
The difference (constant-sum) is = 3.000000001 E-31
**************************
The constant M(13,2) has to be equal to the sum of: 
M(52,15) = -0.0523390433419975106738304548207000000000
M(52,41) = -0.0395395485983484574421204420155000000000
And of the summand: 1/2
Their sum is = 0.408121408059654031884049103163800000000
The constant M(13,2) is = 0.408121408059654031884049103164000000000
The difference (constant-sum) is = -2.000000003 E-31
**************************
The constant M(13,3) has to be equal to the sum of: 
M(52,3) = 0.279176198697293163321108598054000000001
M(52,29) = -0.0400636128050079627084031802413000000000
Their sum is = 0.239112585892285200612705417812700000001
The constant M(13,3) is = 0.239112585892285200612705417813000000000
The difference (constant-sum) is = -2.999999990 E-31
**************************
The constant M(13,4) has to be equal to the sum of: 
M(52,17) = -0.0079349361413019071615859109671200000000
M(52,43) = -0.0425979237092101227180847034924000000000
Their sum is = -0.0505328598505120298796706144595199999998
The constant M(13,4) is = -0.0505328598505120298796706144595000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(13,5) has to be equal to the sum of: 
M(52,5) = 0.138150079647418546616850086361000000000
M(52,31) = -0.0260494407799729998204567749747000000000
Their sum is = 0.112100638867445546796393311386300000000
The constant M(13,5) is = 0.112100638867445546796393311386000000000
The difference (constant-sum) is = 3.000000001 E-31
**************************
The constant M(13,6) has to be equal to the sum of: 
M(52,19) = -0.00079179859058776410179055175319600000000
M(52,45) = -0.0543705002615598424033368664150000000000
Their sum is = -0.0551622988521476065051274181681960000000
The constant M(13,6) is = -0.0551622988521476065051274181682000000000
The difference (constant-sum) is = 4.000000095 E-33
**************************
The constant M(13,7) has to be equal to the sum of: 
M(52,7) = 0.091664872860617825592241620762100000000
M(52,33) = -0.0580775582457676869251202267072000000000
Their sum is = 0.0335873146148501386671213940549000000000
The constant M(13,7) is = 0.0335873146148501386671213940549000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(13,8) has to be equal to the sum of: 
M(52,21) = -0.0538923475499338102659393537856000000000
M(52,47) = -0.0406946665402466349916526107180000000000
Their sum is = -0.094587014090180445257591964503600000000
The constant M(13,8) is = -0.094587014090180445257591964503600000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(13,9) has to be equal to the sum of: 
M(52,9) = -0.0479057120354375261618464911876000000000
M(52,35) = -0.0579416064210884015483707814545000000000
Their sum is = -0.105847318456525927710217272642099999999
The constant M(13,9) is = -0.105847318456525927710217272642000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(13,10) has to be equal to the sum of: 
M(52,23) = -0.0130576293581688302887764928422000000000
M(52,49) = -0.0619462484617019960955705735151000000000
Their sum is = -0.075003877819870826384347066357300000000
The constant M(13,10) is = -0.075003877819870826384347066357300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(13,11) has to be equal to the sum of: 
M(52,11) = 0.0253573767269957953250725979327000000000
M(52,37) = -0.0284970974196162604893214875270000000000
Their sum is = -0.00313972069262046516424888959430000000005
The constant M(13,11) is = -0.00313972069262046516424888959427000000000
The difference (constant-sum) is = -3.000000005 E-32
**************************
The constant M(13,12) has to be equal to the sum of: 
M(52,25) = -0.0619185699753233275976116029804000000000
M(52,51) = -0.0614703702916477779568959517741000000000
Their sum is = -0.123388940266971105554507554754500000000
The constant M(13,12) is = -0.123388940266971105554507554754000000000
The difference (constant-sum) is = -4.999999998 E-31
**************************
The constant M(26,1) has to be equal to the sum of: 
M(52,1) = -0.0476690813026718910968621694284000000000
M(52,27) = -0.0530167001781687597291925148243000000000
Their sum is = -0.100685781480840650826054684252700000000
The constant M(26,1) is = -0.100685781480840650826054684253000000000
The difference (constant-sum) is = 3.000000001 E-31
**************************
The constant M(26,3) has to be equal to the sum of: 
M(52,3) = 0.279176198697293163321108598054000000001
M(52,29) = -0.0400636128050079627084031802413000000000
Their sum is = 0.239112585892285200612705417812700000001
The constant M(26,3) is = 0.239112585892285200612705417813000000000
The difference (constant-sum) is = -2.999999990 E-31
**************************
The constant M(26,5) has to be equal to the sum of: 
M(52,5) = 0.138150079647418546616850086361000000000
M(52,31) = -0.0260494407799729998204567749747000000000
Their sum is = 0.112100638867445546796393311386300000000
The constant M(26,5) is = 0.112100638867445546796393311386000000000
The difference (constant-sum) is = 3.000000001 E-31
**************************
The constant M(26,7) has to be equal to the sum of: 
M(52,7) = 0.091664872860617825592241620762100000000
M(52,33) = -0.0580775582457676869251202267072000000000
Their sum is = 0.0335873146148501386671213940549000000000
The constant M(26,7) is = 0.0335873146148501386671213940549000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(26,9) has to be equal to the sum of: 
M(52,9) = -0.0479057120354375261618464911876000000000
M(52,35) = -0.0579416064210884015483707814545000000000
Their sum is = -0.105847318456525927710217272642099999999
The constant M(26,9) is = -0.105847318456525927710217272642000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(26,11) has to be equal to the sum of: 
M(52,11) = 0.0253573767269957953250725979327000000000
M(52,37) = -0.0284970974196162604893214875270000000000
Their sum is = -0.00313972069262046516424888959430000000005
The constant M(26,11) is = -0.00313972069262046516424888959427000000000
The difference (constant-sum) is = -3.000000005 E-32
**************************
The constant M(26,15) has to be equal to the sum of: 
M(52,15) = -0.0523390433419975106738304548207000000000
M(52,41) = -0.0395395485983484574421204420155000000000
Their sum is = -0.091878591940345968115950896836200000000
The constant M(26,15) is = -0.091878591940345968115950896836200000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(26,17) has to be equal to the sum of: 
M(52,17) = -0.0079349361413019071615859109671200000000
M(52,43) = -0.0425979237092101227180847034924000000000
Their sum is = -0.0505328598505120298796706144595199999998
The constant M(26,17) is = -0.0505328598505120298796706144595000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(26,19) has to be equal to the sum of: 
M(52,19) = -0.00079179859058776410179055175319600000000
M(52,45) = -0.0543705002615598424033368664150000000000
Their sum is = -0.0551622988521476065051274181681960000000
The constant M(26,19) is = -0.0551622988521476065051274181682000000000
The difference (constant-sum) is = 4.000000095 E-33
**************************
The constant M(26,21) has to be equal to the sum of: 
M(52,21) = -0.0538923475499338102659393537856000000000
M(52,47) = -0.0406946665402466349916526107180000000000
Their sum is = -0.094587014090180445257591964503600000000
The constant M(26,21) is = -0.094587014090180445257591964503600000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(26,23) has to be equal to the sum of: 
M(52,23) = -0.0130576293581688302887764928422000000000
M(52,49) = -0.0619462484617019960955705735151000000000
Their sum is = -0.075003877819870826384347066357300000000
The constant M(26,23) is = -0.075003877819870826384347066357300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(26,25) has to be equal to the sum of: 
M(52,25) = -0.0619185699753233275976116029804000000000
M(52,51) = -0.0614703702916477779568959517741000000000
Their sum is = -0.123388940266971105554507554754500000000
The constant M(26,25) is = -0.123388940266971105554507554754000000000
The difference (constant-sum) is = -4.999999998 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(54,1) = -0.076790377666584560588034843734300000000
M(54,5) = 0.134427327346665919474654216623000000000
M(54,7) = 0.069149439558923866554805762547000000000
M(54,11) = 0.0055395451938781749690118423457500000000
M(54,13) = 0.00320102364968502889678185528072000000000
M(54,17) = -0.0136873171382423266702216442406000000000
M(54,19) = -0.0206064784323562915726631996491000000000
M(54,23) = -0.0357216081530840947744909821320000000000
M(54,25) = -0.079799757260710933360976127897600000000
M(54,29) = -0.0377079936752360302551496531447000000000
M(54,31) = -0.0548339340661284683639178166057000000000
M(54,35) = -0.076876980328485873784562065198400000000
M(54,37) = -0.064961376043929053332246890323200000000
M(54,41) = -0.062879017524934770843179047157000000000
M(54,43) = -0.0545445147503900902720042580580000000000
M(54,47) = -0.0604652387724689166355410190081000000000
M(54,49) = -0.077704504497952627081394048761100000000
M(54,53) = -0.067574357924339501938778575611400000000
And of the summand: 1/3
Their sum is = -0.238502787152357216244573161391396666664
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -9.25257155 E-32
**************************
The constant M(3,1) has to be equal to the sum of: 
M(54,1) = -0.076790377666584560588034843734300000000
M(54,7) = 0.069149439558923866554805762547000000000
M(54,13) = 0.00320102364968502889678185528072000000000
M(54,19) = -0.0206064784323562915726631996491000000000
M(54,25) = -0.079799757260710933360976127897600000000
M(54,31) = -0.0548339340661284683639178166057000000000
M(54,37) = -0.064961376043929053332246890323200000000
M(54,43) = -0.0545445147503900902720042580580000000000
M(54,49) = -0.077704504497952627081394048761100000000
Their sum is = -0.356890479509443129119649567201279999998
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -2.799999978 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(54,5) = 0.134427327346665919474654216623000000000
M(54,11) = 0.0055395451938781749690118423457500000000
M(54,17) = -0.0136873171382423266702216442406000000000
M(54,23) = -0.0357216081530840947744909821320000000000
M(54,29) = -0.0377079936752360302551496531447000000000
M(54,35) = -0.076876980328485873784562065198400000000
M(54,41) = -0.062879017524934770843179047157000000000
M(54,47) = -0.0604652387724689166355410190081000000000
M(54,53) = -0.067574357924339501938778575611400000000
And of the summand: 1/2
Their sum is = 0.285054359023752579541743072476550000001
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -4.499999982 E-31
**************************
The constant M(6,1) has to be equal to the sum of: 
M(54,1) = -0.076790377666584560588034843734300000000
M(54,7) = 0.069149439558923866554805762547000000000
M(54,13) = 0.00320102364968502889678185528072000000000
M(54,19) = -0.0206064784323562915726631996491000000000
M(54,25) = -0.079799757260710933360976127897600000000
M(54,31) = -0.0548339340661284683639178166057000000000
M(54,37) = -0.064961376043929053332246890323200000000
M(54,43) = -0.0545445147503900902720042580580000000000
M(54,49) = -0.077704504497952627081394048761100000000
Their sum is = -0.356890479509443129119649567201279999998
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -2.799999978 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(54,5) = 0.134427327346665919474654216623000000000
M(54,11) = 0.0055395451938781749690118423457500000000
M(54,17) = -0.0136873171382423266702216442406000000000
M(54,23) = -0.0357216081530840947744909821320000000000
M(54,29) = -0.0377079936752360302551496531447000000000
M(54,35) = -0.076876980328485873784562065198400000000
M(54,41) = -0.062879017524934770843179047157000000000
M(54,47) = -0.0604652387724689166355410190081000000000
M(54,53) = -0.067574357924339501938778575611400000000
Their sum is = -0.214945640976247420458256927523449999999
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -4.499999996 E-31
**************************
The constant M(9,1) has to be equal to the sum of: 
M(54,1) = -0.076790377666584560588034843734300000000
M(54,19) = -0.0206064784323562915726631996491000000000
M(54,37) = -0.064961376043929053332246890323200000000
Their sum is = -0.162358232142869905492944933706599999999
The constant M(9,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(9,2) has to be equal to the sum of: 
M(54,11) = 0.0055395451938781749690118423457500000000
M(54,29) = -0.0377079936752360302551496531447000000000
M(54,47) = -0.0604652387724689166355410190081000000000
And of the summand: 1/2
Their sum is = 0.407366312746173228078321170192950000000
The constant M(9,2) is = 0.407366312746173228078321170193000000000
The difference (constant-sum) is = -5.00000004 E-32
**************************
The constant M(9,4) has to be equal to the sum of: 
M(54,13) = 0.00320102364968502889678185528072000000000
M(54,31) = -0.0548339340661284683639178166057000000000
M(54,49) = -0.077704504497952627081394048761100000000
Their sum is = -0.129337414914396066548530010086080000000
The constant M(9,4) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = -7.99999997 E-32
**************************
The constant M(9,5) has to be equal to the sum of: 
M(54,5) = 0.134427327346665919474654216623000000000
M(54,23) = -0.0357216081530840947744909821320000000000
M(54,41) = -0.062879017524934770843179047157000000000
Their sum is = 0.0358267016686470538569841873340000000008
The constant M(9,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = 9.18354961 E-40
**************************
The constant M(9,7) has to be equal to the sum of: 
M(54,7) = 0.069149439558923866554805762547000000000
M(54,25) = -0.079799757260710933360976127897600000000
M(54,43) = -0.0545445147503900902720042580580000000000
Their sum is = -0.065194832452177157078174623408600000000
The constant M(9,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(9,8) has to be equal to the sum of: 
M(54,17) = -0.0136873171382423266702216442406000000000
M(54,35) = -0.076876980328485873784562065198400000000
M(54,53) = -0.067574357924339501938778575611400000000
Their sum is = -0.158138655391067702393562285050399999999
The constant M(9,8) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(18,1) has to be equal to the sum of: 
M(54,1) = -0.076790377666584560588034843734300000000
M(54,19) = -0.0206064784323562915726631996491000000000
M(54,37) = -0.064961376043929053332246890323200000000
Their sum is = -0.162358232142869905492944933706599999999
The constant M(18,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(18,5) has to be equal to the sum of: 
M(54,5) = 0.134427327346665919474654216623000000000
M(54,23) = -0.0357216081530840947744909821320000000000
M(54,41) = -0.062879017524934770843179047157000000000
Their sum is = 0.0358267016686470538569841873340000000008
The constant M(18,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = 9.18354961 E-40
**************************
The constant M(18,7) has to be equal to the sum of: 
M(54,7) = 0.069149439558923866554805762547000000000
M(54,25) = -0.079799757260710933360976127897600000000
M(54,43) = -0.0545445147503900902720042580580000000000
Their sum is = -0.065194832452177157078174623408600000000
The constant M(18,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(18,11) has to be equal to the sum of: 
M(54,11) = 0.0055395451938781749690118423457500000000
M(54,29) = -0.0377079936752360302551496531447000000000
M(54,47) = -0.0604652387724689166355410190081000000000
Their sum is = -0.092633687253826771921678829807050000000
The constant M(18,11) is = -0.092633687253826771921678829807000000000
The difference (constant-sum) is = -5.00000000 E-32
**************************
The constant M(18,13) has to be equal to the sum of: 
M(54,13) = 0.00320102364968502889678185528072000000000
M(54,31) = -0.0548339340661284683639178166057000000000
M(54,49) = -0.077704504497952627081394048761100000000
Their sum is = -0.129337414914396066548530010086080000000
The constant M(18,13) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = -7.99999997 E-32
**************************
The constant M(18,17) has to be equal to the sum of: 
M(54,17) = -0.0136873171382423266702216442406000000000
M(54,35) = -0.076876980328485873784562065198400000000
M(54,53) = -0.067574357924339501938778575611400000000
Their sum is = -0.158138655391067702393562285050399999999
The constant M(18,17) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(27,1) has to be equal to the sum of: 
M(54,1) = -0.076790377666584560588034843734300000000
Their sum is = -0.076790377666584560588034843734300000000
The constant M(27,1) is = -0.076790377666584560588034843734300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,2) has to be equal to the sum of: 
M(54,29) = -0.0377079936752360302551496531447000000000
And of the summand: 1/2
Their sum is = 0.462292006324763969744850346855300000000
The constant M(27,2) is = 0.462292006324763969744850346855000000000
The difference (constant-sum) is = 3.000000012 E-31
**************************
The constant M(27,4) has to be equal to the sum of: 
M(54,31) = -0.0548339340661284683639178166057000000000
Their sum is = -0.0548339340661284683639178166057000000000
The constant M(27,4) is = -0.0548339340661284683639178166057000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(27,5) has to be equal to the sum of: 
M(54,5) = 0.134427327346665919474654216623000000000
Their sum is = 0.134427327346665919474654216623000000000
The constant M(27,5) is = 0.134427327346665919474654216623000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,7) has to be equal to the sum of: 
M(54,7) = 0.069149439558923866554805762547000000000
Their sum is = 0.069149439558923866554805762547000000000
The constant M(27,7) is = 0.069149439558923866554805762547000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,8) has to be equal to the sum of: 
M(54,35) = -0.076876980328485873784562065198400000000
Their sum is = -0.076876980328485873784562065198400000000
The constant M(27,8) is = -0.076876980328485873784562065198400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,10) has to be equal to the sum of: 
M(54,37) = -0.064961376043929053332246890323200000000
Their sum is = -0.064961376043929053332246890323200000000
The constant M(27,10) is = -0.064961376043929053332246890323200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,11) has to be equal to the sum of: 
M(54,11) = 0.0055395451938781749690118423457500000000
Their sum is = 0.0055395451938781749690118423457500000000
The constant M(27,11) is = 0.0055395451938781749690118423457500000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(27,13) has to be equal to the sum of: 
M(54,13) = 0.00320102364968502889678185528072000000000
Their sum is = 0.00320102364968502889678185528072000000000
The constant M(27,13) is = 0.00320102364968502889678185528072000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(27,14) has to be equal to the sum of: 
M(54,41) = -0.062879017524934770843179047157000000000
Their sum is = -0.062879017524934770843179047157000000000
The constant M(27,14) is = -0.062879017524934770843179047157000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,16) has to be equal to the sum of: 
M(54,43) = -0.0545445147503900902720042580580000000000
Their sum is = -0.0545445147503900902720042580580000000000
The constant M(27,16) is = -0.0545445147503900902720042580580000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(27,17) has to be equal to the sum of: 
M(54,17) = -0.0136873171382423266702216442406000000000
Their sum is = -0.0136873171382423266702216442406000000000
The constant M(27,17) is = -0.0136873171382423266702216442406000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(27,19) has to be equal to the sum of: 
M(54,19) = -0.0206064784323562915726631996491000000000
Their sum is = -0.0206064784323562915726631996491000000000
The constant M(27,19) is = -0.0206064784323562915726631996491000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(27,20) has to be equal to the sum of: 
M(54,47) = -0.0604652387724689166355410190081000000000
Their sum is = -0.0604652387724689166355410190081000000000
The constant M(27,20) is = -0.0604652387724689166355410190081000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(27,22) has to be equal to the sum of: 
M(54,49) = -0.077704504497952627081394048761100000000
Their sum is = -0.077704504497952627081394048761100000000
The constant M(27,22) is = -0.077704504497952627081394048761100000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,23) has to be equal to the sum of: 
M(54,23) = -0.0357216081530840947744909821320000000000
Their sum is = -0.0357216081530840947744909821320000000000
The constant M(27,23) is = -0.0357216081530840947744909821320000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(27,25) has to be equal to the sum of: 
M(54,25) = -0.079799757260710933360976127897600000000
Their sum is = -0.079799757260710933360976127897600000000
The constant M(27,25) is = -0.079799757260710933360976127897600000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,26) has to be equal to the sum of: 
M(54,53) = -0.067574357924339501938778575611400000000
Their sum is = -0.067574357924339501938778575611400000000
The constant M(27,26) is = -0.067574357924339501938778575611400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(5,1) has to be equal to the sum of: 
M(55,1) = -0.0427655990187268579344339466504000000000
M(55,6) = -0.0268609354354742451587170339245000000000
M(55,16) = -0.0259199748072062705381022364664000000000
M(55,21) = -0.0333492435836473261809359655514000000000
M(55,26) = -0.0393110258673837064066466115883000000000
M(55,31) = -0.0095738232428639356884403009022100000000
M(55,36) = -0.0404758247650086853449446119967000000000
M(55,41) = -0.0135059302762753619487908139854000000000
M(55,46) = -0.0272478180889631491481003276480000000000
M(55,51) = -0.0407333658108003538811651858936000000000
And of the summand: 1/11
Their sum is = -0.208834449987258983139367943697819090905
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 1.809090948 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(55,2) = 0.464013047692093134608782980464000000000
M(55,7) = 0.106175184413401545593384574461000000000
M(55,12) = -0.0277976809948537203580412969474000000000
M(55,17) = 0.0262660680803793461693181899693000000000
M(55,27) = -0.0351284657230895246420636928723000000000
M(55,32) = -0.0378878319549267864473482160251000000000
M(55,37) = -0.0140815962480152349892507520202000000000
M(55,42) = -0.0306840510105212424824856219687000000000
M(55,47) = -0.0183862428175209644027672488725000000000
M(55,52) = -0.0363919550849713348874860878964000000000
Their sum is = 0.396096476351975218162042828291700000004
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = -2.999999968 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(55,3) = 0.304081257488123601359554830960000000000
M(55,8) = -0.0352168844196019619052823155280000000000
M(55,13) = 0.0356575807799441548781219911702000000000
M(55,18) = -0.0278716267537798252172223486786000000000
M(55,23) = 0.00269087109376807774418777811229000000000
M(55,28) = -0.0282629403247634560445047550044000000000
M(55,38) = -0.0425064069474949049846075005589000000000
M(55,43) = -0.0165447686172957855558997204257000000000
M(55,48) = -0.0342228414296597824127009892080000000000
M(55,53) = -0.0191538368274633580151433421190000000000
Their sum is = 0.138650404041776759846503628719890000003
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = -1.099999967 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(55,4) = -0.0243549129953647020645797808915000000000
M(55,9) = -0.0421502889080140050770039806869000000000
M(55,14) = -0.0394425305329677113047257723600000000000
M(55,19) = 0.0141146485528271610438611216058000000000
M(55,24) = -0.0309606089202073732195057297453000000000
M(55,29) = -0.00288753910398846167710592253919000000000
M(55,34) = -0.0292650839708189741303010516109000000000
M(55,39) = -0.0372598344114837480719464533564000000000
M(55,49) = -0.0384381068328870856077812034554000000000
M(55,54) = -0.0337709604359453110046629016660999999999
Their sum is = -0.264415217558850211113751674705889999997
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.100000033 E-31
**************************
The constant M(11,1) has to be equal to the sum of: 
M(55,1) = -0.0427655990187268579344339466504000000000
M(55,12) = -0.0277976809948537203580412969474000000000
M(55,23) = 0.00269087109376807774418777811229000000000
M(55,34) = -0.0292650839708189741303010516109000000000
Their sum is = -0.097137492890631474678588517096409999999
The constant M(11,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = -9.99999950 E-33
**************************
The constant M(11,2) has to be equal to the sum of: 
M(55,2) = 0.464013047692093134608782980464000000000
M(55,13) = 0.0356575807799441548781219911702000000000
M(55,24) = -0.0309606089202073732195057297453000000000
M(55,46) = -0.0272478180889631491481003276480000000000
Their sum is = 0.441462201462866767119298914240900000000
The constant M(11,2) is = 0.441462201462866767119298914241000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(11,3) has to be equal to the sum of: 
M(55,3) = 0.304081257488123601359554830960000000000
M(55,14) = -0.0394425305329677113047257723600000000000
M(55,36) = -0.0404758247650086853449446119967000000000
M(55,47) = -0.0183862428175209644027672488725000000000
Their sum is = 0.205776659372626240307117197730800000002
The constant M(11,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = -1.999999981 E-31
**************************
The constant M(11,4) has to be equal to the sum of: 
M(55,4) = -0.0243549129953647020645797808915000000000
M(55,26) = -0.0393110258673837064066466115883000000000
M(55,37) = -0.0140815962480152349892507520202000000000
M(55,48) = -0.0342228414296597824127009892080000000000
Their sum is = -0.111970376540423425873178133708000000000
The constant M(11,4) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,5) has to be equal to the sum of: 
M(55,16) = -0.0259199748072062705381022364664000000000
M(55,27) = -0.0351284657230895246420636928723000000000
M(55,38) = -0.0425064069474949049846075005589000000000
M(55,49) = -0.0384381068328870856077812034554000000000
And of the summand: 1/5
Their sum is = 0.0580070456893222142274453666470000000010
The constant M(11,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = 9.18354961 E-40
**************************
The constant M(11,6) has to be equal to the sum of: 
M(55,6) = -0.0268609354354742451587170339245000000000
M(55,17) = 0.0262660680803793461693181899693000000000
M(55,28) = -0.0282629403247634560445047550044000000000
M(55,39) = -0.0372598344114837480719464533564000000000
Their sum is = -0.066117642091342103105850052315999999999
The constant M(11,6) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(11,7) has to be equal to the sum of: 
M(55,7) = 0.106175184413401545593384574461000000000
M(55,18) = -0.0278716267537798252172223486786000000000
M(55,29) = -0.00288753910398846167710592253919000000000
M(55,51) = -0.0407333658108003538811651858936000000000
Their sum is = 0.0346826527448329048178911173496100000006
The constant M(11,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = -1.899999993 E-31
**************************
The constant M(11,8) has to be equal to the sum of: 
M(55,8) = -0.0352168844196019619052823155280000000000
M(55,19) = 0.0141146485528271610438611216058000000000
M(55,41) = -0.0135059302762753619487908139854000000000
M(55,52) = -0.0363919550849713348874860878964000000000
Their sum is = -0.071000121228021497697698095804000000000
The constant M(11,8) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,9) has to be equal to the sum of: 
M(55,9) = -0.0421502889080140050770039806869000000000
M(55,31) = -0.0095738232428639356884403009022100000000
M(55,42) = -0.0306840510105212424824856219687000000000
M(55,53) = -0.0191538368274633580151433421190000000000
Their sum is = -0.101561999988862541263073245676809999999
The constant M(11,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 1.900000004 E-31
**************************
The constant M(11,10) has to be equal to the sum of: 
M(55,21) = -0.0333492435836473261809359655514000000000
M(55,32) = -0.0378878319549267864473482160251000000000
M(55,43) = -0.0165447686172957855558997204257000000000
M(55,54) = -0.0337709604359453110046629016660999999999
Their sum is = -0.121552804591815209188846803668299999999
The constant M(11,10) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(56,1) = -0.0606353221148203445676706580114000000000
M(56,3) = 0.282888010867131084965976019314000000000
M(56,5) = 0.152962675161360403139382036032000000000
M(56,9) = -0.070857088449320446097225918880499999999
M(56,11) = 0.0387335717438244882843254364893000000000
M(56,13) = 0.0124843262653462238241132595342000000000
M(56,15) = -0.0486714456105390861025397514808000000000
M(56,17) = 0.0047793854663088857605410381321400000000
M(56,19) = -0.0132013587260175272846649317471000000000
M(56,23) = -0.0126615839470190804694768277692000000000
M(56,25) = -0.065697159291553094113435038796700000000
M(56,27) = -0.0474348286567383543832841674581000000000
M(56,29) = -0.0350552805013158645884352688865000000000
M(56,31) = -0.0319084011768857326983280797241000000000
M(56,33) = -0.0564186429422867329784405318549000000000
M(56,37) = -0.0345146479914363628299641537493000000000
M(56,39) = -0.0612327954768387835442289284114000000000
M(56,41) = -0.0375889127904178931274995163302000000000
M(56,43) = -0.0427130943178959988380933315552000000000
M(56,45) = -0.0547181049824419633175567267677000000000
M(56,47) = -0.0370683364223324730983560548030000000000
M(56,51) = -0.0559489502412905630054643449020000000000
M(56,53) = -0.0414832840555980097577536619072000000000
M(56,55) = -0.065398661818722848559350200714400000000
And of the summand: 1/7
Their sum is = -0.238502787152357216244573161390917142853
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 3.869980950 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(56,1) = -0.0606353221148203445676706580114000000000
M(56,5) = 0.152962675161360403139382036032000000000
M(56,9) = -0.070857088449320446097225918880499999999
M(56,13) = 0.0124843262653462238241132595342000000000
M(56,17) = 0.0047793854663088857605410381321400000000
M(56,25) = -0.065697159291553094113435038796700000000
M(56,29) = -0.0350552805013158645884352688865000000000
M(56,33) = -0.0564186429422867329784405318549000000000
M(56,37) = -0.0345146479914363628299641537493000000000
M(56,41) = -0.0375889127904178931274995163302000000000
M(56,45) = -0.0547181049824419633175567267677000000000
M(56,53) = -0.0414832840555980097577536619072000000000
Their sum is = -0.286742056226175198653945141486059999997
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -5.99999970 E-32
**************************
The constant M(4,3) has to be equal to the sum of: 
M(56,3) = 0.282888010867131084965976019314000000000
M(56,11) = 0.0387335717438244882843254364893000000000
M(56,15) = -0.0486714456105390861025397514808000000000
M(56,19) = -0.0132013587260175272846649317471000000000
M(56,23) = -0.0126615839470190804694768277692000000000
M(56,27) = -0.0474348286567383543832841674581000000000
M(56,31) = -0.0319084011768857326983280797241000000000
M(56,39) = -0.0612327954768387835442289284114000000000
M(56,43) = -0.0427130943178959988380933315552000000000
M(56,47) = -0.0370683364223324730983560548030000000000
M(56,51) = -0.0559489502412905630054643449020000000000
M(56,55) = -0.065398661818722848559350200714400000000
And of the summand: 1/7
Their sum is = 0.0482392690738179824093719800951428571442
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 2.428571443 E-31
**************************
The constant M(7,1) has to be equal to the sum of: 
M(56,1) = -0.0606353221148203445676706580114000000000
M(56,15) = -0.0486714456105390861025397514808000000000
M(56,29) = -0.0350552805013158645884352688865000000000
M(56,43) = -0.0427130943178959988380933315552000000000
Their sum is = -0.187075142544571294096739009933899999999
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(7,2) has to be equal to the sum of: 
M(56,9) = -0.070857088449320446097225918880499999999
M(56,23) = -0.0126615839470190804694768277692000000000
M(56,37) = -0.0345146479914363628299641537493000000000
M(56,51) = -0.0559489502412905630054643449020000000000
And of the summand: 1/2
Their sum is = 0.326017729370933547597868754699000000002
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = 1.469367939 E-39
**************************
The constant M(7,3) has to be equal to the sum of: 
M(56,3) = 0.282888010867131084965976019314000000000
M(56,17) = 0.0047793854663088857605410381321400000000
M(56,31) = -0.0319084011768857326983280797241000000000
M(56,45) = -0.0547181049824419633175567267677000000000
Their sum is = 0.201040890174112274710632250954340000000
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 3.400000000 E-31
**************************
The constant M(7,4) has to be equal to the sum of: 
M(56,11) = 0.0387335717438244882843254364893000000000
M(56,25) = -0.065697159291553094113435038796700000000
M(56,39) = -0.0612327954768387835442289284114000000000
M(56,53) = -0.0414832840555980097577536619072000000000
Their sum is = -0.129679667080165399131092192626000000000
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(7,5) has to be equal to the sum of: 
M(56,5) = 0.152962675161360403139382036032000000000
M(56,19) = -0.0132013587260175272846649317471000000000
M(56,33) = -0.0564186429422867329784405318549000000000
M(56,47) = -0.0370683364223324730983560548030000000000
Their sum is = 0.0462743370707236697779205176270000000012
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 1.000000011 E-31
**************************
The constant M(7,6) has to be equal to the sum of: 
M(56,13) = 0.0124843262653462238241132595342000000000
M(56,27) = -0.0474348286567383543832841674581000000000
M(56,41) = -0.0375889127904178931274995163302000000000
M(56,55) = -0.065398661818722848559350200714400000000
Their sum is = -0.137938077000532872246020624968500000000
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(8,1) has to be equal to the sum of: 
M(56,1) = -0.0606353221148203445676706580114000000000
M(56,9) = -0.070857088449320446097225918880499999999
M(56,17) = 0.0047793854663088857605410381321400000000
M(56,25) = -0.065697159291553094113435038796700000000
M(56,33) = -0.0564186429422867329784405318549000000000
M(56,41) = -0.0375889127904178931274995163302000000000
Their sum is = -0.286417740122089625123730625741559999998
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 4.400000016 E-31
**************************
The constant M(8,3) has to be equal to the sum of: 
M(56,3) = 0.282888010867131084965976019314000000000
M(56,11) = 0.0387335717438244882843254364893000000000
M(56,19) = -0.0132013587260175272846649317471000000000
M(56,27) = -0.0474348286567383543832841674581000000000
M(56,43) = -0.0427130943178959988380933315552000000000
M(56,51) = -0.0559489502412905630054643449020000000000
Their sum is = 0.162323350669013129738794680140900000001
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = -9.99999987 E-32
**************************
The constant M(8,5) has to be equal to the sum of: 
M(56,5) = 0.152962675161360403139382036032000000000
M(56,13) = 0.0124843262653462238241132595342000000000
M(56,29) = -0.0350552805013158645884352688865000000000
M(56,37) = -0.0345146479914363628299641537493000000000
M(56,45) = -0.0547181049824419633175567267677000000000
M(56,53) = -0.0414832840555980097577536619072000000000
Their sum is = -0.000324316104085573530214515744499999999135
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = 6.900000086478666213 E-32
**************************
The constant M(8,7) has to be equal to the sum of: 
M(56,15) = -0.0486714456105390861025397514808000000000
M(56,23) = -0.0126615839470190804694768277692000000000
M(56,31) = -0.0319084011768857326983280797241000000000
M(56,39) = -0.0612327954768387835442289284114000000000
M(56,47) = -0.0370683364223324730983560548030000000000
M(56,55) = -0.065398661818722848559350200714400000000
And of the summand: 1/7
Their sum is = -0.114084081595195147329422700045757142855
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = 2.428571446 E-31
**************************
The constant M(14,1) has to be equal to the sum of: 
M(56,1) = -0.0606353221148203445676706580114000000000
M(56,15) = -0.0486714456105390861025397514808000000000
M(56,29) = -0.0350552805013158645884352688865000000000
M(56,43) = -0.0427130943178959988380933315552000000000
Their sum is = -0.187075142544571294096739009933899999999
The constant M(14,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(14,3) has to be equal to the sum of: 
M(56,3) = 0.282888010867131084965976019314000000000
M(56,17) = 0.0047793854663088857605410381321400000000
M(56,31) = -0.0319084011768857326983280797241000000000
M(56,45) = -0.0547181049824419633175567267677000000000
Their sum is = 0.201040890174112274710632250954340000000
The constant M(14,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 3.400000000 E-31
**************************
The constant M(14,5) has to be equal to the sum of: 
M(56,5) = 0.152962675161360403139382036032000000000
M(56,19) = -0.0132013587260175272846649317471000000000
M(56,33) = -0.0564186429422867329784405318549000000000
M(56,47) = -0.0370683364223324730983560548030000000000
Their sum is = 0.0462743370707236697779205176270000000012
The constant M(14,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 1.000000011 E-31
**************************
The constant M(14,9) has to be equal to the sum of: 
M(56,9) = -0.070857088449320446097225918880499999999
M(56,23) = -0.0126615839470190804694768277692000000000
M(56,37) = -0.0345146479914363628299641537493000000000
M(56,51) = -0.0559489502412905630054643449020000000000
Their sum is = -0.173982270629066452402131245300999999999
The constant M(14,9) is = -0.173982270629066452402131245301000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(14,11) has to be equal to the sum of: 
M(56,11) = 0.0387335717438244882843254364893000000000
M(56,25) = -0.065697159291553094113435038796700000000
M(56,39) = -0.0612327954768387835442289284114000000000
M(56,53) = -0.0414832840555980097577536619072000000000
Their sum is = -0.129679667080165399131092192626000000000
The constant M(14,11) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(14,13) has to be equal to the sum of: 
M(56,13) = 0.0124843262653462238241132595342000000000
M(56,27) = -0.0474348286567383543832841674581000000000
M(56,41) = -0.0375889127904178931274995163302000000000
M(56,55) = -0.065398661818722848559350200714400000000
Their sum is = -0.137938077000532872246020624968500000000
The constant M(14,13) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(28,1) has to be equal to the sum of: 
M(56,1) = -0.0606353221148203445676706580114000000000
M(56,29) = -0.0350552805013158645884352688865000000000
Their sum is = -0.095690602616136209156105926897899999999
The constant M(28,1) is = -0.095690602616136209156105926898000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(28,3) has to be equal to the sum of: 
M(56,3) = 0.282888010867131084965976019314000000000
M(56,31) = -0.0319084011768857326983280797241000000000
Their sum is = 0.250979609690245352267647939589900000000
The constant M(28,3) is = 0.250979609690245352267647939590000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(28,5) has to be equal to the sum of: 
M(56,5) = 0.152962675161360403139382036032000000000
M(56,33) = -0.0564186429422867329784405318549000000000
Their sum is = 0.096544032219073670160941504177100000001
The constant M(28,5) is = 0.096544032219073670160941504177000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(28,9) has to be equal to the sum of: 
M(56,9) = -0.070857088449320446097225918880499999999
M(56,37) = -0.0345146479914363628299641537493000000000
Their sum is = -0.105371736440756808927190072629799999999
The constant M(28,9) is = -0.105371736440756808927190072630000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(28,11) has to be equal to the sum of: 
M(56,11) = 0.0387335717438244882843254364893000000000
M(56,39) = -0.0612327954768387835442289284114000000000
Their sum is = -0.0224992237330142952599034919220999999999
The constant M(28,11) is = -0.0224992237330142952599034919221000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(28,13) has to be equal to the sum of: 
M(56,13) = 0.0124843262653462238241132595342000000000
M(56,41) = -0.0375889127904178931274995163302000000000
Their sum is = -0.0251045865250716693033862567960000000001
The constant M(28,13) is = -0.0251045865250716693033862567960000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(28,15) has to be equal to the sum of: 
M(56,15) = -0.0486714456105390861025397514808000000000
M(56,43) = -0.0427130943178959988380933315552000000000
Their sum is = -0.091384539928435084940633083036000000000
The constant M(28,15) is = -0.091384539928435084940633083036000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(28,17) has to be equal to the sum of: 
M(56,17) = 0.0047793854663088857605410381321400000000
M(56,45) = -0.0547181049824419633175567267677000000000
Their sum is = -0.0499387195161330775570156886355600000000
The constant M(28,17) is = -0.0499387195161330775570156886355000000000
The difference (constant-sum) is = -5.99999999 E-32
**************************
The constant M(28,19) has to be equal to the sum of: 
M(56,19) = -0.0132013587260175272846649317471000000000
M(56,47) = -0.0370683364223324730983560548030000000000
Their sum is = -0.0502696951483500003830209865500999999998
The constant M(28,19) is = -0.0502696951483500003830209865501000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(28,23) has to be equal to the sum of: 
M(56,23) = -0.0126615839470190804694768277692000000000
M(56,51) = -0.0559489502412905630054643449020000000000
Their sum is = -0.068610534188309643474941172671199999999
The constant M(28,23) is = -0.068610534188309643474941172671200000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(28,25) has to be equal to the sum of: 
M(56,25) = -0.065697159291553094113435038796700000000
M(56,53) = -0.0414832840555980097577536619072000000000
Their sum is = -0.107180443347151103871188700703900000000
The constant M(28,25) is = -0.107180443347151103871188700704000000000
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(28,27) has to be equal to the sum of: 
M(56,27) = -0.0474348286567383543832841674581000000000
M(56,55) = -0.065398661818722848559350200714400000000
Their sum is = -0.112833490475461202942634368172500000000
The constant M(28,27) is = -0.112833490475461202942634368172000000000
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(57,1) = -0.0467295282251101079041044836485000000000
M(57,4) = -0.0331512737588685339967069126366000000000
M(57,7) = 0.097905644039871925246216830901800000000
M(57,10) = -0.0267790214304615648039145340717000000000
M(57,13) = 0.0381442932955939412350051737434000000000
M(57,16) = -0.0379361251857232217541424482513000000000
M(57,22) = -0.0292762334736360571608453132068000000000
M(57,25) = -0.0416351869473794731630262741094000000000
M(57,28) = -0.0414406317460563733841091693516000000000
M(57,31) = -0.0139699013424707606399966500966000000000
M(57,34) = -0.0476027268203534735421494356475000000000
M(57,37) = -0.0142613720756469445331224725530000000000
M(57,40) = -0.0351612251663647368272178254817000000000
M(57,43) = -0.0158264905670142020379604664252000000000
M(57,46) = -0.0390766931257500484330958566179000000000
M(57,49) = -0.0417150561058569219325813804978000000000
M(57,52) = -0.0356099918809881726631660354954000000000
M(57,55) = -0.0454005379405968238773638927027000000000
And of the summand: 1/19
Their sum is = -0.356890479509443129119649567201131578942
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -1.315789410 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(57,2) = 0.474039281074051307841850965627000000000
M(57,5) = 0.156936871560105785938936212919000000000
M(57,8) = -0.0403134336804714887807523058072000000000
M(57,11) = 0.0482667331914167380162882869121000000000
M(57,14) = -0.0369933475153983039814837510605000000000
M(57,17) = 0.0187367331901330387044054254945000000000
M(57,20) = -0.0432386943862808426196445550240000000000
M(57,23) = 0.0071411919291532805397282862730200000000
M(57,26) = -0.0308260386247552231924471838997000000000
M(57,29) = -0.0119835145089315897416962945560000000000
M(57,32) = -0.0333959829627718031571603494858999999999
M(57,35) = -0.0390863634466456460224785077636000000000
M(57,41) = -0.0195139928171035620767866373038000000000
M(57,44) = -0.0388566131479895127658903614348000000000
M(57,47) = -0.0268537043305245536463535927682000000000
M(57,50) = -0.0394066779342718501793924738621000000000
M(57,53) = -0.0238772414546909652870442603017000000000
M(57,56) = -0.0357208471112722300483358314813000000000
Their sum is = 0.285054359023752579541743072476820000007
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -1.799999925 E-31
**************************
The constant M(19,1) has to be equal to the sum of: 
M(57,1) = -0.0467295282251101079041044836485000000000
M(57,20) = -0.0432386943862808426196445550240000000000
Their sum is = -0.089968222611390950523749038672500000000
The constant M(19,1) is = -0.089968222611390950523749038672500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,2) has to be equal to the sum of: 
M(57,2) = 0.474039281074051307841850965627000000000
M(57,40) = -0.0351612251663647368272178254817000000000
Their sum is = 0.438878055907686571014633140145300000000
The constant M(19,2) is = 0.438878055907686571014633140145000000000
The difference (constant-sum) is = 3.000000012 E-31
**************************
The constant M(19,3) has to be equal to the sum of: 
M(57,22) = -0.0292762334736360571608453132068000000000
M(57,41) = -0.0195139928171035620767866373038000000000
And of the summand: 1/3
Their sum is = 0.284543107042593714095701382822733333334
The constant M(19,3) is = 0.284543107042593714095701382823000000000
The difference (constant-sum) is = -2.666666652 E-31
**************************
The constant M(19,4) has to be equal to the sum of: 
M(57,4) = -0.0331512737588685339967069126366000000000
M(57,23) = 0.0071411919291532805397282862730200000000
Their sum is = -0.0260100818297152534569786263635800000002
The constant M(19,4) is = -0.0260100818297152534569786263636000000000
The difference (constant-sum) is = 1.999999983 E-32
**************************
The constant M(19,5) has to be equal to the sum of: 
M(57,5) = 0.156936871560105785938936212919000000000
M(57,43) = -0.0158264905670142020379604664252000000000
Their sum is = 0.141110380993091583900975746493800000000
The constant M(19,5) is = 0.141110380993091583900975746493999999999
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(19,6) has to be equal to the sum of: 
M(57,25) = -0.0416351869473794731630262741094000000000
M(57,44) = -0.0388566131479895127658903614348000000000
Their sum is = -0.080491800095368985928916635544200000000
The constant M(19,6) is = -0.080491800095368985928916635544200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,7) has to be equal to the sum of: 
M(57,7) = 0.097905644039871925246216830901800000000
M(57,26) = -0.0308260386247552231924471838997000000000
Their sum is = 0.067079605415116702053769647002100000000
The constant M(19,7) is = 0.067079605415116702053769647002100000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,8) has to be equal to the sum of: 
M(57,8) = -0.0403134336804714887807523058072000000000
M(57,46) = -0.0390766931257500484330958566179000000000
Their sum is = -0.079390126806221537213848162425100000000
The constant M(19,8) is = -0.079390126806221537213848162425200000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(19,9) has to be equal to the sum of: 
M(57,28) = -0.0414406317460563733841091693516000000000
M(57,47) = -0.0268537043305245536463535927682000000000
Their sum is = -0.068294336076580927030462762119799999999
The constant M(19,9) is = -0.068294336076580927030462762119800000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(19,10) has to be equal to the sum of: 
M(57,10) = -0.0267790214304615648039145340717000000000
M(57,29) = -0.0119835145089315897416962945560000000000
Their sum is = -0.0387625359393931545456108286277000000000
The constant M(19,10) is = -0.0387625359393931545456108286277000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(19,11) has to be equal to the sum of: 
M(57,11) = 0.0482667331914167380162882869121000000000
M(57,49) = -0.0417150561058569219325813804978000000000
Their sum is = 0.0065516770855598160837069064143000000001
The constant M(19,11) is = 0.0065516770855598160837069064142600000000
The difference (constant-sum) is = 4.000000013 E-32
**************************
The constant M(19,12) has to be equal to the sum of: 
M(57,31) = -0.0139699013424707606399966500966000000000
M(57,50) = -0.0394066779342718501793924738621000000000
Their sum is = -0.0533765792767426108193891239586999999998
The constant M(19,12) is = -0.0533765792767426108193891239587000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(19,13) has to be equal to the sum of: 
M(57,13) = 0.0381442932955939412350051737434000000000
M(57,32) = -0.0333959829627718031571603494858999999999
Their sum is = 0.0047483103328221380778448242575000000001
The constant M(19,13) is = 0.0047483103328221380778448242575200000000
The difference (constant-sum) is = -1.999999988 E-32
**************************
The constant M(19,14) has to be equal to the sum of: 
M(57,14) = -0.0369933475153983039814837510605000000000
M(57,52) = -0.0356099918809881726631660354954000000000
Their sum is = -0.072603339396386476644649786555899999999
The constant M(19,14) is = -0.072603339396386476644649786555900000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(19,15) has to be equal to the sum of: 
M(57,34) = -0.0476027268203534735421494356475000000000
M(57,53) = -0.0238772414546909652870442603017000000000
Their sum is = -0.071479968275044438829193695949200000000
The constant M(19,15) is = -0.071479968275044438829193695949200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,16) has to be equal to the sum of: 
M(57,16) = -0.0379361251857232217541424482513000000000
M(57,35) = -0.0390863634466456460224785077636000000000
Their sum is = -0.077022488632368867776620956014899999999
The constant M(19,16) is = -0.077022488632368867776620956014900000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(19,17) has to be equal to the sum of: 
M(57,17) = 0.0187367331901330387044054254945000000000
M(57,55) = -0.0454005379405968238773638927027000000000
Their sum is = -0.0266638047504637851729584672082000000001
The constant M(19,17) is = -0.0266638047504637851729584672082000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(19,18) has to be equal to the sum of: 
M(57,37) = -0.0142613720756469445331224725530000000000
M(57,56) = -0.0357208471112722300483358314813000000000
Their sum is = -0.0499822191869191745814583040343000000000
The constant M(19,18) is = -0.0499822191869191745814583040343000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(58,1) = -0.0417356499169579406208082435954000000000
M(58,3) = 0.292168412254037215975645844125000000001
M(58,5) = 0.144248388459483323814156481831999999999
M(58,7) = 0.087816134208400936853058458210900000000
M(58,9) = -0.0478793538480574964601484552109000000000
M(58,11) = 0.0354561687570660089727230904596000000000
M(58,13) = 0.0292646727862489336601167342201000000000
M(58,15) = -0.0397731134842130270393193355502000000000
M(58,17) = 0.000293476655225282963540609203749000000000
M(58,19) = 0.00056152624622702345101466215429400000000
M(58,21) = -0.0424878242575458403328791615640000000000
M(58,23) = -0.0059315662940235755853280084798500000000
M(58,25) = -0.0414392827293251104187943430269000000000
M(58,27) = -0.0566314149686375704820009615283000000000
M(58,31) = -0.0174671692704521242988860973561000000000
M(58,33) = -0.0558782007307700609098236968187000000000
M(58,35) = -0.0550157080706364718589998482165000000000
M(58,37) = -0.0279131636144892226465226286050000000000
M(58,39) = -0.0493733310038788886148071002409000000000
M(58,41) = -0.0281297559956156333107015574171000000000
M(58,43) = -0.0296402516644303204114059889711000000000
M(58,45) = -0.0510605768264662486430050368416000000000
M(58,47) = -0.0331775346968344535088997104681000000000
M(58,49) = -0.0452858350940568672950964774843000000000
M(58,51) = -0.0456868833210664494640065654302000000000
M(58,53) = -0.0418557329231860777427863526919000000000
M(58,55) = -0.0500715578626726043835579654016000000000
M(58,57) = -0.0563604185664196130794652998017000000000
And of the summand: 1/29
Their sum is = -0.238502787152357216244573161391258724129
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 4.541681924 E-32
**************************
The constant M(29,1) has to be equal to the sum of: 
M(58,1) = -0.0417356499169579406208082435954000000000
Their sum is = -0.0417356499169579406208082435954000000000
The constant M(29,1) is = -0.0417356499169579406208082435954000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,2) has to be equal to the sum of: 
M(58,31) = -0.0174671692704521242988860973561000000000
And of the summand: 1/2
Their sum is = 0.482532830729547875701113902643900000000
The constant M(29,2) is = 0.482532830729547875701113902644000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(29,3) has to be equal to the sum of: 
M(58,3) = 0.292168412254037215975645844125000000001
Their sum is = 0.292168412254037215975645844125000000001
The constant M(29,3) is = 0.292168412254037215975645844125000000001
The difference (constant-sum) is = 0.E-39
**************************
The constant M(29,4) has to be equal to the sum of: 
M(58,33) = -0.0558782007307700609098236968187000000000
Their sum is = -0.0558782007307700609098236968187000000000
The constant M(29,4) is = -0.0558782007307700609098236968187000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,5) has to be equal to the sum of: 
M(58,5) = 0.144248388459483323814156481831999999999
Their sum is = 0.144248388459483323814156481831999999999
The constant M(29,5) is = 0.144248388459483323814156481831999999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(29,6) has to be equal to the sum of: 
M(58,35) = -0.0550157080706364718589998482165000000000
Their sum is = -0.0550157080706364718589998482165000000000
The constant M(29,6) is = -0.0550157080706364718589998482165000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,7) has to be equal to the sum of: 
M(58,7) = 0.087816134208400936853058458210900000000
Their sum is = 0.087816134208400936853058458210900000000
The constant M(29,7) is = 0.087816134208400936853058458210900000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(29,8) has to be equal to the sum of: 
M(58,37) = -0.0279131636144892226465226286050000000000
Their sum is = -0.0279131636144892226465226286050000000000
The constant M(29,8) is = -0.0279131636144892226465226286050000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,9) has to be equal to the sum of: 
M(58,9) = -0.0478793538480574964601484552109000000000
Their sum is = -0.0478793538480574964601484552109000000000
The constant M(29,9) is = -0.0478793538480574964601484552109000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,10) has to be equal to the sum of: 
M(58,39) = -0.0493733310038788886148071002409000000000
Their sum is = -0.0493733310038788886148071002409000000000
The constant M(29,10) is = -0.0493733310038788886148071002409000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,11) has to be equal to the sum of: 
M(58,11) = 0.0354561687570660089727230904596000000000
Their sum is = 0.0354561687570660089727230904596000000000
The constant M(29,11) is = 0.0354561687570660089727230904596000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,12) has to be equal to the sum of: 
M(58,41) = -0.0281297559956156333107015574171000000000
Their sum is = -0.0281297559956156333107015574171000000000
The constant M(29,12) is = -0.0281297559956156333107015574171000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,13) has to be equal to the sum of: 
M(58,13) = 0.0292646727862489336601167342201000000000
Their sum is = 0.0292646727862489336601167342201000000000
The constant M(29,13) is = 0.0292646727862489336601167342201000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,14) has to be equal to the sum of: 
M(58,43) = -0.0296402516644303204114059889711000000000
Their sum is = -0.0296402516644303204114059889711000000000
The constant M(29,14) is = -0.0296402516644303204114059889711000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,15) has to be equal to the sum of: 
M(58,15) = -0.0397731134842130270393193355502000000000
Their sum is = -0.0397731134842130270393193355502000000000
The constant M(29,15) is = -0.0397731134842130270393193355502000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,16) has to be equal to the sum of: 
M(58,45) = -0.0510605768264662486430050368416000000000
Their sum is = -0.0510605768264662486430050368416000000000
The constant M(29,16) is = -0.0510605768264662486430050368416000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,17) has to be equal to the sum of: 
M(58,17) = 0.000293476655225282963540609203749000000000
Their sum is = 0.000293476655225282963540609203749000000000
The constant M(29,17) is = 0.000293476655225282963540609203749000000000
The difference (constant-sum) is = 0.E-42
**************************
The constant M(29,18) has to be equal to the sum of: 
M(58,47) = -0.0331775346968344535088997104681000000000
Their sum is = -0.0331775346968344535088997104681000000000
The constant M(29,18) is = -0.0331775346968344535088997104681000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,19) has to be equal to the sum of: 
M(58,19) = 0.00056152624622702345101466215429400000000
Their sum is = 0.00056152624622702345101466215429400000000
The constant M(29,19) is = 0.00056152624622702345101466215429400000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(29,20) has to be equal to the sum of: 
M(58,49) = -0.0452858350940568672950964774843000000000
Their sum is = -0.0452858350940568672950964774843000000000
The constant M(29,20) is = -0.0452858350940568672950964774843000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,21) has to be equal to the sum of: 
M(58,21) = -0.0424878242575458403328791615640000000000
Their sum is = -0.0424878242575458403328791615640000000000
The constant M(29,21) is = -0.0424878242575458403328791615640000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,22) has to be equal to the sum of: 
M(58,51) = -0.0456868833210664494640065654302000000000
Their sum is = -0.0456868833210664494640065654302000000000
The constant M(29,22) is = -0.0456868833210664494640065654302000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,23) has to be equal to the sum of: 
M(58,23) = -0.0059315662940235755853280084798500000000
Their sum is = -0.0059315662940235755853280084798500000000
The constant M(29,23) is = -0.0059315662940235755853280084798500000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,24) has to be equal to the sum of: 
M(58,53) = -0.0418557329231860777427863526919000000000
Their sum is = -0.0418557329231860777427863526919000000000
The constant M(29,24) is = -0.0418557329231860777427863526919000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,25) has to be equal to the sum of: 
M(58,25) = -0.0414392827293251104187943430269000000000
Their sum is = -0.0414392827293251104187943430269000000000
The constant M(29,25) is = -0.0414392827293251104187943430269000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,26) has to be equal to the sum of: 
M(58,55) = -0.0500715578626726043835579654016000000000
Their sum is = -0.0500715578626726043835579654016000000000
The constant M(29,26) is = -0.0500715578626726043835579654016000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,27) has to be equal to the sum of: 
M(58,27) = -0.0566314149686375704820009615283000000000
Their sum is = -0.0566314149686375704820009615283000000000
The constant M(29,27) is = -0.0566314149686375704820009615283000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,28) has to be equal to the sum of: 
M(58,57) = -0.0563604185664196130794652998017000000000
Their sum is = -0.0563604185664196130794652998017000000000
The constant M(29,28) is = -0.0563604185664196130794652998017000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(60,1) = -0.088829561210208464478947040363800000000
M(60,7) = 0.0602489707393855838139346284208000000000
M(60,11) = 0.0110827997364182743563691644236000000000
M(60,13) = -0.0101752626151534454794582696462000000000
M(60,17) = -0.0347696629926198445544019198670000000000
M(60,19) = -0.0318005417985281333317451912557999999999
M(60,23) = -0.0480896066616131906402970571557000000000
M(60,29) = -0.0537540250197846711076407571475000000000
M(60,31) = -0.0618184177533590676433756916161000000000
M(60,37) = -0.0609227023705706176508138504407000000000
M(60,41) = -0.069269270760109725373414376141600000000
M(60,43) = -0.065494726629035245853524801115700000000
M(60,47) = -0.068460129024219903446676029820799999999
M(60,49) = -0.098098237871973738495719351183800000000
M(60,53) = -0.070923333385754691513549576695600000000
M(60,59) = -0.080762412868563668178646375118699999999
And of the summand: 1/3
And of the summand: 1/5
Their sum is = -0.238502787152357216244573161391266666659
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 3.747428971 E-32
**************************
The constant M(3,1) has to be equal to the sum of: 
M(60,1) = -0.088829561210208464478947040363800000000
M(60,7) = 0.0602489707393855838139346284208000000000
M(60,13) = -0.0101752626151534454794582696462000000000
M(60,19) = -0.0318005417985281333317451912557999999999
M(60,31) = -0.0618184177533590676433756916161000000000
M(60,37) = -0.0609227023705706176508138504407000000000
M(60,43) = -0.065494726629035245853524801115700000000
M(60,49) = -0.098098237871973738495719351183800000000
Their sum is = -0.356890479509443129119649567201299999998
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -2.999999983 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(60,11) = 0.0110827997364182743563691644236000000000
M(60,17) = -0.0347696629926198445544019198670000000000
M(60,23) = -0.0480896066616131906402970571557000000000
M(60,29) = -0.0537540250197846711076407571475000000000
M(60,41) = -0.069269270760109725373414376141600000000
M(60,47) = -0.068460129024219903446676029820799999999
M(60,53) = -0.070923333385754691513549576695600000000
M(60,59) = -0.080762412868563668178646375118699999999
And of the summand: 1/2
And of the summand: 1/5
Their sum is = 0.285054359023752579541743072476700000003
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -2.999999968 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(60,1) = -0.088829561210208464478947040363800000000
M(60,13) = -0.0101752626151534454794582696462000000000
M(60,17) = -0.0347696629926198445544019198670000000000
M(60,29) = -0.0537540250197846711076407571475000000000
M(60,37) = -0.0609227023705706176508138504407000000000
M(60,41) = -0.069269270760109725373414376141600000000
M(60,49) = -0.098098237871973738495719351183800000000
M(60,53) = -0.070923333385754691513549576695600000000
And of the summand: 1/5
Their sum is = -0.286742056226175198653945141486199999995
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -1.999999945 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(60,7) = 0.0602489707393855838139346284208000000000
M(60,11) = 0.0110827997364182743563691644236000000000
M(60,19) = -0.0318005417985281333317451912557999999999
M(60,23) = -0.0480896066616131906402970571557000000000
M(60,31) = -0.0618184177533590676433756916161000000000
M(60,43) = -0.065494726629035245853524801115700000000
M(60,47) = -0.068460129024219903446676029820799999999
M(60,59) = -0.080762412868563668178646375118699999999
And of the summand: 1/3
Their sum is = 0.0482392690738179824093719800949333333356
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 3.333333554 E-32
**************************
The constant M(5,1) has to be equal to the sum of: 
M(60,1) = -0.088829561210208464478947040363800000000
M(60,11) = 0.0110827997364182743563691644236000000000
M(60,31) = -0.0618184177533590676433756916161000000000
M(60,41) = -0.069269270760109725373414376141600000000
Their sum is = -0.208834449987258983139367943697900000000
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(60,7) = 0.0602489707393855838139346284208000000000
M(60,17) = -0.0347696629926198445544019198670000000000
M(60,37) = -0.0609227023705706176508138504407000000000
M(60,47) = -0.068460129024219903446676029820799999999
And of the summand: 1/2
Their sum is = 0.396096476351975218162042828292300000000
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 2.999999998 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(60,13) = -0.0101752626151534454794582696462000000000
M(60,23) = -0.0480896066616131906402970571557000000000
M(60,43) = -0.065494726629035245853524801115700000000
M(60,53) = -0.070923333385754691513549576695600000000
And of the summand: 1/3
Their sum is = 0.138650404041776759846503628720133333334
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 1.333333340 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(60,19) = -0.0318005417985281333317451912557999999999
M(60,29) = -0.0537540250197846711076407571475000000000
M(60,49) = -0.098098237871973738495719351183800000000
M(60,59) = -0.080762412868563668178646375118699999999
Their sum is = -0.264415217558850211113751674705799999999
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 2.000000018 E-31
**************************
The constant M(6,1) has to be equal to the sum of: 
M(60,1) = -0.088829561210208464478947040363800000000
M(60,7) = 0.0602489707393855838139346284208000000000
M(60,13) = -0.0101752626151534454794582696462000000000
M(60,19) = -0.0318005417985281333317451912557999999999
M(60,31) = -0.0618184177533590676433756916161000000000
M(60,37) = -0.0609227023705706176508138504407000000000
M(60,43) = -0.065494726629035245853524801115700000000
M(60,49) = -0.098098237871973738495719351183800000000
Their sum is = -0.356890479509443129119649567201299999998
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -2.999999983 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(60,11) = 0.0110827997364182743563691644236000000000
M(60,17) = -0.0347696629926198445544019198670000000000
M(60,23) = -0.0480896066616131906402970571557000000000
M(60,29) = -0.0537540250197846711076407571475000000000
M(60,41) = -0.069269270760109725373414376141600000000
M(60,47) = -0.068460129024219903446676029820799999999
M(60,53) = -0.070923333385754691513549576695600000000
M(60,59) = -0.080762412868563668178646375118699999999
And of the summand: 1/5
Their sum is = -0.214945640976247420458256927523299999995
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -2.999999954 E-31
**************************
The constant M(10,1) has to be equal to the sum of: 
M(60,1) = -0.088829561210208464478947040363800000000
M(60,11) = 0.0110827997364182743563691644236000000000
M(60,31) = -0.0618184177533590676433756916161000000000
M(60,41) = -0.069269270760109725373414376141600000000
Their sum is = -0.208834449987258983139367943697900000000
The constant M(10,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(10,3) has to be equal to the sum of: 
M(60,13) = -0.0101752626151534454794582696462000000000
M(60,23) = -0.0480896066616131906402970571557000000000
M(60,43) = -0.065494726629035245853524801115700000000
M(60,53) = -0.070923333385754691513549576695600000000
And of the summand: 1/3
Their sum is = 0.138650404041776759846503628720133333334
The constant M(10,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 1.333333340 E-31
**************************
The constant M(10,7) has to be equal to the sum of: 
M(60,7) = 0.0602489707393855838139346284208000000000
M(60,17) = -0.0347696629926198445544019198670000000000
M(60,37) = -0.0609227023705706176508138504407000000000
M(60,47) = -0.068460129024219903446676029820799999999
Their sum is = -0.103903523648024781837957171707700000000
The constant M(10,7) is = -0.103903523648024781837957171708000000000
The difference (constant-sum) is = 3.000000001 E-31
**************************
The constant M(10,9) has to be equal to the sum of: 
M(60,19) = -0.0318005417985281333317451912557999999999
M(60,29) = -0.0537540250197846711076407571475000000000
M(60,49) = -0.098098237871973738495719351183800000000
M(60,59) = -0.080762412868563668178646375118699999999
Their sum is = -0.264415217558850211113751674705799999999
The constant M(10,9) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 2.000000018 E-31
**************************
The constant M(12,1) has to be equal to the sum of: 
M(60,1) = -0.088829561210208464478947040363800000000
M(60,13) = -0.0101752626151534454794582696462000000000
M(60,37) = -0.0609227023705706176508138504407000000000
M(60,49) = -0.098098237871973738495719351183800000000
Their sum is = -0.258025764067906266104938511634499999998
The constant M(12,1) is = -0.258025764067906266104938511634000000000
The difference (constant-sum) is = -4.999999986 E-31
**************************
The constant M(12,5) has to be equal to the sum of: 
M(60,17) = -0.0347696629926198445544019198670000000000
M(60,29) = -0.0537540250197846711076407571475000000000
M(60,41) = -0.069269270760109725373414376141600000000
M(60,53) = -0.070923333385754691513549576695600000000
And of the summand: 1/5
Their sum is = -0.0287162921582689325490066298516999999986
The constant M(12,5) is = -0.0287162921582689325490066298518000000000
The difference (constant-sum) is = 1.000000013 E-31
**************************
The constant M(12,7) has to be equal to the sum of: 
M(60,7) = 0.0602489707393855838139346284208000000000
M(60,19) = -0.0318005417985281333317451912557999999999
M(60,31) = -0.0618184177533590676433756916161000000000
M(60,43) = -0.065494726629035245853524801115700000000
Their sum is = -0.098864715441536863014711055566799999999
The constant M(12,7) is = -0.098864715441536863014711055566800000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(12,11) has to be equal to the sum of: 
M(60,11) = 0.0110827997364182743563691644236000000000
M(60,23) = -0.0480896066616131906402970571557000000000
M(60,47) = -0.068460129024219903446676029820799999999
M(60,59) = -0.080762412868563668178646375118699999999
Their sum is = -0.186229348817978487909250297671599999999
The constant M(12,11) is = -0.186229348817978487909250297672000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(15,1) has to be equal to the sum of: 
M(60,1) = -0.088829561210208464478947040363800000000
M(60,31) = -0.0618184177533590676433756916161000000000
Their sum is = -0.150647978963567532122322731979899999999
The constant M(15,1) is = -0.150647978963567532122322731980000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(15,2) has to be equal to the sum of: 
M(60,17) = -0.0347696629926198445544019198670000000000
M(60,47) = -0.068460129024219903446676029820799999999
And of the summand: 1/2
Their sum is = 0.396770207983160251998922050312200000000
The constant M(15,2) is = 0.396770207983160251998922050312000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(15,4) has to be equal to the sum of: 
M(60,19) = -0.0318005417985281333317451912557999999999
M(60,49) = -0.098098237871973738495719351183800000000
Their sum is = -0.129898779670501871827464542439599999999
The constant M(15,4) is = -0.129898779670501871827464542440000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(15,7) has to be equal to the sum of: 
M(60,7) = 0.0602489707393855838139346284208000000000
M(60,37) = -0.0609227023705706176508138504407000000000
Their sum is = -0.00067373163118503383687922201990000000015
The constant M(15,7) is = -0.00067373163118503383687922201990400000000
The difference (constant-sum) is = 3.999999849 E-33
**************************
The constant M(15,8) has to be equal to the sum of: 
M(60,23) = -0.0480896066616131906402970571557000000000
M(60,53) = -0.070923333385754691513549576695600000000
Their sum is = -0.119012940047367882153846633851299999999
The constant M(15,8) is = -0.119012940047367882153846633851000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(15,11) has to be equal to the sum of: 
M(60,11) = 0.0110827997364182743563691644236000000000
M(60,41) = -0.069269270760109725373414376141600000000
Their sum is = -0.0581864710236914510170452117180000000002
The constant M(15,11) is = -0.0581864710236914510170452117180000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(15,13) has to be equal to the sum of: 
M(60,13) = -0.0101752626151534454794582696462000000000
M(60,43) = -0.065494726629035245853524801115700000000
Their sum is = -0.075669989244188691332983070761899999999
The constant M(15,13) is = -0.075669989244188691332983070761800000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(15,14) has to be equal to the sum of: 
M(60,29) = -0.0537540250197846711076407571475000000000
M(60,59) = -0.080762412868563668178646375118699999999
Their sum is = -0.134516437888348339286287132266199999999
The constant M(15,14) is = -0.134516437888348339286287132265999999999
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(20,1) has to be equal to the sum of: 
M(60,1) = -0.088829561210208464478947040363800000000
M(60,41) = -0.069269270760109725373414376141600000000
Their sum is = -0.158098831970318189852361416505400000000
The constant M(20,1) is = -0.158098831970318189852361416505000000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(20,3) has to be equal to the sum of: 
M(60,23) = -0.0480896066616131906402970571557000000000
M(60,43) = -0.065494726629035245853524801115700000000
And of the summand: 1/3
Their sum is = 0.219749000042684896839511475061933333334
The constant M(20,3) is = 0.219749000042684896839511475062000000000
The difference (constant-sum) is = -6.66666663 E-32
**************************
The constant M(20,7) has to be equal to the sum of: 
M(60,7) = 0.0602489707393855838139346284208000000000
M(60,47) = -0.068460129024219903446676029820799999999
Their sum is = -0.0082111582848343196327414014000000000001
The constant M(20,7) is = -0.0082111582848343196327414014000600000000
The difference (constant-sum) is = 5.99999999 E-32
**************************
The constant M(20,9) has to be equal to the sum of: 
M(60,29) = -0.0537540250197846711076407571475000000000
M(60,49) = -0.098098237871973738495719351183800000000
Their sum is = -0.151852262891758409603360108331299999999
The constant M(20,9) is = -0.151852262891758409603360108330999999999
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(20,11) has to be equal to the sum of: 
M(60,11) = 0.0110827997364182743563691644236000000000
M(60,31) = -0.0618184177533590676433756916161000000000
Their sum is = -0.0507356180169407932870065271925000000000
The constant M(20,11) is = -0.0507356180169407932870065271925000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(20,13) has to be equal to the sum of: 
M(60,13) = -0.0101752626151534454794582696462000000000
M(60,53) = -0.070923333385754691513549576695600000000
Their sum is = -0.081098596000908136993007846341799999999
The constant M(20,13) is = -0.081098596000908136993007846341800000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(20,17) has to be equal to the sum of: 
M(60,17) = -0.0347696629926198445544019198670000000000
M(60,37) = -0.0609227023705706176508138504407000000000
Their sum is = -0.095692365363190462205215770307700000000
The constant M(20,17) is = -0.095692365363190462205215770307700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(20,19) has to be equal to the sum of: 
M(60,19) = -0.0318005417985281333317451912557999999999
M(60,59) = -0.080762412868563668178646375118699999999
Their sum is = -0.112562954667091801510391566374500000000
The constant M(20,19) is = -0.112562954667091801510391566375000000000
The difference (constant-sum) is = 5.000000002 E-31
**************************
The constant M(30,1) has to be equal to the sum of: 
M(60,1) = -0.088829561210208464478947040363800000000
M(60,31) = -0.0618184177533590676433756916161000000000
Their sum is = -0.150647978963567532122322731979899999999
The constant M(30,1) is = -0.150647978963567532122322731980000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(30,7) has to be equal to the sum of: 
M(60,7) = 0.0602489707393855838139346284208000000000
M(60,37) = -0.0609227023705706176508138504407000000000
Their sum is = -0.00067373163118503383687922201990000000015
The constant M(30,7) is = -0.00067373163118503383687922201990400000000
The difference (constant-sum) is = 3.999999849 E-33
**************************
The constant M(30,11) has to be equal to the sum of: 
M(60,11) = 0.0110827997364182743563691644236000000000
M(60,41) = -0.069269270760109725373414376141600000000
Their sum is = -0.0581864710236914510170452117180000000002
The constant M(30,11) is = -0.0581864710236914510170452117180000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(30,13) has to be equal to the sum of: 
M(60,13) = -0.0101752626151534454794582696462000000000
M(60,43) = -0.065494726629035245853524801115700000000
Their sum is = -0.075669989244188691332983070761899999999
The constant M(30,13) is = -0.075669989244188691332983070761800000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(30,17) has to be equal to the sum of: 
M(60,17) = -0.0347696629926198445544019198670000000000
M(60,47) = -0.068460129024219903446676029820799999999
Their sum is = -0.103229792016839748001077949687800000000
The constant M(30,17) is = -0.103229792016839748001077949688000000000
The difference (constant-sum) is = 2.000000000 E-31
**************************
The constant M(30,19) has to be equal to the sum of: 
M(60,19) = -0.0318005417985281333317451912557999999999
M(60,49) = -0.098098237871973738495719351183800000000
Their sum is = -0.129898779670501871827464542439599999999
The constant M(30,19) is = -0.129898779670501871827464542440000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(30,23) has to be equal to the sum of: 
M(60,23) = -0.0480896066616131906402970571557000000000
M(60,53) = -0.070923333385754691513549576695600000000
Their sum is = -0.119012940047367882153846633851299999999
The constant M(30,23) is = -0.119012940047367882153846633851000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(30,29) has to be equal to the sum of: 
M(60,29) = -0.0537540250197846711076407571475000000000
M(60,59) = -0.080762412868563668178646375118699999999
Their sum is = -0.134516437888348339286287132266199999999
The constant M(30,29) is = -0.134516437888348339286287132265999999999
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(62,1) = -0.0566679483375495073338093411895000000000
M(62,3) = 0.287501387107775475618476159720000000001
M(62,5) = 0.161193142390964948118984135557000000000
M(62,7) = 0.101236046405149162725922294934000000000
M(62,9) = -0.0401398916471939694778233190976000000000
M(62,11) = 0.0511346524345848067922914088100000000000
M(62,13) = 0.0315362567351176527341278346738000000001
M(62,15) = -0.0498310535264976290417750036223000000000
M(62,17) = 0.0135487096583120152635642015214000000000
M(62,19) = -0.0079871453189249716363316574825899999999
M(62,21) = -0.0433688246514375298603804540861000000000
M(62,23) = -0.0106269238746661817600878551362000000000
M(62,25) = -0.0475390618349662315765593595876000000000
M(62,27) = -0.0375163345836554339800272226406000000000
M(62,29) = -0.0200091626333425114371390958870000000000
M(62,33) = -0.0491781777114646264620211181815000000000
M(62,35) = -0.0484111085435540340258395745021000000000
M(62,37) = -0.0254153917626053814961151828834000000000
M(62,39) = -0.0433708580141647614673221691307000000000
M(62,41) = -0.0221387822465309500086836656036000000000
M(62,43) = -0.0233838480951491688138300978705000000000
M(62,45) = -0.0465630265146793834660875935624000000000
M(62,47) = -0.0243560887417669138254481258160000000000
M(62,49) = -0.0528326625434653246468068447092000000000
M(62,51) = -0.0499964971925383230157536473961000000000
M(62,53) = -0.0360222401645530657583695598291000000000
M(62,55) = -0.0521222033177003844776066681706000000000
M(62,57) = -0.0504432869876963097157090249393000000000
M(62,59) = -0.0392759228272583017557957120422000000000
M(62,61) = -0.0397146053290294147166814193707000000000
And of the summand: 1/31
Their sum is = -0.238502787152357216244573161391657741929
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -3.536009810 E-31
**************************
The constant M(31,1) has to be equal to the sum of: 
M(62,1) = -0.0566679483375495073338093411895000000000
Their sum is = -0.0566679483375495073338093411895000000000
The constant M(31,1) is = -0.0566679483375495073338093411895000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,2) has to be equal to the sum of: 
M(62,33) = -0.0491781777114646264620211181815000000000
And of the summand: 1/2
Their sum is = 0.450821822288535373537978881818500000000
The constant M(31,2) is = 0.450821822288535373537978881819000000000
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(31,3) has to be equal to the sum of: 
M(62,3) = 0.287501387107775475618476159720000000001
Their sum is = 0.287501387107775475618476159720000000001
The constant M(31,3) is = 0.287501387107775475618476159720000000001
The difference (constant-sum) is = 0.E-39
**************************
The constant M(31,4) has to be equal to the sum of: 
M(62,35) = -0.0484111085435540340258395745021000000000
Their sum is = -0.0484111085435540340258395745021000000000
The constant M(31,4) is = -0.0484111085435540340258395745021000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,5) has to be equal to the sum of: 
M(62,5) = 0.161193142390964948118984135557000000000
Their sum is = 0.161193142390964948118984135557000000000
The constant M(31,5) is = 0.161193142390964948118984135557000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(31,6) has to be equal to the sum of: 
M(62,37) = -0.0254153917626053814961151828834000000000
Their sum is = -0.0254153917626053814961151828834000000000
The constant M(31,6) is = -0.0254153917626053814961151828834000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,7) has to be equal to the sum of: 
M(62,7) = 0.101236046405149162725922294934000000000
Their sum is = 0.101236046405149162725922294934000000000
The constant M(31,7) is = 0.101236046405149162725922294934000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(31,8) has to be equal to the sum of: 
M(62,39) = -0.0433708580141647614673221691307000000000
Their sum is = -0.0433708580141647614673221691307000000000
The constant M(31,8) is = -0.0433708580141647614673221691307000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,9) has to be equal to the sum of: 
M(62,9) = -0.0401398916471939694778233190976000000000
Their sum is = -0.0401398916471939694778233190976000000000
The constant M(31,9) is = -0.0401398916471939694778233190976000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,10) has to be equal to the sum of: 
M(62,41) = -0.0221387822465309500086836656036000000000
Their sum is = -0.0221387822465309500086836656036000000000
The constant M(31,10) is = -0.0221387822465309500086836656036000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,11) has to be equal to the sum of: 
M(62,11) = 0.0511346524345848067922914088100000000000
Their sum is = 0.0511346524345848067922914088100000000000
The constant M(31,11) is = 0.0511346524345848067922914088100000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,12) has to be equal to the sum of: 
M(62,43) = -0.0233838480951491688138300978705000000000
Their sum is = -0.0233838480951491688138300978705000000000
The constant M(31,12) is = -0.0233838480951491688138300978705000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,13) has to be equal to the sum of: 
M(62,13) = 0.0315362567351176527341278346738000000001
Their sum is = 0.0315362567351176527341278346738000000001
The constant M(31,13) is = 0.0315362567351176527341278346738000000001
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,14) has to be equal to the sum of: 
M(62,45) = -0.0465630265146793834660875935624000000000
Their sum is = -0.0465630265146793834660875935624000000000
The constant M(31,14) is = -0.0465630265146793834660875935624000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,15) has to be equal to the sum of: 
M(62,15) = -0.0498310535264976290417750036223000000000
Their sum is = -0.0498310535264976290417750036223000000000
The constant M(31,15) is = -0.0498310535264976290417750036223000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,16) has to be equal to the sum of: 
M(62,47) = -0.0243560887417669138254481258160000000000
Their sum is = -0.0243560887417669138254481258160000000000
The constant M(31,16) is = -0.0243560887417669138254481258160000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,17) has to be equal to the sum of: 
M(62,17) = 0.0135487096583120152635642015214000000000
Their sum is = 0.0135487096583120152635642015214000000000
The constant M(31,17) is = 0.0135487096583120152635642015214000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,18) has to be equal to the sum of: 
M(62,49) = -0.0528326625434653246468068447092000000000
Their sum is = -0.0528326625434653246468068447092000000000
The constant M(31,18) is = -0.0528326625434653246468068447092000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,19) has to be equal to the sum of: 
M(62,19) = -0.0079871453189249716363316574825899999999
Their sum is = -0.0079871453189249716363316574825899999999
The constant M(31,19) is = -0.0079871453189249716363316574825899999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,20) has to be equal to the sum of: 
M(62,51) = -0.0499964971925383230157536473961000000000
Their sum is = -0.0499964971925383230157536473961000000000
The constant M(31,20) is = -0.0499964971925383230157536473961000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,21) has to be equal to the sum of: 
M(62,21) = -0.0433688246514375298603804540861000000000
Their sum is = -0.0433688246514375298603804540861000000000
The constant M(31,21) is = -0.0433688246514375298603804540861000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,22) has to be equal to the sum of: 
M(62,53) = -0.0360222401645530657583695598291000000000
Their sum is = -0.0360222401645530657583695598291000000000
The constant M(31,22) is = -0.0360222401645530657583695598291000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,23) has to be equal to the sum of: 
M(62,23) = -0.0106269238746661817600878551362000000000
Their sum is = -0.0106269238746661817600878551362000000000
The constant M(31,23) is = -0.0106269238746661817600878551362000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,24) has to be equal to the sum of: 
M(62,55) = -0.0521222033177003844776066681706000000000
Their sum is = -0.0521222033177003844776066681706000000000
The constant M(31,24) is = -0.0521222033177003844776066681706000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,25) has to be equal to the sum of: 
M(62,25) = -0.0475390618349662315765593595876000000000
Their sum is = -0.0475390618349662315765593595876000000000
The constant M(31,25) is = -0.0475390618349662315765593595876000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,26) has to be equal to the sum of: 
M(62,57) = -0.0504432869876963097157090249393000000000
Their sum is = -0.0504432869876963097157090249393000000000
The constant M(31,26) is = -0.0504432869876963097157090249393000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,27) has to be equal to the sum of: 
M(62,27) = -0.0375163345836554339800272226406000000000
Their sum is = -0.0375163345836554339800272226406000000000
The constant M(31,27) is = -0.0375163345836554339800272226406000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,28) has to be equal to the sum of: 
M(62,59) = -0.0392759228272583017557957120422000000000
Their sum is = -0.0392759228272583017557957120422000000000
The constant M(31,28) is = -0.0392759228272583017557957120422000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,29) has to be equal to the sum of: 
M(62,29) = -0.0200091626333425114371390958870000000000
Their sum is = -0.0200091626333425114371390958870000000000
The constant M(31,29) is = -0.0200091626333425114371390958870000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,30) has to be equal to the sum of: 
M(62,61) = -0.0397146053290294147166814193707000000000
Their sum is = -0.0397146053290294147166814193707000000000
The constant M(31,30) is = -0.0397146053290294147166814193707000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(3,1) has to be equal to the sum of: 
M(63,1) = -0.0404768079625706522776681024245000000000
M(63,4) = -0.0302031445605211339321553169685000000000
M(63,10) = -0.0330881019186237141656891534762000000000
M(63,13) = 0.0332096978133401690758682046928000000000
M(63,16) = -0.0357555182514738461994069540513000000000
M(63,19) = 0.0082974467092258332677321970518099999999
M(63,22) = -0.0436428326644558914328701844130000000000
M(63,25) = -0.0429424245527932930837938632165000000000
M(63,31) = -0.0063361738573043022852222404154500000000
M(63,34) = -0.0315248588604302891141914500683000000000
M(63,37) = -0.0165866934967390193861233292185000000000
M(63,40) = -0.0356761067723686558315479446357000000000
M(63,43) = -0.0243287207029330368299553040266000000000
M(63,46) = -0.0391277327552269592981570676131000000000
M(63,52) = -0.0433365168302817205728917474272000000000
M(63,55) = -0.0413763427189353936330394780261000000000
M(63,58) = -0.0466888548730862521426025283461000000000
M(63,61) = -0.0301639361114078284207924474758000000000
And of the summand: 1/7
Their sum is = -0.356890479509443129119649567201097142850
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -9.71428487 E-32
**************************
The constant M(3,2) has to be equal to the sum of: 
M(63,2) = 0.460093473662021969220990441019000000000
M(63,5) = 0.163331503158521382220681863684000000000
M(63,8) = -0.0297002805388830710309703793505000000000
M(63,11) = 0.0522654978703568341438556993769000000000
M(63,17) = 0.0135057512852832905695196843195000000000
M(63,20) = -0.0361816288042903331548914506066000000000
M(63,23) = 0.00121077553908548384962667219957000000000
M(63,26) = -0.0369476493464271438041381779790000000000
M(63,29) = -0.0136796649340645660988197577066000000000
M(63,32) = -0.0472054472221504779130079261256000000000
M(63,38) = -0.0325644444810307583787987888710000000000
M(63,41) = -0.0157903367078814040842423039029000000000
M(63,44) = -0.0362554532088747877446155469038000000000
M(63,47) = -0.0225669205668199176540149730189000000000
M(63,50) = -0.0352468357416640764264552820126000000000
M(63,53) = -0.0224664158598303690478337180793000000000
M(63,59) = -0.0304729573572638537896188365089000000000
M(63,62) = -0.0462746077223356213355241470573000000000
Their sum is = 0.285054359023752579541743072475970000007
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -1.029999993 E-30
**************************
The constant M(7,1) has to be equal to the sum of: 
M(63,1) = -0.0404768079625706522776681024245000000000
M(63,8) = -0.0297002805388830710309703793505000000000
M(63,22) = -0.0436428326644558914328701844130000000000
M(63,29) = -0.0136796649340645660988197577066000000000
M(63,43) = -0.0243287207029330368299553040266000000000
M(63,50) = -0.0352468357416640764264552820126000000000
Their sum is = -0.187075142544571294096739009933799999999
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 2.000000011 E-31
**************************
The constant M(7,2) has to be equal to the sum of: 
M(63,2) = 0.460093473662021969220990441019000000000
M(63,16) = -0.0357555182514738461994069540513000000000
M(63,23) = 0.00121077553908548384962667219957000000000
M(63,37) = -0.0165866934967390193861233292185000000000
M(63,44) = -0.0362554532088747877446155469038000000000
M(63,58) = -0.0466888548730862521426025283461000000000
Their sum is = 0.326017729370933547597868754698870000002
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = -1.299999979 E-31
**************************
The constant M(7,3) has to be equal to the sum of: 
M(63,10) = -0.0330881019186237141656891534762000000000
M(63,17) = 0.0135057512852832905695196843195000000000
M(63,31) = -0.0063361738573043022852222404154500000000
M(63,38) = -0.0325644444810307583787987888710000000000
M(63,52) = -0.0433365168302817205728917474272000000000
M(63,59) = -0.0304729573572638537896188365089000000000
And of the summand: 1/3
Their sum is = 0.201040890174112274710632250954083333334
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 8.33333343 E-32
**************************
The constant M(7,4) has to be equal to the sum of: 
M(63,4) = -0.0302031445605211339321553169685000000000
M(63,11) = 0.0522654978703568341438556993769000000000
M(63,25) = -0.0429424245527932930837938632165000000000
M(63,32) = -0.0472054472221504779130079261256000000000
M(63,46) = -0.0391277327552269592981570676131000000000
M(63,53) = -0.0224664158598303690478337180793000000000
Their sum is = -0.129679667080165399131092192626099999999
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(7,5) has to be equal to the sum of: 
M(63,5) = 0.163331503158521382220681863684000000000
M(63,19) = 0.0082974467092258332677321970518099999999
M(63,26) = -0.0369476493464271438041381779790000000000
M(63,40) = -0.0356761067723686558315479446357000000000
M(63,47) = -0.0225669205668199176540149730189000000000
M(63,61) = -0.0301639361114078284207924474758000000000
Their sum is = 0.0462743370707236697779205176264100000008
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = -4.899999994 E-31
**************************
The constant M(7,6) has to be equal to the sum of: 
M(63,13) = 0.0332096978133401690758682046928000000000
M(63,20) = -0.0361816288042903331548914506066000000000
M(63,34) = -0.0315248588604302891141914500683000000000
M(63,41) = -0.0157903367078814040842423039029000000000
M(63,55) = -0.0413763427189353936330394780261000000000
M(63,62) = -0.0462746077223356213355241470573000000000
Their sum is = -0.137938077000532872246020624968399999999
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(9,1) has to be equal to the sum of: 
M(63,1) = -0.0404768079625706522776681024245000000000
M(63,10) = -0.0330881019186237141656891534762000000000
M(63,19) = 0.0082974467092258332677321970518099999999
M(63,37) = -0.0165866934967390193861233292185000000000
M(63,46) = -0.0391277327552269592981570676131000000000
M(63,55) = -0.0413763427189353936330394780261000000000
Their sum is = -0.162358232142869905492944933706589999999
The constant M(9,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 4.100000010 E-31
**************************
The constant M(9,2) has to be equal to the sum of: 
M(63,2) = 0.460093473662021969220990441019000000000
M(63,11) = 0.0522654978703568341438556993769000000000
M(63,20) = -0.0361816288042903331548914506066000000000
M(63,29) = -0.0136796649340645660988197577066000000000
M(63,38) = -0.0325644444810307583787987888710000000000
M(63,47) = -0.0225669205668199176540149730189000000000
Their sum is = 0.407366312746173228078321170192800000002
The constant M(9,2) is = 0.407366312746173228078321170193000000000
The difference (constant-sum) is = -1.999999989 E-31
**************************
The constant M(9,4) has to be equal to the sum of: 
M(63,4) = -0.0302031445605211339321553169685000000000
M(63,13) = 0.0332096978133401690758682046928000000000
M(63,22) = -0.0436428326644558914328701844130000000000
M(63,31) = -0.0063361738573043022852222404154500000000
M(63,40) = -0.0356761067723686558315479446357000000000
M(63,58) = -0.0466888548730862521426025283461000000000
Their sum is = -0.129337414914396066548530010085950000000
The constant M(9,4) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = 5.00000004 E-32
**************************
The constant M(9,5) has to be equal to the sum of: 
M(63,5) = 0.163331503158521382220681863684000000000
M(63,23) = 0.00121077553908548384962667219957000000000
M(63,32) = -0.0472054472221504779130079261256000000000
M(63,41) = -0.0157903367078814040842423039029000000000
M(63,50) = -0.0352468357416640764264552820126000000000
M(63,59) = -0.0304729573572638537896188365089000000000
Their sum is = 0.0358267016686470538569841873335700000006
The constant M(9,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = -4.299999994 E-31
**************************
The constant M(9,7) has to be equal to the sum of: 
M(63,16) = -0.0357555182514738461994069540513000000000
M(63,25) = -0.0429424245527932930837938632165000000000
M(63,34) = -0.0315248588604302891141914500683000000000
M(63,43) = -0.0243287207029330368299553040266000000000
M(63,52) = -0.0433365168302817205728917474272000000000
M(63,61) = -0.0301639361114078284207924474758000000000
And of the summand: 1/7
Their sum is = -0.065194832452177157078174623408557142856
The constant M(9,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 4.285714393 E-32
**************************
The constant M(9,8) has to be equal to the sum of: 
M(63,8) = -0.0297002805388830710309703793505000000000
M(63,17) = 0.0135057512852832905695196843195000000000
M(63,26) = -0.0369476493464271438041381779790000000000
M(63,44) = -0.0362554532088747877446155469038000000000
M(63,53) = -0.0224664158598303690478337180793000000000
M(63,62) = -0.0462746077223356213355241470573000000000
Their sum is = -0.158138655391067702393562285050399999999
The constant M(9,8) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(21,1) has to be equal to the sum of: 
M(63,1) = -0.0404768079625706522776681024245000000000
M(63,22) = -0.0436428326644558914328701844130000000000
M(63,43) = -0.0243287207029330368299553040266000000000
Their sum is = -0.108448361329959580540493590864100000000
The constant M(21,1) is = -0.108448361329959580540493590864000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(21,2) has to be equal to the sum of: 
M(63,2) = 0.460093473662021969220990441019000000000
M(63,23) = 0.00121077553908548384962667219957000000000
M(63,44) = -0.0362554532088747877446155469038000000000
Their sum is = 0.425048795992232665326001566314770000000
The constant M(21,2) is = 0.425048795992232665326001566315000000000
The difference (constant-sum) is = -2.300000003 E-31
**************************
The constant M(21,4) has to be equal to the sum of: 
M(63,4) = -0.0302031445605211339321553169685000000000
M(63,25) = -0.0429424245527932930837938632165000000000
M(63,46) = -0.0391277327552269592981570676131000000000
Their sum is = -0.112273301868541386314106247798100000000
The constant M(21,4) is = -0.112273301868541386314106247798000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(21,5) has to be equal to the sum of: 
M(63,5) = 0.163331503158521382220681863684000000000
M(63,26) = -0.0369476493464271438041381779790000000000
M(63,47) = -0.0225669205668199176540149730189000000000
Their sum is = 0.103816933245274320762528712686100000000
The constant M(21,5) is = 0.103816933245274320762528712687000000000
The difference (constant-sum) is = -8.99999999 E-31
**************************
The constant M(21,8) has to be equal to the sum of: 
M(63,8) = -0.0297002805388830710309703793505000000000
M(63,29) = -0.0136796649340645660988197577066000000000
M(63,50) = -0.0352468357416640764264552820126000000000
Their sum is = -0.078626781214611713556245419069699999999
The constant M(21,8) is = -0.078626781214611713556245419069700000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(21,10) has to be equal to the sum of: 
M(63,10) = -0.0330881019186237141656891534762000000000
M(63,31) = -0.0063361738573043022852222404154500000000
M(63,52) = -0.0433365168302817205728917474272000000000
Their sum is = -0.082760792606209737023803141318849999999
The constant M(21,10) is = -0.082760792606209737023803141318800000000
The difference (constant-sum) is = -4.99999997 E-32
**************************
The constant M(21,11) has to be equal to the sum of: 
M(63,11) = 0.0522654978703568341438556993769000000000
M(63,32) = -0.0472054472221504779130079261256000000000
M(63,53) = -0.0224664158598303690478337180793000000000
Their sum is = -0.0174063652116240128169859448280000000000
The constant M(21,11) is = -0.0174063652116240128169859448280000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(21,13) has to be equal to the sum of: 
M(63,13) = 0.0332096978133401690758682046928000000000
M(63,34) = -0.0315248588604302891141914500683000000000
M(63,55) = -0.0413763427189353936330394780261000000000
Their sum is = -0.0396915037660255136713627234016000000000
The constant M(21,13) is = -0.0396915037660255136713627234016000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(21,16) has to be equal to the sum of: 
M(63,16) = -0.0357555182514738461994069540513000000000
M(63,37) = -0.0165866934967390193861233292185000000000
M(63,58) = -0.0466888548730862521426025283461000000000
Their sum is = -0.099031066621299117728132811615900000000
The constant M(21,16) is = -0.099031066621299117728132811615900000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(21,17) has to be equal to the sum of: 
M(63,17) = 0.0135057512852832905695196843195000000000
M(63,38) = -0.0325644444810307583787987888710000000000
M(63,59) = -0.0304729573572638537896188365089000000000
Their sum is = -0.0495316505530113215988979410604000000000
The constant M(21,17) is = -0.0495316505530113215988979410604000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(21,19) has to be equal to the sum of: 
M(63,19) = 0.0082974467092258332677321970518099999999
M(63,40) = -0.0356761067723686558315479446357000000000
M(63,61) = -0.0301639361114078284207924474758000000000
Their sum is = -0.0575425961745506509846081950596900000000
The constant M(21,19) is = -0.0575425961745506509846081950597000000000
The difference (constant-sum) is = 9.99999987 E-33
**************************
The constant M(21,20) has to be equal to the sum of: 
M(63,20) = -0.0361816288042903331548914506066000000000
M(63,41) = -0.0157903367078814040842423039029000000000
M(63,62) = -0.0462746077223356213355241470573000000000
Their sum is = -0.098246573234507358574657901566800000000
The constant M(21,20) is = -0.098246573234507358574657901566800000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(64,1) = -0.0447780939385964944113057203803000000000
M(64,3) = 0.296991568416201174876049944380000000001
M(64,5) = 0.149620464283393181009337151387000000000
M(64,7) = 0.109050183978099249675113955691000000000
M(64,9) = -0.0338359202902855456297909224477000000001
M(64,11) = 0.0456620868842197926865748592277000000000
M(64,13) = 0.0259709435957356227180364935065000000000
M(64,15) = -0.0370675876265054711303954009055000000000
M(64,17) = 0.0061761663735107263362421218986800000000
M(64,19) = 0.0140791863042657925295661941702000000000
M(64,21) = -0.0456812206696283017571947485269000000000
M(64,23) = -0.0062787294616133570224773499797800000000
M(64,25) = -0.0413628308580243035378045695902000000000
M(64,27) = -0.0519844576415821299718385532513000000000
M(64,29) = -0.0120223520301042239645646185688000000000
M(64,31) = -0.0176207901122552512854970561844000000000
M(64,33) = -0.0453164593422922726040780190230000000000
M(64,35) = -0.0439064618584516049765586134727000000000
M(64,37) = -0.0102461924084553030441288871247000000000
M(64,39) = -0.0378162219762995434436787240699000000000
M(64,41) = -0.0280084785423738395090205477266000000000
M(64,43) = -0.0217518262926251071434206711935000000000
M(64,45) = -0.0416406306997332011653372615270000000000
M(64,47) = -0.0294263124735052661002014543024000000000
M(64,49) = -0.0448414408689707537684183806746000000000
M(64,51) = -0.0451325946952799143958832679926000000000
M(64,53) = -0.0314632103756368539599271493158000000000
M(64,55) = -0.0503328041564739764344716822418000000000
M(64,57) = -0.0544506826550571419995545877980000000000
M(64,59) = -0.0316341504477348738656952117273000000000
M(64,61) = -0.0348621177996564933664354955746000000000
M(64,63) = -0.0445918197666415315878149880529000000000
Their sum is = -0.238502787152357216244573161391199999997
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 1.041409516 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(64,1) = -0.0447780939385964944113057203803000000000
M(64,5) = 0.149620464283393181009337151387000000000
M(64,9) = -0.0338359202902855456297909224477000000001
M(64,13) = 0.0259709435957356227180364935065000000000
M(64,17) = 0.0061761663735107263362421218986800000000
M(64,21) = -0.0456812206696283017571947485269000000000
M(64,25) = -0.0413628308580243035378045695902000000000
M(64,29) = -0.0120223520301042239645646185688000000000
M(64,33) = -0.0453164593422922726040780190230000000000
M(64,37) = -0.0102461924084553030441288871247000000000
M(64,41) = -0.0280084785423738395090205477266000000000
M(64,45) = -0.0416406306997332011653372615270000000000
M(64,49) = -0.0448414408689707537684183806746000000000
M(64,53) = -0.0314632103756368539599271493158000000000
M(64,57) = -0.0544506826550571419995545877980000000000
M(64,61) = -0.0348621177996564933664354955746000000000
Their sum is = -0.286742056226175198653945141486019999997
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -1.999999607 E-32
**************************
The constant M(4,3) has to be equal to the sum of: 
M(64,3) = 0.296991568416201174876049944380000000001
M(64,7) = 0.109050183978099249675113955691000000000
M(64,11) = 0.0456620868842197926865748592277000000000
M(64,15) = -0.0370675876265054711303954009055000000000
M(64,19) = 0.0140791863042657925295661941702000000000
M(64,23) = -0.0062787294616133570224773499797800000000
M(64,27) = -0.0519844576415821299718385532513000000000
M(64,31) = -0.0176207901122552512854970561844000000000
M(64,35) = -0.0439064618584516049765586134727000000000
M(64,39) = -0.0378162219762995434436787240699000000000
M(64,43) = -0.0217518262926251071434206711935000000000
M(64,47) = -0.0294263124735052661002014543024000000000
M(64,51) = -0.0451325946952799143958832679926000000000
M(64,55) = -0.0503328041564739764344716822418000000000
M(64,59) = -0.0316341504477348738656952117273000000000
M(64,63) = -0.0445918197666415315878149880529000000000
Their sum is = 0.0482392690738179824093719800948200000016
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = -7.99999984 E-32
**************************
The constant M(8,1) has to be equal to the sum of: 
M(64,1) = -0.0447780939385964944113057203803000000000
M(64,9) = -0.0338359202902855456297909224477000000001
M(64,17) = 0.0061761663735107263362421218986800000000
M(64,25) = -0.0413628308580243035378045695902000000000
M(64,33) = -0.0453164593422922726040780190230000000000
M(64,41) = -0.0280084785423738395090205477266000000000
M(64,49) = -0.0448414408689707537684183806746000000000
M(64,57) = -0.0544506826550571419995545877980000000000
Their sum is = -0.286417740122089625123730625741719999999
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 2.800000008 E-31
**************************
The constant M(8,3) has to be equal to the sum of: 
M(64,3) = 0.296991568416201174876049944380000000001
M(64,11) = 0.0456620868842197926865748592277000000000
M(64,19) = 0.0140791863042657925295661941702000000000
M(64,27) = -0.0519844576415821299718385532513000000000
M(64,35) = -0.0439064618584516049765586134727000000000
M(64,43) = -0.0217518262926251071434206711935000000000
M(64,51) = -0.0451325946952799143958832679926000000000
M(64,59) = -0.0316341504477348738656952117273000000000
Their sum is = 0.162323350669013129738794680140499999999
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(8,5) has to be equal to the sum of: 
M(64,5) = 0.149620464283393181009337151387000000000
M(64,13) = 0.0259709435957356227180364935065000000000
M(64,21) = -0.0456812206696283017571947485269000000000
M(64,29) = -0.0120223520301042239645646185688000000000
M(64,37) = -0.0102461924084553030441288871247000000000
M(64,45) = -0.0416406306997332011653372615270000000000
M(64,53) = -0.0314632103756368539599271493158000000000
M(64,61) = -0.0348621177996564933664354955746000000000
Their sum is = -0.000324316104085573530214515744299999998978
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = 2.690000010214574523 E-31
**************************
The constant M(8,7) has to be equal to the sum of: 
M(64,7) = 0.109050183978099249675113955691000000000
M(64,15) = -0.0370675876265054711303954009055000000000
M(64,23) = -0.0062787294616133570224773499797800000000
M(64,31) = -0.0176207901122552512854970561844000000000
M(64,39) = -0.0378162219762995434436787240699000000000
M(64,47) = -0.0294263124735052661002014543024000000000
M(64,55) = -0.0503328041564739764344716822418000000000
M(64,63) = -0.0445918197666415315878149880529000000000
Their sum is = -0.114084081595195147329422700045679999999
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = 3.200000006 E-31
**************************
The constant M(16,1) has to be equal to the sum of: 
M(64,1) = -0.0447780939385964944113057203803000000000
M(64,17) = 0.0061761663735107263362421218986800000000
M(64,33) = -0.0453164593422922726040780190230000000000
M(64,49) = -0.0448414408689707537684183806746000000000
Their sum is = -0.128759827776348794447559998179219999999
The constant M(16,1) is = -0.128759827776348794447559998179000000000
The difference (constant-sum) is = -2.199999993 E-31
**************************
The constant M(16,3) has to be equal to the sum of: 
M(64,3) = 0.296991568416201174876049944380000000001
M(64,19) = 0.0140791863042657925295661941702000000000
M(64,35) = -0.0439064618584516049765586134727000000000
M(64,51) = -0.0451325946952799143958832679926000000000
Their sum is = 0.222031698166735448033174257084900000001
The constant M(16,3) is = 0.222031698166735448033174257085000000000
The difference (constant-sum) is = -9.99999987 E-32
**************************
The constant M(16,5) has to be equal to the sum of: 
M(64,5) = 0.149620464283393181009337151387000000000
M(64,21) = -0.0456812206696283017571947485269000000000
M(64,37) = -0.0102461924084553030441288871247000000000
M(64,53) = -0.0314632103756368539599271493158000000000
Their sum is = 0.0622298408296727222480863664196000000008
The constant M(16,5) is = 0.0622298408296727222480863664193000000000
The difference (constant-sum) is = 3.000000007 E-31
**************************
The constant M(16,7) has to be equal to the sum of: 
M(64,7) = 0.109050183978099249675113955691000000000
M(64,23) = -0.0062787294616133570224773499797800000000
M(64,39) = -0.0378162219762995434436787240699000000000
M(64,55) = -0.0503328041564739764344716822418000000000
Their sum is = 0.0146224283837123727744861993995199999998
The constant M(16,7) is = 0.0146224283837123727744861993995000000000
The difference (constant-sum) is = 1.999999979 E-32
**************************
The constant M(16,9) has to be equal to the sum of: 
M(64,9) = -0.0338359202902855456297909224477000000001
M(64,25) = -0.0413628308580243035378045695902000000000
M(64,41) = -0.0280084785423738395090205477266000000000
M(64,57) = -0.0544506826550571419995545877980000000000
Their sum is = -0.157657912345740830676170627562499999999
The constant M(16,9) is = -0.157657912345740830676170627562000000000
The difference (constant-sum) is = -4.999999994 E-31
**************************
The constant M(16,11) has to be equal to the sum of: 
M(64,11) = 0.0456620868842197926865748592277000000000
M(64,27) = -0.0519844576415821299718385532513000000000
M(64,43) = -0.0217518262926251071434206711935000000000
M(64,59) = -0.0316341504477348738656952117273000000000
Their sum is = -0.0597083474977223182943795769444000000000
The constant M(16,11) is = -0.0597083474977223182943795769445000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(16,13) has to be equal to the sum of: 
M(64,13) = 0.0259709435957356227180364935065000000000
M(64,29) = -0.0120223520301042239645646185688000000000
M(64,45) = -0.0416406306997332011653372615270000000000
M(64,61) = -0.0348621177996564933664354955746000000000
Their sum is = -0.062554156933758295778300882163900000000
The constant M(16,13) is = -0.062554156933758295778300882163900000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(16,15) has to be equal to the sum of: 
M(64,15) = -0.0370675876265054711303954009055000000000
M(64,31) = -0.0176207901122552512854970561844000000000
M(64,47) = -0.0294263124735052661002014543024000000000
M(64,63) = -0.0445918197666415315878149880529000000000
Their sum is = -0.128706509978907520103908899445199999999
The constant M(16,15) is = -0.128706509978907520103908899445000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(32,1) has to be equal to the sum of: 
M(64,1) = -0.0447780939385964944113057203803000000000
M(64,33) = -0.0453164593422922726040780190230000000000
Their sum is = -0.090094553280888767015383739403300000000
The constant M(32,1) is = -0.090094553280888767015383739403300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(32,3) has to be equal to the sum of: 
M(64,3) = 0.296991568416201174876049944380000000001
M(64,35) = -0.0439064618584516049765586134727000000000
Their sum is = 0.253085106557749569899491330907300000001
The constant M(32,3) is = 0.253085106557749569899491330908000000000
The difference (constant-sum) is = -6.999999990 E-31
**************************
The constant M(32,5) has to be equal to the sum of: 
M(64,5) = 0.149620464283393181009337151387000000000
M(64,37) = -0.0102461924084553030441288871247000000000
Their sum is = 0.139374271874937877965208264262300000000
The constant M(32,5) is = 0.139374271874937877965208264262000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(32,7) has to be equal to the sum of: 
M(64,7) = 0.109050183978099249675113955691000000000
M(64,39) = -0.0378162219762995434436787240699000000000
Their sum is = 0.071233962001799706231435231621099999999
The constant M(32,7) is = 0.071233962001799706231435231621099999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(32,9) has to be equal to the sum of: 
M(64,9) = -0.0338359202902855456297909224477000000001
M(64,41) = -0.0280084785423738395090205477266000000000
Their sum is = -0.0618443988326593851388114701743000000000
The constant M(32,9) is = -0.0618443988326593851388114701743000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(32,11) has to be equal to the sum of: 
M(64,11) = 0.0456620868842197926865748592277000000000
M(64,43) = -0.0217518262926251071434206711935000000000
Their sum is = 0.0239102605915946855431541880342000000001
The constant M(32,11) is = 0.0239102605915946855431541880342000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(32,13) has to be equal to the sum of: 
M(64,13) = 0.0259709435957356227180364935065000000000
M(64,45) = -0.0416406306997332011653372615270000000000
Their sum is = -0.0156696871039975784473007680204999999999
The constant M(32,13) is = -0.0156696871039975784473007680205000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(32,15) has to be equal to the sum of: 
M(64,15) = -0.0370675876265054711303954009055000000000
M(64,47) = -0.0294263124735052661002014543024000000000
Their sum is = -0.066493900100010737230596855207900000000
The constant M(32,15) is = -0.066493900100010737230596855207900000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(32,17) has to be equal to the sum of: 
M(64,17) = 0.0061761663735107263362421218986800000000
M(64,49) = -0.0448414408689707537684183806746000000000
Their sum is = -0.0386652744954600274321762587759200000000
The constant M(32,17) is = -0.0386652744954600274321762587759000000000
The difference (constant-sum) is = -2.000000011 E-32
**************************
The constant M(32,19) has to be equal to the sum of: 
M(64,19) = 0.0140791863042657925295661941702000000000
M(64,51) = -0.0451325946952799143958832679926000000000
Their sum is = -0.0310534083910141218663170738224000000001
The constant M(32,19) is = -0.0310534083910141218663170738224000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(32,21) has to be equal to the sum of: 
M(64,21) = -0.0456812206696283017571947485269000000000
M(64,53) = -0.0314632103756368539599271493158000000000
Their sum is = -0.077144431045265155717121897842700000000
The constant M(32,21) is = -0.077144431045265155717121897842700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(32,23) has to be equal to the sum of: 
M(64,23) = -0.0062787294616133570224773499797800000000
M(64,55) = -0.0503328041564739764344716822418000000000
Their sum is = -0.0566115336180873334569490322215800000000
The constant M(32,23) is = -0.0566115336180873334569490322215000000000
The difference (constant-sum) is = -8.00000000 E-32
**************************
The constant M(32,25) has to be equal to the sum of: 
M(64,25) = -0.0413628308580243035378045695902000000000
M(64,57) = -0.0544506826550571419995545877980000000000
Their sum is = -0.095813513513081445537359157388200000000
The constant M(32,25) is = -0.095813513513081445537359157388200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(32,27) has to be equal to the sum of: 
M(64,27) = -0.0519844576415821299718385532513000000000
M(64,59) = -0.0316341504477348738656952117273000000000
Their sum is = -0.083618608089317003837533764978600000000
The constant M(32,27) is = -0.083618608089317003837533764978700000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(32,29) has to be equal to the sum of: 
M(64,29) = -0.0120223520301042239645646185688000000000
M(64,61) = -0.0348621177996564933664354955746000000000
Their sum is = -0.0468844698297607173310001141434000000000
The constant M(32,29) is = -0.0468844698297607173310001141434000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(32,31) has to be equal to the sum of: 
M(64,31) = -0.0176207901122552512854970561844000000000
M(64,63) = -0.0445918197666415315878149880529000000000
Their sum is = -0.0622126098788967828733120442373000000000
The constant M(32,31) is = -0.0622126098788967828733120442374000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(5,1) has to be equal to the sum of: 
M(65,1) = -0.0291387402356429564654775407926000000000
M(65,6) = -0.0218700090163238283903403383416000000000
M(65,11) = 0.0591038411221261528088318092486000000000
M(65,16) = -0.0333367059495872392567839729102000000001
M(65,21) = -0.0286818257333375489451294850187000000000
M(65,31) = -0.0039426078748349830394538062756400000000
M(65,36) = -0.0270853048916745864160067943908000000000
M(65,41) = -0.0121238086007906857809194342776000000000
M(65,46) = -0.0324846947443822071154657985958999999999
M(65,51) = -0.0277209337849043567943200357459000000000
M(65,56) = -0.0347383130863543035524083748421000000000
M(65,61) = -0.0168153471915524401918941717553000000000
Their sum is = -0.208834449987258983139367943697739999998
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 2.600000018 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(65,2) = 0.484380419890525577576232179082000000000
M(65,7) = 0.113848626830682704893120428688000000000
M(65,12) = -0.0329638157676117030703999994319000000000
M(65,17) = 0.0234671135920861678436274972653000000000
M(65,22) = -0.0357935624671105890674280158374000000000
M(65,27) = -0.0303750229156771797194908239445000000000
M(65,32) = -0.0218798040737975536529609176574000000000
M(65,37) = -0.0056026695966016084840849049530100000000
M(65,42) = -0.0258332590782631132753822068199000000000
M(65,47) = -0.0130730015715275145354059746053000000000
M(65,57) = -0.0336744818087428281939700403759000000000
M(65,62) = -0.0264040666819871421518143931175000000000
Their sum is = 0.396096476351975218162042828292490000006
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 4.900000050 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(65,3) = 0.301020969249072017009140137599000000001
M(65,8) = -0.0218125666364658964290402896859000000000
M(65,18) = -0.0265385673761434298703984975348000000000
M(65,23) = 0.0086230875321095174603952692325000000000
M(65,28) = -0.0299895710455366996966944923393000000000
M(65,33) = -0.0298859624578418191323902141580000000000
M(65,38) = -0.0252338277827020382288797011397000000000
M(65,43) = -0.0053275263703739411845055094581200000000
M(65,48) = -0.0261785144314691907473850286441000000000
M(65,53) = -0.0149446942937789865743837476804000000000
M(65,58) = -0.0337221361895297827613964800731000000000
M(65,63) = -0.0342833630786399130748808943208000000000
And of the summand: 1/13
Their sum is = 0.138650404041776759846503628720356923081
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 3.569230816 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(65,4) = -0.0339341339858699529863842274245000000000
M(65,9) = -0.0270598943663937077035100564053000000000
M(65,14) = -0.0262273240357415280667025718352000000000
M(65,19) = 0.0223096504275035582995703179040000000000
M(65,24) = -0.0223575291395050964141148995690000000000
M(65,29) = -0.00273841832893646386426854005570000000000
M(65,34) = -0.0310196201488494853480162151936000000000
M(65,44) = -0.0237437040728332120997843444276000000000
M(65,49) = -0.0301375937783186152769211480815000000000
M(65,54) = -0.0341456321845441602145691493009000000000
M(65,59) = -0.0178906550136085399781430218795000000000
M(65,64) = -0.0374703629317530074609078184370000000000
Their sum is = -0.264415217558850211113751674705799999997
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 2.000000033 E-31
**************************
The constant M(13,1) has to be equal to the sum of: 
M(65,1) = -0.0291387402356429564654775407926000000000
M(65,14) = -0.0262273240357415280667025718352000000000
M(65,27) = -0.0303750229156771797194908239445000000000
M(65,53) = -0.0149446942937789865743837476804000000000
Their sum is = -0.100685781480840650826054684252699999999
The constant M(13,1) is = -0.100685781480840650826054684253000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(13,2) has to be equal to the sum of: 
M(65,2) = 0.484380419890525577576232179082000000000
M(65,28) = -0.0299895710455366996966944923393000000000
M(65,41) = -0.0121238086007906857809194342776000000000
M(65,54) = -0.0341456321845441602145691493009000000000
Their sum is = 0.408121408059654031884049103164200000000
The constant M(13,2) is = 0.408121408059654031884049103164000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(13,3) has to be equal to the sum of: 
M(65,3) = 0.301020969249072017009140137599000000001
M(65,16) = -0.0333367059495872392567839729102000000001
M(65,29) = -0.00273841832893646386426854005570000000000
M(65,42) = -0.0258332590782631132753822068199000000000
Their sum is = 0.239112585892285200612705417813200000001
The constant M(13,3) is = 0.239112585892285200612705417813000000000
The difference (constant-sum) is = 2.000000011 E-31
**************************
The constant M(13,4) has to be equal to the sum of: 
M(65,4) = -0.0339341339858699529863842274245000000000
M(65,17) = 0.0234671135920861678436274972653000000000
M(65,43) = -0.0053275263703739411845055094581200000000
M(65,56) = -0.0347383130863543035524083748421000000000
Their sum is = -0.0505328598505120298796706144594200000000
The constant M(13,4) is = -0.0505328598505120298796706144595000000000
The difference (constant-sum) is = 7.99999998 E-32
**************************
The constant M(13,5) has to be equal to the sum of: 
M(65,18) = -0.0265385673761434298703984975348000000000
M(65,31) = -0.0039426078748349830394538062756400000000
M(65,44) = -0.0237437040728332120997843444276000000000
M(65,57) = -0.0336744818087428281939700403759000000000
And of the summand: 1/5
Their sum is = 0.112100638867445546796393311386060000000
The constant M(13,5) is = 0.112100638867445546796393311386000000000
The difference (constant-sum) is = 6.00000003 E-32
**************************
The constant M(13,6) has to be equal to the sum of: 
M(65,6) = -0.0218700090163238283903403383416000000000
M(65,19) = 0.0223096504275035582995703179040000000000
M(65,32) = -0.0218798040737975536529609176574000000000
M(65,58) = -0.0337221361895297827613964800731000000000
Their sum is = -0.0551622988521476065051274181681000000000
The constant M(13,6) is = -0.0551622988521476065051274181682000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(13,7) has to be equal to the sum of: 
M(65,7) = 0.113848626830682704893120428688000000000
M(65,33) = -0.0298859624578418191323902141580000000000
M(65,46) = -0.0324846947443822071154657985958999999999
M(65,59) = -0.0178906550136085399781430218795000000000
Their sum is = 0.0335873146148501386671213940546000000004
The constant M(13,7) is = 0.0335873146148501386671213940549000000000
The difference (constant-sum) is = -2.999999996 E-31
**************************
The constant M(13,8) has to be equal to the sum of: 
M(65,8) = -0.0218125666364658964290402896859000000000
M(65,21) = -0.0286818257333375489451294850187000000000
M(65,34) = -0.0310196201488494853480162151936000000000
M(65,47) = -0.0130730015715275145354059746053000000000
Their sum is = -0.094587014090180445257591964503500000000
The constant M(13,8) is = -0.094587014090180445257591964503600000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(13,9) has to be equal to the sum of: 
M(65,9) = -0.0270598943663937077035100564053000000000
M(65,22) = -0.0357935624671105890674280158374000000000
M(65,48) = -0.0261785144314691907473850286441000000000
M(65,61) = -0.0168153471915524401918941717553000000000
Their sum is = -0.105847318456525927710217272642099999999
The constant M(13,9) is = -0.105847318456525927710217272642000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(13,10) has to be equal to the sum of: 
M(65,23) = 0.0086230875321095174603952692325000000000
M(65,36) = -0.0270853048916745864160067943908000000000
M(65,49) = -0.0301375937783186152769211480815000000000
M(65,62) = -0.0264040666819871421518143931175000000000
Their sum is = -0.075003877819870826384347066357299999999
The constant M(13,10) is = -0.075003877819870826384347066357300000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(13,11) has to be equal to the sum of: 
M(65,11) = 0.0591038411221261528088318092486000000000
M(65,24) = -0.0223575291395050964141148995690000000000
M(65,37) = -0.0056026695966016084840849049530100000000
M(65,63) = -0.0342833630786399130748808943208000000000
Their sum is = -0.00313972069262046516424888959421000000011
The constant M(13,11) is = -0.00313972069262046516424888959427000000000
The difference (constant-sum) is = 5.999999988628911877 E-32
**************************
The constant M(13,12) has to be equal to the sum of: 
M(65,12) = -0.0329638157676117030703999994319000000000
M(65,38) = -0.0252338277827020382288797011397000000000
M(65,51) = -0.0277209337849043567943200357459000000000
M(65,64) = -0.0374703629317530074609078184370000000000
Their sum is = -0.123388940266971105554507554754500000000
The constant M(13,12) is = -0.123388940266971105554507554754000000000
The difference (constant-sum) is = -4.999999998 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(66,1) = -0.065496407673960942280075229633799999999
M(66,5) = 0.137287774615721887541910017562000000000
M(66,7) = 0.078171180823257069131925884389400000000
M(66,13) = 0.0103515831708453076396594544091000000000
M(66,17) = -0.0074299532956448327088742812382300000000
M(66,19) = -0.0255787392815412141545145743900000000000
M(66,23) = -0.0316410852166705323985132874625999999999
M(66,25) = -0.078575387191093072267819478541800000000
M(66,29) = -0.0434885280784241643140347670396000000000
M(66,31) = -0.0394057154645904634181612155539000000000
M(66,35) = -0.068889381707978540520360540167900000000
M(66,37) = -0.0511058883039298473986925777398000000000
M(66,41) = -0.0454213819464802835431835214140000000000
M(66,43) = -0.0472826878663330226605314081473000000000
M(66,47) = -0.0489812867696140207583966570606000000000
M(66,49) = -0.079280728926399673314464650915500000000
M(66,53) = -0.0621562845242720778449120301230000000000
M(66,59) = -0.0608644882364935784744855559681000000000
M(66,61) = -0.0586876887956972703969757710777000000000
M(66,65) = -0.074270116725482186528315395521000000000
And of the summand: 1/3
And of the summand: 1/11
Their sum is = -0.238502787152357216244573161391905757563
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -6.016166150 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(66,1) = -0.065496407673960942280075229633799999999
M(66,7) = 0.078171180823257069131925884389400000000
M(66,13) = 0.0103515831708453076396594544091000000000
M(66,19) = -0.0255787392815412141545145743900000000000
M(66,25) = -0.078575387191093072267819478541800000000
M(66,31) = -0.0394057154645904634181612155539000000000
M(66,37) = -0.0511058883039298473986925777398000000000
M(66,43) = -0.0472826878663330226605314081473000000000
M(66,49) = -0.079280728926399673314464650915500000000
M(66,61) = -0.0586876887956972703969757710777000000000
Their sum is = -0.356890479509443129119649567201299999998
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -2.999999983 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(66,5) = 0.137287774615721887541910017562000000000
M(66,17) = -0.0074299532956448327088742812382300000000
M(66,23) = -0.0316410852166705323985132874625999999999
M(66,29) = -0.0434885280784241643140347670396000000000
M(66,35) = -0.068889381707978540520360540167900000000
M(66,41) = -0.0454213819464802835431835214140000000000
M(66,47) = -0.0489812867696140207583966570606000000000
M(66,53) = -0.0621562845242720778449120301230000000000
M(66,59) = -0.0608644882364935784744855559681000000000
M(66,65) = -0.074270116725482186528315395521000000000
And of the summand: 1/2
And of the summand: 1/11
Their sum is = 0.285054359023752579541743072476060909094
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -9.39090905 E-31
**************************
The constant M(6,1) has to be equal to the sum of: 
M(66,1) = -0.065496407673960942280075229633799999999
M(66,7) = 0.078171180823257069131925884389400000000
M(66,13) = 0.0103515831708453076396594544091000000000
M(66,19) = -0.0255787392815412141545145743900000000000
M(66,25) = -0.078575387191093072267819478541800000000
M(66,31) = -0.0394057154645904634181612155539000000000
M(66,37) = -0.0511058883039298473986925777398000000000
M(66,43) = -0.0472826878663330226605314081473000000000
M(66,49) = -0.079280728926399673314464650915500000000
M(66,61) = -0.0586876887956972703969757710777000000000
Their sum is = -0.356890479509443129119649567201299999998
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -2.999999983 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(66,5) = 0.137287774615721887541910017562000000000
M(66,17) = -0.0074299532956448327088742812382300000000
M(66,23) = -0.0316410852166705323985132874625999999999
M(66,29) = -0.0434885280784241643140347670396000000000
M(66,35) = -0.068889381707978540520360540167900000000
M(66,41) = -0.0454213819464802835431835214140000000000
M(66,47) = -0.0489812867696140207583966570606000000000
M(66,53) = -0.0621562845242720778449120301230000000000
M(66,59) = -0.0608644882364935784744855559681000000000
M(66,65) = -0.074270116725482186528315395521000000000
And of the summand: 1/11
Their sum is = -0.214945640976247420458256927523939090907
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -9.39090906 E-31
**************************
The constant M(11,1) has to be equal to the sum of: 
M(66,1) = -0.065496407673960942280075229633799999999
M(66,23) = -0.0316410852166705323985132874625999999999
Their sum is = -0.097137492890631474678588517096399999999
The constant M(11,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(11,2) has to be equal to the sum of: 
M(66,13) = 0.0103515831708453076396594544091000000000
M(66,35) = -0.068889381707978540520360540167900000000
And of the summand: 1/2
Their sum is = 0.441462201462866767119298914241200000000
The constant M(11,2) is = 0.441462201462866767119298914241000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(11,3) has to be equal to the sum of: 
M(66,25) = -0.078575387191093072267819478541800000000
M(66,47) = -0.0489812867696140207583966570606000000000
And of the summand: 1/3
Their sum is = 0.205776659372626240307117197730933333334
The constant M(11,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = -6.66666663 E-32
**************************
The constant M(11,4) has to be equal to the sum of: 
M(66,37) = -0.0511058883039298473986925777398000000000
M(66,59) = -0.0608644882364935784744855559681000000000
Their sum is = -0.111970376540423425873178133707900000000
The constant M(11,4) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(11,5) has to be equal to the sum of: 
M(66,5) = 0.137287774615721887541910017562000000000
M(66,49) = -0.079280728926399673314464650915500000000
Their sum is = 0.0580070456893222142274453666464999999998
The constant M(11,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(11,6) has to be equal to the sum of: 
M(66,17) = -0.0074299532956448327088742812382300000000
M(66,61) = -0.0586876887956972703969757710777000000000
Their sum is = -0.066117642091342103105850052315929999999
The constant M(11,6) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = -2.999999962 E-32
**************************
The constant M(11,7) has to be equal to the sum of: 
M(66,7) = 0.078171180823257069131925884389400000000
M(66,29) = -0.0434885280784241643140347670396000000000
Their sum is = 0.0346826527448329048178911173498000000004
The constant M(11,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(11,8) has to be equal to the sum of: 
M(66,19) = -0.0255787392815412141545145743900000000000
M(66,41) = -0.0454213819464802835431835214140000000000
Their sum is = -0.071000121228021497697698095804000000000
The constant M(11,8) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,9) has to be equal to the sum of: 
M(66,31) = -0.0394057154645904634181612155539000000000
M(66,53) = -0.0621562845242720778449120301230000000000
Their sum is = -0.101561999988862541263073245676900000000
The constant M(11,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(11,10) has to be equal to the sum of: 
M(66,43) = -0.0472826878663330226605314081473000000000
M(66,65) = -0.074270116725482186528315395521000000000
Their sum is = -0.121552804591815209188846803668300000000
The constant M(11,10) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = -3.000000001 E-31
**************************
The constant M(22,1) has to be equal to the sum of: 
M(66,1) = -0.065496407673960942280075229633799999999
M(66,23) = -0.0316410852166705323985132874625999999999
Their sum is = -0.097137492890631474678588517096399999999
The constant M(22,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(22,3) has to be equal to the sum of: 
M(66,25) = -0.078575387191093072267819478541800000000
M(66,47) = -0.0489812867696140207583966570606000000000
And of the summand: 1/3
Their sum is = 0.205776659372626240307117197730933333334
The constant M(22,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = -6.66666663 E-32
**************************
The constant M(22,5) has to be equal to the sum of: 
M(66,5) = 0.137287774615721887541910017562000000000
M(66,49) = -0.079280728926399673314464650915500000000
Their sum is = 0.0580070456893222142274453666464999999998
The constant M(22,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(22,7) has to be equal to the sum of: 
M(66,7) = 0.078171180823257069131925884389400000000
M(66,29) = -0.0434885280784241643140347670396000000000
Their sum is = 0.0346826527448329048178911173498000000004
The constant M(22,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(22,9) has to be equal to the sum of: 
M(66,31) = -0.0394057154645904634181612155539000000000
M(66,53) = -0.0621562845242720778449120301230000000000
Their sum is = -0.101561999988862541263073245676900000000
The constant M(22,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(22,13) has to be equal to the sum of: 
M(66,13) = 0.0103515831708453076396594544091000000000
M(66,35) = -0.068889381707978540520360540167900000000
Their sum is = -0.0585377985371332328807010857588000000000
The constant M(22,13) is = -0.0585377985371332328807010857587000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(22,15) has to be equal to the sum of: 
M(66,37) = -0.0511058883039298473986925777398000000000
M(66,59) = -0.0608644882364935784744855559681000000000
Their sum is = -0.111970376540423425873178133707900000000
The constant M(22,15) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(22,17) has to be equal to the sum of: 
M(66,17) = -0.0074299532956448327088742812382300000000
M(66,61) = -0.0586876887956972703969757710777000000000
Their sum is = -0.066117642091342103105850052315929999999
The constant M(22,17) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = -2.999999962 E-32
**************************
The constant M(22,19) has to be equal to the sum of: 
M(66,19) = -0.0255787392815412141545145743900000000000
M(66,41) = -0.0454213819464802835431835214140000000000
Their sum is = -0.071000121228021497697698095804000000000
The constant M(22,19) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(22,21) has to be equal to the sum of: 
M(66,43) = -0.0472826878663330226605314081473000000000
M(66,65) = -0.074270116725482186528315395521000000000
Their sum is = -0.121552804591815209188846803668300000000
The constant M(22,21) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = -3.000000001 E-31
**************************
The constant M(33,1) has to be equal to the sum of: 
M(66,1) = -0.065496407673960942280075229633799999999
Their sum is = -0.065496407673960942280075229633799999999
The constant M(33,1) is = -0.065496407673960942280075229633799999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(33,2) has to be equal to the sum of: 
M(66,35) = -0.068889381707978540520360540167900000000
And of the summand: 1/2
Their sum is = 0.431110618292021459479639459832100000000
The constant M(33,2) is = 0.431110618292021459479639459832000000000
The difference (constant-sum) is = 9.99999994 E-32
**************************
The constant M(33,4) has to be equal to the sum of: 
M(66,37) = -0.0511058883039298473986925777398000000000
Their sum is = -0.0511058883039298473986925777398000000000
The constant M(33,4) is = -0.0511058883039298473986925777398000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,5) has to be equal to the sum of: 
M(66,5) = 0.137287774615721887541910017562000000000
Their sum is = 0.137287774615721887541910017562000000000
The constant M(33,5) is = 0.137287774615721887541910017562000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(33,7) has to be equal to the sum of: 
M(66,7) = 0.078171180823257069131925884389400000000
Their sum is = 0.078171180823257069131925884389400000000
The constant M(33,7) is = 0.078171180823257069131925884389400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(33,8) has to be equal to the sum of: 
M(66,41) = -0.0454213819464802835431835214140000000000
Their sum is = -0.0454213819464802835431835214140000000000
The constant M(33,8) is = -0.0454213819464802835431835214140000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,10) has to be equal to the sum of: 
M(66,43) = -0.0472826878663330226605314081473000000000
Their sum is = -0.0472826878663330226605314081473000000000
The constant M(33,10) is = -0.0472826878663330226605314081473000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,13) has to be equal to the sum of: 
M(66,13) = 0.0103515831708453076396594544091000000000
Their sum is = 0.0103515831708453076396594544091000000000
The constant M(33,13) is = 0.0103515831708453076396594544091000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,14) has to be equal to the sum of: 
M(66,47) = -0.0489812867696140207583966570606000000000
Their sum is = -0.0489812867696140207583966570606000000000
The constant M(33,14) is = -0.0489812867696140207583966570606000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,16) has to be equal to the sum of: 
M(66,49) = -0.079280728926399673314464650915500000000
Their sum is = -0.079280728926399673314464650915500000000
The constant M(33,16) is = -0.079280728926399673314464650915500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(33,17) has to be equal to the sum of: 
M(66,17) = -0.0074299532956448327088742812382300000000
Their sum is = -0.0074299532956448327088742812382300000000
The constant M(33,17) is = -0.0074299532956448327088742812382300000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,19) has to be equal to the sum of: 
M(66,19) = -0.0255787392815412141545145743900000000000
Their sum is = -0.0255787392815412141545145743900000000000
The constant M(33,19) is = -0.0255787392815412141545145743900000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,20) has to be equal to the sum of: 
M(66,53) = -0.0621562845242720778449120301230000000000
Their sum is = -0.0621562845242720778449120301230000000000
The constant M(33,20) is = -0.0621562845242720778449120301230000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,23) has to be equal to the sum of: 
M(66,23) = -0.0316410852166705323985132874625999999999
Their sum is = -0.0316410852166705323985132874625999999999
The constant M(33,23) is = -0.0316410852166705323985132874625999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,25) has to be equal to the sum of: 
M(66,25) = -0.078575387191093072267819478541800000000
Their sum is = -0.078575387191093072267819478541800000000
The constant M(33,25) is = -0.078575387191093072267819478541800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(33,26) has to be equal to the sum of: 
M(66,59) = -0.0608644882364935784744855559681000000000
Their sum is = -0.0608644882364935784744855559681000000000
The constant M(33,26) is = -0.0608644882364935784744855559681000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,28) has to be equal to the sum of: 
M(66,61) = -0.0586876887956972703969757710777000000000
Their sum is = -0.0586876887956972703969757710777000000000
The constant M(33,28) is = -0.0586876887956972703969757710777000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,29) has to be equal to the sum of: 
M(66,29) = -0.0434885280784241643140347670396000000000
Their sum is = -0.0434885280784241643140347670396000000000
The constant M(33,29) is = -0.0434885280784241643140347670396000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,31) has to be equal to the sum of: 
M(66,31) = -0.0394057154645904634181612155539000000000
Their sum is = -0.0394057154645904634181612155539000000000
The constant M(33,31) is = -0.0394057154645904634181612155539000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,32) has to be equal to the sum of: 
M(66,65) = -0.074270116725482186528315395521000000000
Their sum is = -0.074270116725482186528315395521000000000
The constant M(33,32) is = -0.074270116725482186528315395521000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(68,1) = -0.0484750877913713765433971079306000000000
M(68,3) = 0.301841981344964856318467457367000000000
M(68,5) = 0.160864590539432298593958094729000000000
M(68,7) = 0.093007536565561397125391367886300000000
M(68,9) = -0.0528552352735256129097507145863000000000
M(68,11) = 0.0533907975733454267195367002662000000000
M(68,13) = 0.0322168384549108076862943603770000000001
M(68,15) = -0.0376802952048481170157116155987000000000
M(68,19) = 0.00318841930256276850425651654674000000001
M(68,21) = -0.0371253524057731796772898883118000000000
M(68,23) = -0.0069497277095693251430744958379500000000
M(68,25) = -0.0495784955414195123932757360219000000000
M(68,27) = -0.0471764780607311878308697859065000000000
M(68,29) = -0.0065751812846576323666311739681000000000
M(68,31) = -0.0157570115707710809275689172324000000000
M(68,33) = -0.0461118196953927116088589219086000000000
M(68,35) = -0.0370611007695415810861672147215000000000
M(68,37) = -0.0225600191872803333753081187157000000000
M(68,39) = -0.0442189671493305967202530914749000000000
M(68,41) = -0.0190851226364228123230411598816000000000
M(68,43) = -0.0260920526596516922497927056831000000000
M(68,45) = -0.0391624021705525136354344098631000000000
M(68,47) = -0.0306388653162469691834294480606000000000
M(68,49) = -0.0514369650175221155669898377679000000000
M(68,53) = -0.0337319516429651334763088094646000000000
M(68,55) = -0.0511432526842588724219500939909000000000
M(68,57) = -0.0498190942673943680124549075402000000000
M(68,59) = -0.0257055877747003369024417053547000000000
M(68,61) = -0.0320234179027510518098572138970000000000
M(68,63) = -0.0426316701370329870438090178411000000000
M(68,65) = -0.0501068698152546571179525379112000000000
M(68,67) = -0.0381344566759337197332119702688000000000
And of the summand: 1/17
Their sum is = -0.238502787152357216244573161391039411754
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 2.647291948 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(68,1) = -0.0484750877913713765433971079306000000000
M(68,5) = 0.160864590539432298593958094729000000000
M(68,9) = -0.0528552352735256129097507145863000000000
M(68,13) = 0.0322168384549108076862943603770000000001
M(68,21) = -0.0371253524057731796772898883118000000000
M(68,25) = -0.0495784955414195123932757360219000000000
M(68,29) = -0.0065751812846576323666311739681000000000
M(68,33) = -0.0461118196953927116088589219086000000000
M(68,37) = -0.0225600191872803333753081187157000000000
M(68,41) = -0.0190851226364228123230411598816000000000
M(68,45) = -0.0391624021705525136354344098631000000000
M(68,49) = -0.0514369650175221155669898377679000000000
M(68,53) = -0.0337319516429651334763088094646000000000
M(68,57) = -0.0498190942673943680124549075402000000000
M(68,61) = -0.0320234179027510518098572138970000000000
M(68,65) = -0.0501068698152546571179525379112000000000
And of the summand: 1/17
Their sum is = -0.286742056226175198653945141486129411762
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -1.294117614 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(68,3) = 0.301841981344964856318467457367000000000
M(68,7) = 0.093007536565561397125391367886300000000
M(68,11) = 0.0533907975733454267195367002662000000000
M(68,15) = -0.0376802952048481170157116155987000000000
M(68,19) = 0.00318841930256276850425651654674000000001
M(68,23) = -0.0069497277095693251430744958379500000000
M(68,27) = -0.0471764780607311878308697859065000000000
M(68,31) = -0.0157570115707710809275689172324000000000
M(68,35) = -0.0370611007695415810861672147215000000000
M(68,39) = -0.0442189671493305967202530914749000000000
M(68,43) = -0.0260920526596516922497927056831000000000
M(68,47) = -0.0306388653162469691834294480606000000000
M(68,55) = -0.0511432526842588724219500939909000000000
M(68,59) = -0.0257055877747003369024417053547000000000
M(68,63) = -0.0426316701370329870438090178411000000000
M(68,67) = -0.0381344566759337197332119702688000000000
Their sum is = 0.0482392690738179824093719800950900000032
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 1.900000032 E-31
**************************
The constant M(17,1) has to be equal to the sum of: 
M(68,1) = -0.0484750877913713765433971079306000000000
M(68,35) = -0.0370611007695415810861672147215000000000
Their sum is = -0.085536188560912957629564322652100000000
The constant M(17,1) is = -0.085536188560912957629564322652000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(17,2) has to be equal to the sum of: 
M(68,19) = 0.00318841930256276850425651654674000000001
M(68,53) = -0.0337319516429651334763088094646000000000
And of the summand: 1/2
Their sum is = 0.469456467659597635027947707082140000000
The constant M(17,2) is = 0.469456467659597635027947707082000000000
The difference (constant-sum) is = 1.400000004 E-31
**************************
The constant M(17,3) has to be equal to the sum of: 
M(68,3) = 0.301841981344964856318467457367000000000
M(68,37) = -0.0225600191872803333753081187157000000000
Their sum is = 0.279281962157684522943159338651300000000
The constant M(17,3) is = 0.279281962157684522943159338651000000000
The difference (constant-sum) is = 2.999999998 E-31
**************************
The constant M(17,4) has to be equal to the sum of: 
M(68,21) = -0.0371253524057731796772898883118000000000
M(68,55) = -0.0511432526842588724219500939909000000000
Their sum is = -0.088268605090032052099239982302700000000
The constant M(17,4) is = -0.088268605090032052099239982302700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,5) has to be equal to the sum of: 
M(68,5) = 0.160864590539432298593958094729000000000
M(68,39) = -0.0442189671493305967202530914749000000000
Their sum is = 0.116645623390101701873705003254100000000
The constant M(17,5) is = 0.116645623390101701873705003254000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(17,6) has to be equal to the sum of: 
M(68,23) = -0.0069497277095693251430744958379500000000
M(68,57) = -0.0498190942673943680124549075402000000000
Their sum is = -0.0567688219769636931555294033781500000000
The constant M(17,6) is = -0.0567688219769636931555294033781000000000
The difference (constant-sum) is = -4.99999999 E-32
**************************
The constant M(17,7) has to be equal to the sum of: 
M(68,7) = 0.093007536565561397125391367886300000000
M(68,41) = -0.0190851226364228123230411598816000000000
Their sum is = 0.073922413929138584802350208004699999999
The constant M(17,7) is = 0.073922413929138584802350208004800000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(17,8) has to be equal to the sum of: 
M(68,25) = -0.0495784955414195123932757360219000000000
M(68,59) = -0.0257055877747003369024417053547000000000
Their sum is = -0.075284083316119849295717441376599999999
The constant M(17,8) is = -0.075284083316119849295717441376600000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(17,9) has to be equal to the sum of: 
M(68,9) = -0.0528552352735256129097507145863000000000
M(68,43) = -0.0260920526596516922497927056831000000000
Their sum is = -0.078947287933177305159543420269400000000
The constant M(17,9) is = -0.078947287933177305159543420269400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,10) has to be equal to the sum of: 
M(68,27) = -0.0471764780607311878308697859065000000000
M(68,61) = -0.0320234179027510518098572138970000000000
Their sum is = -0.079199895963482239640726999803500000000
The constant M(17,10) is = -0.079199895963482239640726999803400000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(17,11) has to be equal to the sum of: 
M(68,11) = 0.0533907975733454267195367002662000000000
M(68,45) = -0.0391624021705525136354344098631000000000
Their sum is = 0.0142283954027929130841022904030999999999
The constant M(17,11) is = 0.0142283954027929130841022904031000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(17,12) has to be equal to the sum of: 
M(68,29) = -0.0065751812846576323666311739681000000000
M(68,63) = -0.0426316701370329870438090178411000000000
Their sum is = -0.0492068514216906194104401918092000000000
The constant M(17,12) is = -0.0492068514216906194104401918092000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(17,13) has to be equal to the sum of: 
M(68,13) = 0.0322168384549108076862943603770000000001
M(68,47) = -0.0306388653162469691834294480606000000000
Their sum is = 0.00157797313866383850286491231640000000017
The constant M(17,13) is = 0.00157797313866383850286491231645000000000
The difference (constant-sum) is = -4.999999982679811268 E-32
**************************
The constant M(17,14) has to be equal to the sum of: 
M(68,31) = -0.0157570115707710809275689172324000000000
M(68,65) = -0.0501068698152546571179525379112000000000
Their sum is = -0.065863881386025738045521455143600000000
The constant M(17,14) is = -0.065863881386025738045521455143500000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(17,15) has to be equal to the sum of: 
M(68,15) = -0.0376802952048481170157116155987000000000
M(68,49) = -0.0514369650175221155669898377679000000000
Their sum is = -0.089117260222370232582701453366600000000
The constant M(17,15) is = -0.089117260222370232582701453366700000000
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(17,16) has to be equal to the sum of: 
M(68,33) = -0.0461118196953927116088589219086000000000
M(68,67) = -0.0381344566759337197332119702688000000000
Their sum is = -0.084246276371326431342070892177399999999
The constant M(17,16) is = -0.084246276371326431342070892177400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(34,1) has to be equal to the sum of: 
M(68,1) = -0.0484750877913713765433971079306000000000
M(68,35) = -0.0370611007695415810861672147215000000000
Their sum is = -0.085536188560912957629564322652100000000
The constant M(34,1) is = -0.085536188560912957629564322652000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(34,3) has to be equal to the sum of: 
M(68,3) = 0.301841981344964856318467457367000000000
M(68,37) = -0.0225600191872803333753081187157000000000
Their sum is = 0.279281962157684522943159338651300000000
The constant M(34,3) is = 0.279281962157684522943159338651000000000
The difference (constant-sum) is = 2.999999998 E-31
**************************
The constant M(34,5) has to be equal to the sum of: 
M(68,5) = 0.160864590539432298593958094729000000000
M(68,39) = -0.0442189671493305967202530914749000000000
Their sum is = 0.116645623390101701873705003254100000000
The constant M(34,5) is = 0.116645623390101701873705003254000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(34,7) has to be equal to the sum of: 
M(68,7) = 0.093007536565561397125391367886300000000
M(68,41) = -0.0190851226364228123230411598816000000000
Their sum is = 0.073922413929138584802350208004699999999
The constant M(34,7) is = 0.073922413929138584802350208004800000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(34,9) has to be equal to the sum of: 
M(68,9) = -0.0528552352735256129097507145863000000000
M(68,43) = -0.0260920526596516922497927056831000000000
Their sum is = -0.078947287933177305159543420269400000000
The constant M(34,9) is = -0.078947287933177305159543420269400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(34,11) has to be equal to the sum of: 
M(68,11) = 0.0533907975733454267195367002662000000000
M(68,45) = -0.0391624021705525136354344098631000000000
Their sum is = 0.0142283954027929130841022904030999999999
The constant M(34,11) is = 0.0142283954027929130841022904031000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(34,13) has to be equal to the sum of: 
M(68,13) = 0.0322168384549108076862943603770000000001
M(68,47) = -0.0306388653162469691834294480606000000000
Their sum is = 0.00157797313866383850286491231640000000017
The constant M(34,13) is = 0.00157797313866383850286491231645000000000
The difference (constant-sum) is = -4.999999982679811268 E-32
**************************
The constant M(34,15) has to be equal to the sum of: 
M(68,15) = -0.0376802952048481170157116155987000000000
M(68,49) = -0.0514369650175221155669898377679000000000
Their sum is = -0.089117260222370232582701453366600000000
The constant M(34,15) is = -0.089117260222370232582701453366700000000
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(34,19) has to be equal to the sum of: 
M(68,19) = 0.00318841930256276850425651654674000000001
M(68,53) = -0.0337319516429651334763088094646000000000
Their sum is = -0.0305435323404023649720522929178600000000
The constant M(34,19) is = -0.0305435323404023649720522929179000000000
The difference (constant-sum) is = 3.999999994 E-32
**************************
The constant M(34,21) has to be equal to the sum of: 
M(68,21) = -0.0371253524057731796772898883118000000000
M(68,55) = -0.0511432526842588724219500939909000000000
Their sum is = -0.088268605090032052099239982302700000000
The constant M(34,21) is = -0.088268605090032052099239982302700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(34,23) has to be equal to the sum of: 
M(68,23) = -0.0069497277095693251430744958379500000000
M(68,57) = -0.0498190942673943680124549075402000000000
Their sum is = -0.0567688219769636931555294033781500000000
The constant M(34,23) is = -0.0567688219769636931555294033781000000000
The difference (constant-sum) is = -4.99999999 E-32
**************************
The constant M(34,25) has to be equal to the sum of: 
M(68,25) = -0.0495784955414195123932757360219000000000
M(68,59) = -0.0257055877747003369024417053547000000000
Their sum is = -0.075284083316119849295717441376599999999
The constant M(34,25) is = -0.075284083316119849295717441376600000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(34,27) has to be equal to the sum of: 
M(68,27) = -0.0471764780607311878308697859065000000000
M(68,61) = -0.0320234179027510518098572138970000000000
Their sum is = -0.079199895963482239640726999803500000000
The constant M(34,27) is = -0.079199895963482239640726999803400000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(34,29) has to be equal to the sum of: 
M(68,29) = -0.0065751812846576323666311739681000000000
M(68,63) = -0.0426316701370329870438090178411000000000
Their sum is = -0.0492068514216906194104401918092000000000
The constant M(34,29) is = -0.0492068514216906194104401918092000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(34,31) has to be equal to the sum of: 
M(68,31) = -0.0157570115707710809275689172324000000000
M(68,65) = -0.0501068698152546571179525379112000000000
Their sum is = -0.065863881386025738045521455143600000000
The constant M(34,31) is = -0.065863881386025738045521455143500000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(34,33) has to be equal to the sum of: 
M(68,33) = -0.0461118196953927116088589219086000000000
M(68,67) = -0.0381344566759337197332119702688000000000
Their sum is = -0.084246276371326431342070892177399999999
The constant M(34,33) is = -0.084246276371326431342070892177400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(3,1) has to be equal to the sum of: 
M(69,1) = -0.0303843469751836393784637539156000000000
M(69,4) = -0.0209692598299602349795508282375000000000
M(69,7) = 0.104118679912949599641736089881000000000
M(69,10) = -0.0266755658449286712945860778892000000000
M(69,13) = 0.0398285021358818293037407044304000000000
M(69,16) = -0.0372746500690424091263018098680000000000
M(69,19) = 0.0206164024921003445275810348138000000000
M(69,22) = -0.0339367832851177506433312649060000000001
M(69,25) = -0.0325803515769098114762629188918000000000
M(69,28) = -0.0292038115787487872012089525123000000000
M(69,31) = -0.0076236738483094801167418304564600000000
M(69,34) = -0.0275530875771613743847297243539000000000
M(69,37) = -0.0126989044744821340294001042172000000000
M(69,40) = -0.0305503947401062398327103108661000000000
M(69,43) = -0.0109804583781646629901258361411000000000
M(69,49) = -0.0376450094721719358794013692058000000000
M(69,52) = -0.0389456060145691288574100406862000000000
M(69,55) = -0.0337779107288633280118349856909999999999
M(69,58) = -0.0341008835908778617504443585976000000000
M(69,61) = -0.0170312217118517181628764363059000000000
M(69,64) = -0.0353474804299990057596986454280000000000
M(69,67) = -0.0241746639239267287176281481564000000000
Their sum is = -0.356890479509443129119649567200859999994
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 1.400000062 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(69,2) = 0.473607864490587822981507223234000000000
M(69,5) = 0.164231635591231390705353077042000000000
M(69,8) = -0.0381066765598680226744188286803000000000
M(69,11) = 0.0579036406394387758772072485299000000000
M(69,14) = -0.0258017036726506975727590313906000000000
M(69,17) = 0.0230934346547809140379680483637000000000
M(69,20) = -0.0257703917110630525912314261056000000000
M(69,26) = -0.0361956166261470324400616760391000000000
M(69,29) = 0.000443492812253941018006699215184000000000
M(69,32) = -0.0274485078171152686664719002539000000000
M(69,35) = -0.0301613073421143039140310088118000000000
M(69,38) = -0.0284157371326984277276053063505000000000
M(69,41) = -0.0091214771669037362452170145138800000000
M(69,44) = -0.0283956520294507323404569448448000000000
M(69,47) = -0.0176983820924514342854280986196000000000
M(69,50) = -0.0375598211876373283427155434065000000000
M(69,53) = -0.0148671605980067155968389396739000000000
M(69,56) = -0.0349183621648012841674412516944000000000
M(69,59) = -0.0204035861753398360427621824789000000000
M(69,62) = -0.0283297851505431034792449523624000000000
M(69,65) = -0.0387796580719606551701416679341000000000
M(69,68) = -0.0357301445353538512127777985745000000000
And of the summand: 1/23
Their sum is = 0.285054359023752579541743072476090956534
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -9.09043465 E-31
**************************
The constant M(23,1) has to be equal to the sum of: 
M(69,1) = -0.0303843469751836393784637539156000000000
M(69,47) = -0.0176983820924514342854280986196000000000
Their sum is = -0.0480827290676350736638918525352000000000
The constant M(23,1) is = -0.0480827290676350736638918525352000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,2) has to be equal to the sum of: 
M(69,2) = 0.473607864490587822981507223234000000000
M(69,25) = -0.0325803515769098114762629188918000000000
Their sum is = 0.441027512913678011505244304342200000000
The constant M(23,2) is = 0.441027512913678011505244304343000000000
The difference (constant-sum) is = -8.00000000 E-31
**************************
The constant M(23,3) has to be equal to the sum of: 
M(69,26) = -0.0361956166261470324400616760391000000000
M(69,49) = -0.0376450094721719358794013692058000000000
And of the summand: 1/3
Their sum is = 0.259492707235014365013870288088433333334
The constant M(23,3) is = 0.259492707235014365013870288088000000000
The difference (constant-sum) is = 4.333333338 E-31
**************************
The constant M(23,4) has to be equal to the sum of: 
M(69,4) = -0.0209692598299602349795508282375000000000
M(69,50) = -0.0375598211876373283427155434065000000000
Their sum is = -0.0585290810175975633222663716440000000000
The constant M(23,4) is = -0.0585290810175975633222663716440000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(23,5) has to be equal to the sum of: 
M(69,5) = 0.164231635591231390705353077042000000000
M(69,28) = -0.0292038115787487872012089525123000000000
Their sum is = 0.135027824012482603504144124529700000000
The constant M(23,5) is = 0.135027824012482603504144124529999999999
The difference (constant-sum) is = -2.999999990 E-31
**************************
The constant M(23,6) has to be equal to the sum of: 
M(69,29) = 0.000443492812253941018006699215184000000000
M(69,52) = -0.0389456060145691288574100406862000000000
Their sum is = -0.0385021132023151878394033414710160000000
The constant M(23,6) is = -0.0385021132023151878394033414710000000000
The difference (constant-sum) is = -1.600000001 E-32
**************************
The constant M(23,7) has to be equal to the sum of: 
M(69,7) = 0.104118679912949599641736089881000000000
M(69,53) = -0.0148671605980067155968389396739000000000
Their sum is = 0.089251519314942884044897150207100000000
The constant M(23,7) is = 0.089251519314942884044897150206800000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(23,8) has to be equal to the sum of: 
M(69,8) = -0.0381066765598680226744188286803000000000
M(69,31) = -0.0076236738483094801167418304564600000000
Their sum is = -0.0457303504081775027911606591367599999998
The constant M(23,8) is = -0.0457303504081775027911606591367000000000
The difference (constant-sum) is = -5.99999999 E-32
**************************
The constant M(23,9) has to be equal to the sum of: 
M(69,32) = -0.0274485078171152686664719002539000000000
M(69,55) = -0.0337779107288633280118349856909999999999
Their sum is = -0.0612264185459785966783068859448999999998
The constant M(23,9) is = -0.0612264185459785966783068859450000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(23,10) has to be equal to the sum of: 
M(69,10) = -0.0266755658449286712945860778892000000000
M(69,56) = -0.0349183621648012841674412516944000000000
Their sum is = -0.0615939280097299554620273295836000000000
The constant M(23,10) is = -0.0615939280097299554620273295835000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(23,11) has to be equal to the sum of: 
M(69,11) = 0.0579036406394387758772072485299000000000
M(69,34) = -0.0275530875771613743847297243539000000000
Their sum is = 0.0303505530622774014924775241759999999999
The constant M(23,11) is = 0.0303505530622774014924775241761000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(23,12) has to be equal to the sum of: 
M(69,35) = -0.0301613073421143039140310088118000000000
M(69,58) = -0.0341008835908778617504443585976000000000
Their sum is = -0.064262190932992165664475367409400000000
The constant M(23,12) is = -0.064262190932992165664475367409400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(23,13) has to be equal to the sum of: 
M(69,13) = 0.0398285021358818293037407044304000000000
M(69,59) = -0.0204035861753398360427621824789000000000
Their sum is = 0.0194249159605419932609785219515000000001
The constant M(23,13) is = 0.0194249159605419932609785219515000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(23,14) has to be equal to the sum of: 
M(69,14) = -0.0258017036726506975727590313906000000000
M(69,37) = -0.0126989044744821340294001042172000000000
Their sum is = -0.0385006081471328316021591356078000000000
The constant M(23,14) is = -0.0385006081471328316021591356077000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(23,15) has to be equal to the sum of: 
M(69,38) = -0.0284157371326984277276053063505000000000
M(69,61) = -0.0170312217118517181628764363059000000000
Their sum is = -0.0454469588445501458904817426564000000000
The constant M(23,15) is = -0.0454469588445501458904817426565000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(23,16) has to be equal to the sum of: 
M(69,16) = -0.0372746500690424091263018098680000000000
M(69,62) = -0.0283297851505431034792449523624000000000
Their sum is = -0.065604435219585512605546762230399999999
The constant M(23,16) is = -0.065604435219585512605546762230400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(23,17) has to be equal to the sum of: 
M(69,17) = 0.0230934346547809140379680483637000000000
M(69,40) = -0.0305503947401062398327103108661000000000
Their sum is = -0.0074569600853253257947422625023999999999
The constant M(23,17) is = -0.0074569600853253257947422625024800000000
The difference (constant-sum) is = 8.00000000 E-32
**************************
The constant M(23,18) has to be equal to the sum of: 
M(69,41) = -0.0091214771669037362452170145138800000000
M(69,64) = -0.0353474804299990057596986454280000000000
Their sum is = -0.0444689575969027420049156599418800000000
The constant M(23,18) is = -0.0444689575969027420049156599419000000000
The difference (constant-sum) is = 2.000000011 E-32
**************************
The constant M(23,19) has to be equal to the sum of: 
M(69,19) = 0.0206164024921003445275810348138000000000
M(69,65) = -0.0387796580719606551701416679341000000000
Their sum is = -0.0181632555798603106425606331203000000000
The constant M(23,19) is = -0.0181632555798603106425606331204000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(23,20) has to be equal to the sum of: 
M(69,20) = -0.0257703917110630525912314261056000000000
M(69,43) = -0.0109804583781646629901258361411000000000
Their sum is = -0.0367508500892277155813572622467000000000
The constant M(23,20) is = -0.0367508500892277155813572622467000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(23,21) has to be equal to the sum of: 
M(69,44) = -0.0283956520294507323404569448448000000000
M(69,67) = -0.0241746639239267287176281481564000000000
Their sum is = -0.0525703159533774610580850930012000000000
The constant M(23,21) is = -0.0525703159533774610580850930012000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,22) has to be equal to the sum of: 
M(69,22) = -0.0339367832851177506433312649060000000001
M(69,68) = -0.0357301445353538512127777985745000000000
Their sum is = -0.069666927820471601856109063480500000000
The constant M(23,22) is = -0.069666927820471601856109063480500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(70,1) = -0.0521203958993981521382366361444000000000
M(70,3) = 0.277282138508591744958868544777999999999
M(70,9) = -0.0531803058279777840898399483951000000000
M(70,11) = 0.0231704649308273892250552835296000000000
M(70,13) = 0.0219693017630597206704446946187000000000
M(70,17) = -0.00292696553890656821529105782935000000000
M(70,19) = -0.0051702016297894582795348935112200000000
M(70,23) = -0.0188643078866810042383763259101000000000
M(70,27) = -0.0557664150945181069080440459123000000000
M(70,29) = -0.0356510749278322673880947360139000000000
M(70,31) = -0.0268476257540518662955516033514000000000
M(70,33) = -0.0536076197856363370324907581835000000000
M(70,37) = -0.0365819413446794650006200033505000000000
M(70,39) = -0.0590769813484675438759867916742000000000
M(70,41) = -0.0392709668858123642655196012063000000000
M(70,43) = -0.0407350376995100692905964834184000000000
M(70,47) = -0.0465376307047547443182334117983000000000
M(70,51) = -0.065355715569728199073294967645200000000
M(70,53) = -0.0473940708580472952213460431642000000000
M(70,57) = -0.0585686340178308052798111543573000000000
M(70,59) = -0.0464666570415210357373936326428000000000
M(70,61) = -0.0484102108090957905918204188801000000000
M(70,67) = -0.0463790798044779492588146413172000000000
M(70,69) = -0.064869996783262121742901672468600000000
And of the summand: 1/5
And of the summand: 1/7
Their sum is = -0.238502787152357216244573161390927142846
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 3.769981028 E-31
**************************
The constant M(5,1) has to be equal to the sum of: 
M(70,1) = -0.0521203958993981521382366361444000000000
M(70,11) = 0.0231704649308273892250552835296000000000
M(70,31) = -0.0268476257540518662955516033514000000000
M(70,41) = -0.0392709668858123642655196012063000000000
M(70,51) = -0.065355715569728199073294967645200000000
M(70,61) = -0.0484102108090957905918204188801000000000
Their sum is = -0.208834449987258983139367943697800000000
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(70,17) = -0.00292696553890656821529105782935000000000
M(70,27) = -0.0557664150945181069080440459123000000000
M(70,37) = -0.0365819413446794650006200033505000000000
M(70,47) = -0.0465376307047547443182334117983000000000
M(70,57) = -0.0585686340178308052798111543573000000000
M(70,67) = -0.0463790798044779492588146413172000000000
And of the summand: 1/2
And of the summand: 1/7
Their sum is = 0.396096476351975218162042828292192857142
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 1.928571427 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(70,3) = 0.277282138508591744958868544777999999999
M(70,13) = 0.0219693017630597206704446946187000000000
M(70,23) = -0.0188643078866810042383763259101000000000
M(70,33) = -0.0536076197856363370324907581835000000000
M(70,43) = -0.0407350376995100692905964834184000000000
M(70,53) = -0.0473940708580472952213460431642000000000
Their sum is = 0.138650404041776759846503628720500000001
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 5.000000008 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(70,9) = -0.0531803058279777840898399483951000000000
M(70,19) = -0.0051702016297894582795348935112200000000
M(70,29) = -0.0356510749278322673880947360139000000000
M(70,39) = -0.0590769813484675438759867916742000000000
M(70,59) = -0.0464666570415210357373936326428000000000
M(70,69) = -0.064869996783262121742901672468600000000
Their sum is = -0.264415217558850211113751674705819999999
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.800000013 E-31
**************************
The constant M(7,1) has to be equal to the sum of: 
M(70,1) = -0.0521203958993981521382366361444000000000
M(70,29) = -0.0356510749278322673880947360139000000000
M(70,43) = -0.0407350376995100692905964834184000000000
M(70,57) = -0.0585686340178308052798111543573000000000
Their sum is = -0.187075142544571294096739009933999999999
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 1.469367939 E-39
**************************
The constant M(7,2) has to be equal to the sum of: 
M(70,9) = -0.0531803058279777840898399483951000000000
M(70,23) = -0.0188643078866810042383763259101000000000
M(70,37) = -0.0365819413446794650006200033505000000000
M(70,51) = -0.065355715569728199073294967645200000000
And of the summand: 1/2
Their sum is = 0.326017729370933547597868754699100000001
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(7,3) has to be equal to the sum of: 
M(70,3) = 0.277282138508591744958868544777999999999
M(70,17) = -0.00292696553890656821529105782935000000000
M(70,31) = -0.0268476257540518662955516033514000000000
M(70,59) = -0.0464666570415210357373936326428000000000
Their sum is = 0.201040890174112274710632250954450000000
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 4.500000004 E-31
**************************
The constant M(7,4) has to be equal to the sum of: 
M(70,11) = 0.0231704649308273892250552835296000000000
M(70,39) = -0.0590769813484675438759867916742000000000
M(70,53) = -0.0473940708580472952213460431642000000000
M(70,67) = -0.0463790798044779492588146413172000000000
Their sum is = -0.129679667080165399131092192626000000000
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(7,5) has to be equal to the sum of: 
M(70,19) = -0.0051702016297894582795348935112200000000
M(70,33) = -0.0536076197856363370324907581835000000000
M(70,47) = -0.0465376307047547443182334117983000000000
M(70,61) = -0.0484102108090957905918204188801000000000
And of the summand: 1/5
Their sum is = 0.0462743370707236697779205176268800000006
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = -1.999999956 E-32
**************************
The constant M(7,6) has to be equal to the sum of: 
M(70,13) = 0.0219693017630597206704446946187000000000
M(70,27) = -0.0557664150945181069080440459123000000000
M(70,41) = -0.0392709668858123642655196012063000000000
M(70,69) = -0.064869996783262121742901672468600000000
Their sum is = -0.137938077000532872246020624968500000000
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(10,1) has to be equal to the sum of: 
M(70,1) = -0.0521203958993981521382366361444000000000
M(70,11) = 0.0231704649308273892250552835296000000000
M(70,31) = -0.0268476257540518662955516033514000000000
M(70,41) = -0.0392709668858123642655196012063000000000
M(70,51) = -0.065355715569728199073294967645200000000
M(70,61) = -0.0484102108090957905918204188801000000000
Their sum is = -0.208834449987258983139367943697800000000
The constant M(10,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(10,3) has to be equal to the sum of: 
M(70,3) = 0.277282138508591744958868544777999999999
M(70,13) = 0.0219693017630597206704446946187000000000
M(70,23) = -0.0188643078866810042383763259101000000000
M(70,33) = -0.0536076197856363370324907581835000000000
M(70,43) = -0.0407350376995100692905964834184000000000
M(70,53) = -0.0473940708580472952213460431642000000000
Their sum is = 0.138650404041776759846503628720500000001
The constant M(10,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 5.000000008 E-31
**************************
The constant M(10,7) has to be equal to the sum of: 
M(70,17) = -0.00292696553890656821529105782935000000000
M(70,27) = -0.0557664150945181069080440459123000000000
M(70,37) = -0.0365819413446794650006200033505000000000
M(70,47) = -0.0465376307047547443182334117983000000000
M(70,57) = -0.0585686340178308052798111543573000000000
M(70,67) = -0.0463790798044779492588146413172000000000
And of the summand: 1/7
Their sum is = -0.103903523648024781837957171707807142855
The constant M(10,7) is = -0.103903523648024781837957171708000000000
The difference (constant-sum) is = 1.928571445 E-31
**************************
The constant M(10,9) has to be equal to the sum of: 
M(70,9) = -0.0531803058279777840898399483951000000000
M(70,19) = -0.0051702016297894582795348935112200000000
M(70,29) = -0.0356510749278322673880947360139000000000
M(70,39) = -0.0590769813484675438759867916742000000000
M(70,59) = -0.0464666570415210357373936326428000000000
M(70,69) = -0.064869996783262121742901672468600000000
Their sum is = -0.264415217558850211113751674705819999999
The constant M(10,9) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.800000013 E-31
**************************
The constant M(14,1) has to be equal to the sum of: 
M(70,1) = -0.0521203958993981521382366361444000000000
M(70,29) = -0.0356510749278322673880947360139000000000
M(70,43) = -0.0407350376995100692905964834184000000000
M(70,57) = -0.0585686340178308052798111543573000000000
Their sum is = -0.187075142544571294096739009933999999999
The constant M(14,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 1.469367939 E-39
**************************
The constant M(14,3) has to be equal to the sum of: 
M(70,3) = 0.277282138508591744958868544777999999999
M(70,17) = -0.00292696553890656821529105782935000000000
M(70,31) = -0.0268476257540518662955516033514000000000
M(70,59) = -0.0464666570415210357373936326428000000000
Their sum is = 0.201040890174112274710632250954450000000
The constant M(14,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 4.500000004 E-31
**************************
The constant M(14,5) has to be equal to the sum of: 
M(70,19) = -0.0051702016297894582795348935112200000000
M(70,33) = -0.0536076197856363370324907581835000000000
M(70,47) = -0.0465376307047547443182334117983000000000
M(70,61) = -0.0484102108090957905918204188801000000000
And of the summand: 1/5
Their sum is = 0.0462743370707236697779205176268800000006
The constant M(14,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = -1.999999956 E-32
**************************
The constant M(14,9) has to be equal to the sum of: 
M(70,9) = -0.0531803058279777840898399483951000000000
M(70,23) = -0.0188643078866810042383763259101000000000
M(70,37) = -0.0365819413446794650006200033505000000000
M(70,51) = -0.065355715569728199073294967645200000000
Their sum is = -0.173982270629066452402131245300900000000
The constant M(14,9) is = -0.173982270629066452402131245301000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(14,11) has to be equal to the sum of: 
M(70,11) = 0.0231704649308273892250552835296000000000
M(70,39) = -0.0590769813484675438759867916742000000000
M(70,53) = -0.0473940708580472952213460431642000000000
M(70,67) = -0.0463790798044779492588146413172000000000
Their sum is = -0.129679667080165399131092192626000000000
The constant M(14,11) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(14,13) has to be equal to the sum of: 
M(70,13) = 0.0219693017630597206704446946187000000000
M(70,27) = -0.0557664150945181069080440459123000000000
M(70,41) = -0.0392709668858123642655196012063000000000
M(70,69) = -0.064869996783262121742901672468600000000
Their sum is = -0.137938077000532872246020624968500000000
The constant M(14,13) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(35,1) has to be equal to the sum of: 
M(70,1) = -0.0521203958993981521382366361444000000000
Their sum is = -0.0521203958993981521382366361444000000000
The constant M(35,1) is = -0.0521203958993981521382366361444000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,2) has to be equal to the sum of: 
M(70,37) = -0.0365819413446794650006200033505000000000
And of the summand: 1/2
Their sum is = 0.463418058655320534999379996649500000000
The constant M(35,2) is = 0.463418058655320534999379996650000000000
The difference (constant-sum) is = -4.999999986 E-31
**************************
The constant M(35,3) has to be equal to the sum of: 
M(70,3) = 0.277282138508591744958868544777999999999
Their sum is = 0.277282138508591744958868544777999999999
The constant M(35,3) is = 0.277282138508591744958868544777999999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(35,4) has to be equal to the sum of: 
M(70,39) = -0.0590769813484675438759867916742000000000
Their sum is = -0.0590769813484675438759867916742000000000
The constant M(35,4) is = -0.0590769813484675438759867916742000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,6) has to be equal to the sum of: 
M(70,41) = -0.0392709668858123642655196012063000000000
Their sum is = -0.0392709668858123642655196012063000000000
The constant M(35,6) is = -0.0392709668858123642655196012063000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,8) has to be equal to the sum of: 
M(70,43) = -0.0407350376995100692905964834184000000000
Their sum is = -0.0407350376995100692905964834184000000000
The constant M(35,8) is = -0.0407350376995100692905964834184000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,9) has to be equal to the sum of: 
M(70,9) = -0.0531803058279777840898399483951000000000
Their sum is = -0.0531803058279777840898399483951000000000
The constant M(35,9) is = -0.0531803058279777840898399483951000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,11) has to be equal to the sum of: 
M(70,11) = 0.0231704649308273892250552835296000000000
Their sum is = 0.0231704649308273892250552835296000000000
The constant M(35,11) is = 0.0231704649308273892250552835296000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,12) has to be equal to the sum of: 
M(70,47) = -0.0465376307047547443182334117983000000000
Their sum is = -0.0465376307047547443182334117983000000000
The constant M(35,12) is = -0.0465376307047547443182334117983000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,13) has to be equal to the sum of: 
M(70,13) = 0.0219693017630597206704446946187000000000
Their sum is = 0.0219693017630597206704446946187000000000
The constant M(35,13) is = 0.0219693017630597206704446946187000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,16) has to be equal to the sum of: 
M(70,51) = -0.065355715569728199073294967645200000000
Their sum is = -0.065355715569728199073294967645200000000
The constant M(35,16) is = -0.065355715569728199073294967645200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(35,17) has to be equal to the sum of: 
M(70,17) = -0.00292696553890656821529105782935000000000
Their sum is = -0.00292696553890656821529105782935000000000
The constant M(35,17) is = -0.00292696553890656821529105782935000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(35,18) has to be equal to the sum of: 
M(70,53) = -0.0473940708580472952213460431642000000000
Their sum is = -0.0473940708580472952213460431642000000000
The constant M(35,18) is = -0.0473940708580472952213460431642000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,19) has to be equal to the sum of: 
M(70,19) = -0.0051702016297894582795348935112200000000
Their sum is = -0.0051702016297894582795348935112200000000
The constant M(35,19) is = -0.0051702016297894582795348935112200000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,22) has to be equal to the sum of: 
M(70,57) = -0.0585686340178308052798111543573000000000
Their sum is = -0.0585686340178308052798111543573000000000
The constant M(35,22) is = -0.0585686340178308052798111543573000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,23) has to be equal to the sum of: 
M(70,23) = -0.0188643078866810042383763259101000000000
Their sum is = -0.0188643078866810042383763259101000000000
The constant M(35,23) is = -0.0188643078866810042383763259101000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,24) has to be equal to the sum of: 
M(70,59) = -0.0464666570415210357373936326428000000000
Their sum is = -0.0464666570415210357373936326428000000000
The constant M(35,24) is = -0.0464666570415210357373936326428000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,26) has to be equal to the sum of: 
M(70,61) = -0.0484102108090957905918204188801000000000
Their sum is = -0.0484102108090957905918204188801000000000
The constant M(35,26) is = -0.0484102108090957905918204188801000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,27) has to be equal to the sum of: 
M(70,27) = -0.0557664150945181069080440459123000000000
Their sum is = -0.0557664150945181069080440459123000000000
The constant M(35,27) is = -0.0557664150945181069080440459123000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,29) has to be equal to the sum of: 
M(70,29) = -0.0356510749278322673880947360139000000000
Their sum is = -0.0356510749278322673880947360139000000000
The constant M(35,29) is = -0.0356510749278322673880947360139000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,31) has to be equal to the sum of: 
M(70,31) = -0.0268476257540518662955516033514000000000
Their sum is = -0.0268476257540518662955516033514000000000
The constant M(35,31) is = -0.0268476257540518662955516033514000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,32) has to be equal to the sum of: 
M(70,67) = -0.0463790798044779492588146413172000000000
Their sum is = -0.0463790798044779492588146413172000000000
The constant M(35,32) is = -0.0463790798044779492588146413172000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,33) has to be equal to the sum of: 
M(70,33) = -0.0536076197856363370324907581835000000000
Their sum is = -0.0536076197856363370324907581835000000000
The constant M(35,33) is = -0.0536076197856363370324907581835000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,34) has to be equal to the sum of: 
M(70,69) = -0.064869996783262121742901672468600000000
Their sum is = -0.064869996783262121742901672468600000000
The constant M(35,34) is = -0.064869996783262121742901672468600000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(72,1) = -0.0613386863852005526028045742428000000000
M(72,5) = 0.135555504749699333023907340901000000000
M(72,7) = 0.093456830686463965724302731007800000000
M(72,11) = 0.0353820805789846185525274626145000000000
M(72,13) = 0.0159318256597611032142515151790000000000
M(72,17) = 0.00079917429195153620830411371310199999999
M(72,19) = -0.0112400859786816405681793593410000000000
M(72,23) = -0.0164081479322636228550319184696000000000
M(72,25) = -0.0585047635077781877493557726329000000000
M(72,29) = -0.0200679207915582921070723617719000000000
M(72,31) = -0.0316856233277562859701534646748999999999
M(72,35) = -0.0559722116270825439242870410699000000000
M(72,37) = -0.0319057543832866284816953410793000000001
M(72,41) = -0.0356630209371098370177068232162000000000
M(72,43) = -0.0479667226364117303273207546098000000000
M(72,47) = -0.0462656119142513101644998729714000000000
M(72,49) = -0.070028208456950795759533511684699999999
M(72,53) = -0.0476577943442498844538048417994000000000
M(72,55) = -0.0578737053957010838402656590434000000000
M(72,59) = -0.0476576342116788192941844118811000000000
M(72,61) = -0.0521801769944512047258008271737000000000
M(72,65) = -0.0616822351270017882026340576782000000000
M(72,67) = -0.0435554087894500880330945489054000000000
M(72,71) = -0.0553078237116868102237745158942000000000
And of the summand: 1/3
Their sum is = -0.238502787152357216244573161391064666658
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 2.394742908 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(72,1) = -0.0613386863852005526028045742428000000000
M(72,7) = 0.093456830686463965724302731007800000000
M(72,13) = 0.0159318256597611032142515151790000000000
M(72,19) = -0.0112400859786816405681793593410000000000
M(72,25) = -0.0585047635077781877493557726329000000000
M(72,31) = -0.0316856233277562859701534646748999999999
M(72,37) = -0.0319057543832866284816953410793000000001
M(72,43) = -0.0479667226364117303273207546098000000000
M(72,49) = -0.070028208456950795759533511684699999999
M(72,55) = -0.0578737053957010838402656590434000000000
M(72,61) = -0.0521801769944512047258008271737000000000
M(72,67) = -0.0435554087894500880330945489054000000000
Their sum is = -0.356890479509443129119649567201099999996
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -9.99999965 E-32
**************************
The constant M(3,2) has to be equal to the sum of: 
M(72,5) = 0.135555504749699333023907340901000000000
M(72,11) = 0.0353820805789846185525274626145000000000
M(72,17) = 0.00079917429195153620830411371310199999999
M(72,23) = -0.0164081479322636228550319184696000000000
M(72,29) = -0.0200679207915582921070723617719000000000
M(72,35) = -0.0559722116270825439242870410699000000000
M(72,41) = -0.0356630209371098370177068232162000000000
M(72,47) = -0.0462656119142513101644998729714000000000
M(72,53) = -0.0476577943442498844538048417994000000000
M(72,59) = -0.0476576342116788192941844118811000000000
M(72,65) = -0.0616822351270017882026340576782000000000
M(72,71) = -0.0553078237116868102237745158942000000000
And of the summand: 1/2
Their sum is = 0.285054359023752579541743072476702000002
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -2.979999975 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(72,1) = -0.0613386863852005526028045742428000000000
M(72,5) = 0.135555504749699333023907340901000000000
M(72,13) = 0.0159318256597611032142515151790000000000
M(72,17) = 0.00079917429195153620830411371310199999999
M(72,25) = -0.0585047635077781877493557726329000000000
M(72,29) = -0.0200679207915582921070723617719000000000
M(72,37) = -0.0319057543832866284816953410793000000001
M(72,41) = -0.0356630209371098370177068232162000000000
M(72,49) = -0.070028208456950795759533511684699999999
M(72,53) = -0.0476577943442498844538048417994000000000
M(72,61) = -0.0521801769944512047258008271737000000000
M(72,65) = -0.0616822351270017882026340576782000000000
Their sum is = -0.286742056226175198653945141485997999998
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = 2.000002252 E-33
**************************
The constant M(4,3) has to be equal to the sum of: 
M(72,7) = 0.093456830686463965724302731007800000000
M(72,11) = 0.0353820805789846185525274626145000000000
M(72,19) = -0.0112400859786816405681793593410000000000
M(72,23) = -0.0164081479322636228550319184696000000000
M(72,31) = -0.0316856233277562859701534646748999999999
M(72,35) = -0.0559722116270825439242870410699000000000
M(72,43) = -0.0479667226364117303273207546098000000000
M(72,47) = -0.0462656119142513101644998729714000000000
M(72,55) = -0.0578737053957010838402656590434000000000
M(72,59) = -0.0476576342116788192941844118811000000000
M(72,67) = -0.0435554087894500880330945489054000000000
M(72,71) = -0.0553078237116868102237745158942000000000
And of the summand: 1/3
Their sum is = 0.0482392690738179824093719800949333333356
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 3.333333554 E-32
**************************
The constant M(6,1) has to be equal to the sum of: 
M(72,1) = -0.0613386863852005526028045742428000000000
M(72,7) = 0.093456830686463965724302731007800000000
M(72,13) = 0.0159318256597611032142515151790000000000
M(72,19) = -0.0112400859786816405681793593410000000000
M(72,25) = -0.0585047635077781877493557726329000000000
M(72,31) = -0.0316856233277562859701534646748999999999
M(72,37) = -0.0319057543832866284816953410793000000001
M(72,43) = -0.0479667226364117303273207546098000000000
M(72,49) = -0.070028208456950795759533511684699999999
M(72,55) = -0.0578737053957010838402656590434000000000
M(72,61) = -0.0521801769944512047258008271737000000000
M(72,67) = -0.0435554087894500880330945489054000000000
Their sum is = -0.356890479509443129119649567201099999996
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -9.99999965 E-32
**************************
The constant M(6,5) has to be equal to the sum of: 
M(72,5) = 0.135555504749699333023907340901000000000
M(72,11) = 0.0353820805789846185525274626145000000000
M(72,17) = 0.00079917429195153620830411371310199999999
M(72,23) = -0.0164081479322636228550319184696000000000
M(72,29) = -0.0200679207915582921070723617719000000000
M(72,35) = -0.0559722116270825439242870410699000000000
M(72,41) = -0.0356630209371098370177068232162000000000
M(72,47) = -0.0462656119142513101644998729714000000000
M(72,53) = -0.0476577943442498844538048417994000000000
M(72,59) = -0.0476576342116788192941844118811000000000
M(72,65) = -0.0616822351270017882026340576782000000000
M(72,71) = -0.0553078237116868102237745158942000000000
Their sum is = -0.214945640976247420458256927523297999998
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -2.979999983 E-31
**************************
The constant M(8,1) has to be equal to the sum of: 
M(72,1) = -0.0613386863852005526028045742428000000000
M(72,17) = 0.00079917429195153620830411371310199999999
M(72,25) = -0.0585047635077781877493557726329000000000
M(72,41) = -0.0356630209371098370177068232162000000000
M(72,49) = -0.070028208456950795759533511684699999999
M(72,65) = -0.0616822351270017882026340576782000000000
Their sum is = -0.286417740122089625123730625741697999998
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 3.020000020 E-31
**************************
The constant M(8,3) has to be equal to the sum of: 
M(72,11) = 0.0353820805789846185525274626145000000000
M(72,19) = -0.0112400859786816405681793593410000000000
M(72,35) = -0.0559722116270825439242870410699000000000
M(72,43) = -0.0479667226364117303273207546098000000000
M(72,59) = -0.0476576342116788192941844118811000000000
M(72,67) = -0.0435554087894500880330945489054000000000
And of the summand: 1/3
Their sum is = 0.162323350669013129738794680140633333334
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = -3.666666653 E-31
**************************
The constant M(8,5) has to be equal to the sum of: 
M(72,5) = 0.135555504749699333023907340901000000000
M(72,13) = 0.0159318256597611032142515151790000000000
M(72,29) = -0.0200679207915582921070723617719000000000
M(72,37) = -0.0319057543832866284816953410793000000001
M(72,53) = -0.0476577943442498844538048417994000000000
M(72,61) = -0.0521801769944512047258008271737000000000
Their sum is = -0.000324316104085573530214515744299999998795
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = 2.690000012051284446 E-31
**************************
The constant M(8,7) has to be equal to the sum of: 
M(72,7) = 0.093456830686463965724302731007800000000
M(72,23) = -0.0164081479322636228550319184696000000000
M(72,31) = -0.0316856233277562859701534646748999999999
M(72,47) = -0.0462656119142513101644998729714000000000
M(72,55) = -0.0578737053957010838402656590434000000000
M(72,71) = -0.0553078237116868102237745158942000000000
Their sum is = -0.114084081595195147329422700045699999999
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(9,1) has to be equal to the sum of: 
M(72,1) = -0.0613386863852005526028045742428000000000
M(72,19) = -0.0112400859786816405681793593410000000000
M(72,37) = -0.0319057543832866284816953410793000000001
M(72,55) = -0.0578737053957010838402656590434000000000
Their sum is = -0.162358232142869905492944933706499999999
The constant M(9,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 5.000000008 E-31
**************************
The constant M(9,2) has to be equal to the sum of: 
M(72,11) = 0.0353820805789846185525274626145000000000
M(72,29) = -0.0200679207915582921070723617719000000000
M(72,47) = -0.0462656119142513101644998729714000000000
M(72,65) = -0.0616822351270017882026340576782000000000
And of the summand: 1/2
Their sum is = 0.407366312746173228078321170193000000000
The constant M(9,2) is = 0.407366312746173228078321170193000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(9,4) has to be equal to the sum of: 
M(72,13) = 0.0159318256597611032142515151790000000000
M(72,31) = -0.0316856233277562859701534646748999999999
M(72,49) = -0.070028208456950795759533511684699999999
M(72,67) = -0.0435554087894500880330945489054000000000
Their sum is = -0.129337414914396066548530010085999999999
The constant M(9,4) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(9,5) has to be equal to the sum of: 
M(72,5) = 0.135555504749699333023907340901000000000
M(72,23) = -0.0164081479322636228550319184696000000000
M(72,41) = -0.0356630209371098370177068232162000000000
M(72,59) = -0.0476576342116788192941844118811000000000
Their sum is = 0.0358267016686470538569841873341000000006
The constant M(9,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = 1.000000007 E-31
**************************
The constant M(9,7) has to be equal to the sum of: 
M(72,7) = 0.093456830686463965724302731007800000000
M(72,25) = -0.0585047635077781877493557726329000000000
M(72,43) = -0.0479667226364117303273207546098000000000
M(72,61) = -0.0521801769944512047258008271737000000000
Their sum is = -0.065194832452177157078174623408599999999
The constant M(9,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(9,8) has to be equal to the sum of: 
M(72,17) = 0.00079917429195153620830411371310199999999
M(72,35) = -0.0559722116270825439242870410699000000000
M(72,53) = -0.0476577943442498844538048417994000000000
M(72,71) = -0.0553078237116868102237745158942000000000
Their sum is = -0.158138655391067702393562285050398000000
The constant M(9,8) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -3.979999999 E-31
**************************
The constant M(12,1) has to be equal to the sum of: 
M(72,1) = -0.0613386863852005526028045742428000000000
M(72,13) = 0.0159318256597611032142515151790000000000
M(72,25) = -0.0585047635077781877493557726329000000000
M(72,37) = -0.0319057543832866284816953410793000000001
M(72,49) = -0.070028208456950795759533511684699999999
M(72,61) = -0.0521801769944512047258008271737000000000
Their sum is = -0.258025764067906266104938511634399999999
The constant M(12,1) is = -0.258025764067906266104938511634000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(12,5) has to be equal to the sum of: 
M(72,5) = 0.135555504749699333023907340901000000000
M(72,17) = 0.00079917429195153620830411371310199999999
M(72,29) = -0.0200679207915582921070723617719000000000
M(72,41) = -0.0356630209371098370177068232162000000000
M(72,53) = -0.0476577943442498844538048417994000000000
M(72,65) = -0.0616822351270017882026340576782000000000
Their sum is = -0.0287162921582689325490066298515979999993
The constant M(12,5) is = -0.0287162921582689325490066298518000000000
The difference (constant-sum) is = 2.020000007 E-31
**************************
The constant M(12,7) has to be equal to the sum of: 
M(72,7) = 0.093456830686463965724302731007800000000
M(72,19) = -0.0112400859786816405681793593410000000000
M(72,31) = -0.0316856233277562859701534646748999999999
M(72,43) = -0.0479667226364117303273207546098000000000
M(72,55) = -0.0578737053957010838402656590434000000000
M(72,67) = -0.0435554087894500880330945489054000000000
Their sum is = -0.098864715441536863014711055566699999999
The constant M(12,7) is = -0.098864715441536863014711055566800000000
The difference (constant-sum) is = 1.000000005 E-31
**************************
The constant M(12,11) has to be equal to the sum of: 
M(72,11) = 0.0353820805789846185525274626145000000000
M(72,23) = -0.0164081479322636228550319184696000000000
M(72,35) = -0.0559722116270825439242870410699000000000
M(72,47) = -0.0462656119142513101644998729714000000000
M(72,59) = -0.0476576342116788192941844118811000000000
M(72,71) = -0.0553078237116868102237745158942000000000
Their sum is = -0.186229348817978487909250297671699999999
The constant M(12,11) is = -0.186229348817978487909250297672000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(18,1) has to be equal to the sum of: 
M(72,1) = -0.0613386863852005526028045742428000000000
M(72,19) = -0.0112400859786816405681793593410000000000
M(72,37) = -0.0319057543832866284816953410793000000001
M(72,55) = -0.0578737053957010838402656590434000000000
Their sum is = -0.162358232142869905492944933706499999999
The constant M(18,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 5.000000008 E-31
**************************
The constant M(18,5) has to be equal to the sum of: 
M(72,5) = 0.135555504749699333023907340901000000000
M(72,23) = -0.0164081479322636228550319184696000000000
M(72,41) = -0.0356630209371098370177068232162000000000
M(72,59) = -0.0476576342116788192941844118811000000000
Their sum is = 0.0358267016686470538569841873341000000006
The constant M(18,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = 1.000000007 E-31
**************************
The constant M(18,7) has to be equal to the sum of: 
M(72,7) = 0.093456830686463965724302731007800000000
M(72,25) = -0.0585047635077781877493557726329000000000
M(72,43) = -0.0479667226364117303273207546098000000000
M(72,61) = -0.0521801769944512047258008271737000000000
Their sum is = -0.065194832452177157078174623408599999999
The constant M(18,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(18,11) has to be equal to the sum of: 
M(72,11) = 0.0353820805789846185525274626145000000000
M(72,29) = -0.0200679207915582921070723617719000000000
M(72,47) = -0.0462656119142513101644998729714000000000
M(72,65) = -0.0616822351270017882026340576782000000000
Their sum is = -0.092633687253826771921678829807000000000
The constant M(18,11) is = -0.092633687253826771921678829807000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(18,13) has to be equal to the sum of: 
M(72,13) = 0.0159318256597611032142515151790000000000
M(72,31) = -0.0316856233277562859701534646748999999999
M(72,49) = -0.070028208456950795759533511684699999999
M(72,67) = -0.0435554087894500880330945489054000000000
Their sum is = -0.129337414914396066548530010085999999999
The constant M(18,13) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(18,17) has to be equal to the sum of: 
M(72,17) = 0.00079917429195153620830411371310199999999
M(72,35) = -0.0559722116270825439242870410699000000000
M(72,53) = -0.0476577943442498844538048417994000000000
M(72,71) = -0.0553078237116868102237745158942000000000
Their sum is = -0.158138655391067702393562285050398000000
The constant M(18,17) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -3.979999999 E-31
**************************
The constant M(24,1) has to be equal to the sum of: 
M(72,1) = -0.0613386863852005526028045742428000000000
M(72,25) = -0.0585047635077781877493557726329000000000
M(72,49) = -0.070028208456950795759533511684699999999
Their sum is = -0.189871658349929536111693858560399999999
The constant M(24,1) is = -0.189871658349929536111693858560000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(24,5) has to be equal to the sum of: 
M(72,5) = 0.135555504749699333023907340901000000000
M(72,29) = -0.0200679207915582921070723617719000000000
M(72,53) = -0.0476577943442498844538048417994000000000
Their sum is = 0.067829789613891156463030137329700000000
The constant M(24,5) is = 0.067829789613891156463030137329500000000
The difference (constant-sum) is = 2.000000007 E-31
**************************
The constant M(24,7) has to be equal to the sum of: 
M(72,7) = 0.093456830686463965724302731007800000000
M(72,31) = -0.0316856233277562859701534646748999999999
M(72,55) = -0.0578737053957010838402656590434000000000
Their sum is = 0.00389750196300659591388360728950000000020
The constant M(24,7) is = 0.00389750196300659591388360728943000000000
The difference (constant-sum) is = 7.000000020406745781 E-32
**************************
The constant M(24,11) has to be equal to the sum of: 
M(72,11) = 0.0353820805789846185525274626145000000000
M(72,35) = -0.0559722116270825439242870410699000000000
M(72,59) = -0.0476576342116788192941844118811000000000
Their sum is = -0.068247765259776744665943990336500000000
The constant M(24,11) is = -0.068247765259776744665943990336500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(24,13) has to be equal to the sum of: 
M(72,13) = 0.0159318256597611032142515151790000000000
M(72,37) = -0.0319057543832866284816953410793000000001
M(72,61) = -0.0521801769944512047258008271737000000000
Their sum is = -0.068154105717976729993244653073999999999
The constant M(24,13) is = -0.068154105717976729993244653074100000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(24,17) has to be equal to the sum of: 
M(72,17) = 0.00079917429195153620830411371310199999999
M(72,41) = -0.0356630209371098370177068232162000000000
M(72,65) = -0.0616822351270017882026340576782000000000
Their sum is = -0.096546081772160089012036767181298000000
The constant M(24,17) is = -0.096546081772160089012036767181200000000
The difference (constant-sum) is = -9.80000001 E-32
**************************
The constant M(24,19) has to be equal to the sum of: 
M(72,19) = -0.0112400859786816405681793593410000000000
M(72,43) = -0.0479667226364117303273207546098000000000
M(72,67) = -0.0435554087894500880330945489054000000000
Their sum is = -0.102762217404543458928594662856199999999
The constant M(24,19) is = -0.102762217404543458928594662856000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(24,23) has to be equal to the sum of: 
M(72,23) = -0.0164081479322636228550319184696000000000
M(72,47) = -0.0462656119142513101644998729714000000000
M(72,71) = -0.0553078237116868102237745158942000000000
Their sum is = -0.117981583558201743243306307335200000000
The constant M(24,23) is = -0.117981583558201743243306307335000000000
The difference (constant-sum) is = -2.000000000 E-31
**************************
The constant M(36,1) has to be equal to the sum of: 
M(72,1) = -0.0613386863852005526028045742428000000000
M(72,37) = -0.0319057543832866284816953410793000000001
Their sum is = -0.093244440768487181084499915322100000000
The constant M(36,1) is = -0.093244440768487181084499915322100000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(36,5) has to be equal to the sum of: 
M(72,5) = 0.135555504749699333023907340901000000000
M(72,41) = -0.0356630209371098370177068232162000000000
Their sum is = 0.099892483812589496006200517684800000000
The constant M(36,5) is = 0.099892483812589496006200517684700000000
The difference (constant-sum) is = 1.000000005 E-31
**************************
The constant M(36,7) has to be equal to the sum of: 
M(72,7) = 0.093456830686463965724302731007800000000
M(72,43) = -0.0479667226364117303273207546098000000000
Their sum is = 0.0454901080500522353969819763980000000002
The constant M(36,7) is = 0.0454901080500522353969819763980000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(36,11) has to be equal to the sum of: 
M(72,11) = 0.0353820805789846185525274626145000000000
M(72,47) = -0.0462656119142513101644998729714000000000
Their sum is = -0.0108835313352666916119724103569000000000
The constant M(36,11) is = -0.0108835313352666916119724103569000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(36,13) has to be equal to the sum of: 
M(72,13) = 0.0159318256597611032142515151790000000000
M(72,49) = -0.070028208456950795759533511684699999999
Their sum is = -0.0540963827971896925452819965056999999998
The constant M(36,13) is = -0.0540963827971896925452819965057000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(36,17) has to be equal to the sum of: 
M(72,17) = 0.00079917429195153620830411371310199999999
M(72,53) = -0.0476577943442498844538048417994000000000
Their sum is = -0.0468586200522983482455007280862980000000
The constant M(36,17) is = -0.0468586200522983482455007280863000000000
The difference (constant-sum) is = 1.999999864 E-33
**************************
The constant M(36,19) has to be equal to the sum of: 
M(72,19) = -0.0112400859786816405681793593410000000000
M(72,55) = -0.0578737053957010838402656590434000000000
Their sum is = -0.069113791374382724408445018384399999999
The constant M(36,19) is = -0.069113791374382724408445018384400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(36,23) has to be equal to the sum of: 
M(72,23) = -0.0164081479322636228550319184696000000000
M(72,59) = -0.0476576342116788192941844118811000000000
Their sum is = -0.064065782143942442149216330350700000000
The constant M(36,23) is = -0.064065782143942442149216330350700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(36,25) has to be equal to the sum of: 
M(72,25) = -0.0585047635077781877493557726329000000000
M(72,61) = -0.0521801769944512047258008271737000000000
Their sum is = -0.110684940502229392475156599806600000000
The constant M(36,25) is = -0.110684940502229392475156599807000000000
The difference (constant-sum) is = 4.000000004 E-31
**************************
The constant M(36,29) has to be equal to the sum of: 
M(72,29) = -0.0200679207915582921070723617719000000000
M(72,65) = -0.0616822351270017882026340576782000000000
Their sum is = -0.081750155918560080309706419450099999999
The constant M(36,29) is = -0.081750155918560080309706419450100000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(36,31) has to be equal to the sum of: 
M(72,31) = -0.0316856233277562859701534646748999999999
M(72,67) = -0.0435554087894500880330945489054000000000
Their sum is = -0.075241032117206374003248013580300000000
The constant M(36,31) is = -0.075241032117206374003248013580300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(36,35) has to be equal to the sum of: 
M(72,35) = -0.0559722116270825439242870410699000000000
M(72,71) = -0.0553078237116868102237745158942000000000
Their sum is = -0.111280035338769354148061556964100000000
The constant M(36,35) is = -0.111280035338769354148061556964000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(74,1) = -0.0408965351165256636939855003698000000000
M(74,3) = 0.293407614158605369594147966074000000000
M(74,5) = 0.166812809765772038822456691397999999999
M(74,7) = 0.098332931887377732365005891728000000000
M(74,9) = -0.0288646450234787182828029876969000000000
M(74,11) = 0.0461531938244018542572792807570000000000
M(74,13) = 0.0300618214368931487055407413412000000000
M(74,15) = -0.0297779785067041823376267634721000000000
M(74,17) = 0.0177390149494175257633328763779000000000
M(74,19) = 0.0150900794167177934525711380089000000000
M(74,21) = -0.0476900043904828298263795855808000000000
M(74,23) = 0.00366153762257099650026436203386000000000
M(74,25) = -0.0431161006403024472178356367869000000000
M(74,27) = -0.0404484399497709937940934622876000000000
M(74,29) = -0.000440684376176277912590949393454000000000
M(74,31) = -0.0119501482944057284833580628450000000000
M(74,33) = -0.0373894915910707174228146427404000000000
M(74,35) = -0.0339639741188330650275124980674999999999
M(74,39) = -0.0380682953495921228092649175354000000000
M(74,41) = -0.0201720668320064912683468256998000000000
M(74,43) = -0.0209013591734583716635025769627000000000
M(74,45) = -0.0460104307272412868649569717077000000000
M(74,47) = -0.0243511049856646325131636933390000000000
M(74,49) = -0.0401933371541196284412786468557000000000
M(74,51) = -0.0398743713955425886939205851546000000000
M(74,53) = -0.0199449256097319268336594779501000000000
M(74,55) = -0.0461960882220855558322622975245000000000
M(74,57) = -0.0414005037188896626782346230701000000000
M(74,59) = -0.0294157733589858419306565537770000000000
M(74,61) = -0.0282743055072260010019894442473000000000
M(74,63) = -0.0360270240367129946419812247370000000000
M(74,65) = -0.0435483012116633258726922105621000000000
M(74,67) = -0.0346649170237993725402234526049000000000
M(74,69) = -0.0448960789732201710679855819143000000000
M(74,71) = -0.0325561645168200132519266978423000000000
M(74,73) = -0.0357557674366300908271532654125000000000
And of the summand: 1/37
Their sum is = -0.238502787152357216244573161391566972967
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -2.628320182 E-31
**************************
The constant M(37,1) has to be equal to the sum of: 
M(74,1) = -0.0408965351165256636939855003698000000000
Their sum is = -0.0408965351165256636939855003698000000000
The constant M(37,1) is = -0.0408965351165256636939855003698000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,2) has to be equal to the sum of: 
M(74,39) = -0.0380682953495921228092649175354000000000
And of the summand: 1/2
Their sum is = 0.461931704650407877190735082464600000000
The constant M(37,2) is = 0.461931704650407877190735082465000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(37,3) has to be equal to the sum of: 
M(74,3) = 0.293407614158605369594147966074000000000
Their sum is = 0.293407614158605369594147966074000000000
The constant M(37,3) is = 0.293407614158605369594147966074000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(37,4) has to be equal to the sum of: 
M(74,41) = -0.0201720668320064912683468256998000000000
Their sum is = -0.0201720668320064912683468256998000000000
The constant M(37,4) is = -0.0201720668320064912683468256998000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,5) has to be equal to the sum of: 
M(74,5) = 0.166812809765772038822456691397999999999
Their sum is = 0.166812809765772038822456691397999999999
The constant M(37,5) is = 0.166812809765772038822456691397999999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(37,6) has to be equal to the sum of: 
M(74,43) = -0.0209013591734583716635025769627000000000
Their sum is = -0.0209013591734583716635025769627000000000
The constant M(37,6) is = -0.0209013591734583716635025769627000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,7) has to be equal to the sum of: 
M(74,7) = 0.098332931887377732365005891728000000000
Their sum is = 0.098332931887377732365005891728000000000
The constant M(37,7) is = 0.098332931887377732365005891728000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(37,8) has to be equal to the sum of: 
M(74,45) = -0.0460104307272412868649569717077000000000
Their sum is = -0.0460104307272412868649569717077000000000
The constant M(37,8) is = -0.0460104307272412868649569717077000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,9) has to be equal to the sum of: 
M(74,9) = -0.0288646450234787182828029876969000000000
Their sum is = -0.0288646450234787182828029876969000000000
The constant M(37,9) is = -0.0288646450234787182828029876969000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,10) has to be equal to the sum of: 
M(74,47) = -0.0243511049856646325131636933390000000000
Their sum is = -0.0243511049856646325131636933390000000000
The constant M(37,10) is = -0.0243511049856646325131636933390000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,11) has to be equal to the sum of: 
M(74,11) = 0.0461531938244018542572792807570000000000
Their sum is = 0.0461531938244018542572792807570000000000
The constant M(37,11) is = 0.0461531938244018542572792807570000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,12) has to be equal to the sum of: 
M(74,49) = -0.0401933371541196284412786468557000000000
Their sum is = -0.0401933371541196284412786468557000000000
The constant M(37,12) is = -0.0401933371541196284412786468557000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,13) has to be equal to the sum of: 
M(74,13) = 0.0300618214368931487055407413412000000000
Their sum is = 0.0300618214368931487055407413412000000000
The constant M(37,13) is = 0.0300618214368931487055407413412000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,14) has to be equal to the sum of: 
M(74,51) = -0.0398743713955425886939205851546000000000
Their sum is = -0.0398743713955425886939205851546000000000
The constant M(37,14) is = -0.0398743713955425886939205851546000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,15) has to be equal to the sum of: 
M(74,15) = -0.0297779785067041823376267634721000000000
Their sum is = -0.0297779785067041823376267634721000000000
The constant M(37,15) is = -0.0297779785067041823376267634721000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,16) has to be equal to the sum of: 
M(74,53) = -0.0199449256097319268336594779501000000000
Their sum is = -0.0199449256097319268336594779501000000000
The constant M(37,16) is = -0.0199449256097319268336594779501000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,17) has to be equal to the sum of: 
M(74,17) = 0.0177390149494175257633328763779000000000
Their sum is = 0.0177390149494175257633328763779000000000
The constant M(37,17) is = 0.0177390149494175257633328763779000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,18) has to be equal to the sum of: 
M(74,55) = -0.0461960882220855558322622975245000000000
Their sum is = -0.0461960882220855558322622975245000000000
The constant M(37,18) is = -0.0461960882220855558322622975245000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,19) has to be equal to the sum of: 
M(74,19) = 0.0150900794167177934525711380089000000000
Their sum is = 0.0150900794167177934525711380089000000000
The constant M(37,19) is = 0.0150900794167177934525711380089000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,20) has to be equal to the sum of: 
M(74,57) = -0.0414005037188896626782346230701000000000
Their sum is = -0.0414005037188896626782346230701000000000
The constant M(37,20) is = -0.0414005037188896626782346230701000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,21) has to be equal to the sum of: 
M(74,21) = -0.0476900043904828298263795855808000000000
Their sum is = -0.0476900043904828298263795855808000000000
The constant M(37,21) is = -0.0476900043904828298263795855808000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,22) has to be equal to the sum of: 
M(74,59) = -0.0294157733589858419306565537770000000000
Their sum is = -0.0294157733589858419306565537770000000000
The constant M(37,22) is = -0.0294157733589858419306565537770000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,23) has to be equal to the sum of: 
M(74,23) = 0.00366153762257099650026436203386000000000
Their sum is = 0.00366153762257099650026436203386000000000
The constant M(37,23) is = 0.00366153762257099650026436203386000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(37,24) has to be equal to the sum of: 
M(74,61) = -0.0282743055072260010019894442473000000000
Their sum is = -0.0282743055072260010019894442473000000000
The constant M(37,24) is = -0.0282743055072260010019894442473000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,25) has to be equal to the sum of: 
M(74,25) = -0.0431161006403024472178356367869000000000
Their sum is = -0.0431161006403024472178356367869000000000
The constant M(37,25) is = -0.0431161006403024472178356367869000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,26) has to be equal to the sum of: 
M(74,63) = -0.0360270240367129946419812247370000000000
Their sum is = -0.0360270240367129946419812247370000000000
The constant M(37,26) is = -0.0360270240367129946419812247370000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,27) has to be equal to the sum of: 
M(74,27) = -0.0404484399497709937940934622876000000000
Their sum is = -0.0404484399497709937940934622876000000000
The constant M(37,27) is = -0.0404484399497709937940934622876000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,28) has to be equal to the sum of: 
M(74,65) = -0.0435483012116633258726922105621000000000
Their sum is = -0.0435483012116633258726922105621000000000
The constant M(37,28) is = -0.0435483012116633258726922105621000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,29) has to be equal to the sum of: 
M(74,29) = -0.000440684376176277912590949393454000000000
Their sum is = -0.000440684376176277912590949393454000000000
The constant M(37,29) is = -0.000440684376176277912590949393454000000000
The difference (constant-sum) is = 0.E-42
**************************
The constant M(37,30) has to be equal to the sum of: 
M(74,67) = -0.0346649170237993725402234526049000000000
Their sum is = -0.0346649170237993725402234526049000000000
The constant M(37,30) is = -0.0346649170237993725402234526049000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,31) has to be equal to the sum of: 
M(74,31) = -0.0119501482944057284833580628450000000000
Their sum is = -0.0119501482944057284833580628450000000000
The constant M(37,31) is = -0.0119501482944057284833580628450000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,32) has to be equal to the sum of: 
M(74,69) = -0.0448960789732201710679855819143000000000
Their sum is = -0.0448960789732201710679855819143000000000
The constant M(37,32) is = -0.0448960789732201710679855819143000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,33) has to be equal to the sum of: 
M(74,33) = -0.0373894915910707174228146427404000000000
Their sum is = -0.0373894915910707174228146427404000000000
The constant M(37,33) is = -0.0373894915910707174228146427404000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,34) has to be equal to the sum of: 
M(74,71) = -0.0325561645168200132519266978423000000000
Their sum is = -0.0325561645168200132519266978423000000000
The constant M(37,34) is = -0.0325561645168200132519266978423000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,35) has to be equal to the sum of: 
M(74,35) = -0.0339639741188330650275124980674999999999
Their sum is = -0.0339639741188330650275124980674999999999
The constant M(37,35) is = -0.0339639741188330650275124980674999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,36) has to be equal to the sum of: 
M(74,73) = -0.0357557674366300908271532654125000000000
Their sum is = -0.0357557674366300908271532654125000000000
The constant M(37,36) is = -0.0357557674366300908271532654125000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(3,1) has to be equal to the sum of: 
M(75,1) = -0.0385896949322559693063799530552000000000
M(75,4) = -0.0265495312729271404739925747208000000000
M(75,7) = 0.109163579260307044065729142523000000000
M(75,13) = 0.0416150311399095214658246133626000000000
M(75,16) = -0.0416935666918755940981653918437000000000
M(75,19) = 0.0078807474067705411869741231940100000000
M(75,22) = -0.0328696508641808634044605786343000000000
M(75,28) = -0.0367417141117047041898497447013000000000
M(75,31) = -0.0057023679469133458942101762418100000000
M(75,34) = -0.0344875031187497135594646718146000000000
M(75,37) = -0.0139514949754141605527868126486000000000
M(75,43) = -0.0175978115237723515268739356212000000000
M(75,46) = -0.0386263813812086046058494839371000000000
M(75,49) = -0.0393677972206650680451474720656000000000
M(75,52) = -0.0335628157399870912045074366153000000000
M(75,58) = -0.0395636373440981331880138669141000000000
M(75,61) = -0.0260359680113140182177177269021000000000
M(75,64) = -0.0373746954649304909358339470326000000000
M(75,67) = -0.0294533493119099627408535366446000000000
M(75,73) = -0.0233818574045230238940701368879000000000
Their sum is = -0.356890479509443129119649567201199999994
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -1.999999945 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(75,2) = 0.459143490708009153598279623461000000000
M(75,8) = -0.0268652979289423040879443528632000000000
M(75,11) = 0.0507465810300101929227149690339000000000
M(75,14) = -0.0288703243899723559563748507301000000000
M(75,17) = 0.0229226171957627920225929193504000000000
M(75,23) = 0.00338746260364564958130369126982000000000
M(75,26) = -0.0292866344061318540789511625182000000000
M(75,29) = -0.0061568438857389723260185139390100000000
M(75,32) = -0.0325754935802395923333145375446999999999
M(75,38) = -0.0326022174551577496758938003139999999999
M(75,41) = -0.0148727911292954070420622982163000000000
M(75,44) = -0.0395357865688641772951438003037000000000
M(75,47) = -0.0152011379267560702450575688075000000000
M(75,53) = -0.0224927746399570991314918887782000000000
M(75,56) = -0.0334732951212824103931402680927000000000
M(75,59) = -0.0228170054097164913593629962128000000000
M(75,62) = -0.0375192684136160310435783861470000000000
M(75,68) = -0.0404401126269563788398202831657000000000
M(75,71) = -0.0313003313969919724256064519247000000000
M(75,74) = -0.0371364776340563423493869710806000000000
And of the summand: 1/5
Their sum is = 0.285054359023752579541743072476710000005
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -2.899999944 E-31
**************************
The constant M(5,1) has to be equal to the sum of: 
M(75,1) = -0.0385896949322559693063799530552000000000
M(75,11) = 0.0507465810300101929227149690339000000000
M(75,16) = -0.0416935666918755940981653918437000000000
M(75,26) = -0.0292866344061318540789511625182000000000
M(75,31) = -0.0057023679469133458942101762418100000000
M(75,41) = -0.0148727911292954070420622982163000000000
M(75,46) = -0.0386263813812086046058494839371000000000
M(75,56) = -0.0334732951212824103931402680927000000000
M(75,61) = -0.0260359680113140182177177269021000000000
M(75,71) = -0.0313003313969919724256064519247000000000
Their sum is = -0.208834449987258983139367943697909999999
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 9.00000014 E-32
**************************
The constant M(5,2) has to be equal to the sum of: 
M(75,2) = 0.459143490708009153598279623461000000000
M(75,7) = 0.109163579260307044065729142523000000000
M(75,17) = 0.0229226171957627920225929193504000000000
M(75,22) = -0.0328696508641808634044605786343000000000
M(75,32) = -0.0325754935802395923333145375446999999999
M(75,37) = -0.0139514949754141605527868126486000000000
M(75,47) = -0.0152011379267560702450575688075000000000
M(75,52) = -0.0335628157399870912045074366153000000000
M(75,62) = -0.0375192684136160310435783861470000000000
M(75,67) = -0.0294533493119099627408535366446000000000
Their sum is = 0.396096476351975218162042828292400000006
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 4.000000066 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(75,8) = -0.0268652979289423040879443528632000000000
M(75,13) = 0.0416150311399095214658246133626000000000
M(75,23) = 0.00338746260364564958130369126982000000000
M(75,28) = -0.0367417141117047041898497447013000000000
M(75,38) = -0.0326022174551577496758938003139999999999
M(75,43) = -0.0175978115237723515268739356212000000000
M(75,53) = -0.0224927746399570991314918887782000000000
M(75,58) = -0.0395636373440981331880138669141000000000
M(75,68) = -0.0404401126269563788398202831657000000000
M(75,73) = -0.0233818574045230238940701368879000000000
And of the summand: 1/3
Their sum is = 0.138650404041776759846503628720153333335
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 1.533333352 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(75,4) = -0.0265495312729271404739925747208000000000
M(75,14) = -0.0288703243899723559563748507301000000000
M(75,19) = 0.0078807474067705411869741231940100000000
M(75,29) = -0.0061568438857389723260185139390100000000
M(75,34) = -0.0344875031187497135594646718146000000000
M(75,44) = -0.0395357865688641772951438003037000000000
M(75,49) = -0.0393677972206650680451474720656000000000
M(75,59) = -0.0228170054097164913593629962128000000000
M(75,64) = -0.0373746954649304909358339470326000000000
M(75,74) = -0.0371364776340563423493869710806000000000
Their sum is = -0.264415217558850211113751674705799999999
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 2.000000018 E-31
**************************
The constant M(15,1) has to be equal to the sum of: 
M(75,1) = -0.0385896949322559693063799530552000000000
M(75,16) = -0.0416935666918755940981653918437000000000
M(75,31) = -0.0057023679469133458942101762418100000000
M(75,46) = -0.0386263813812086046058494839371000000000
M(75,61) = -0.0260359680113140182177177269021000000000
Their sum is = -0.150647978963567532122322731979909999999
The constant M(15,1) is = -0.150647978963567532122322731980000000000
The difference (constant-sum) is = 9.00000006 E-32
**************************
The constant M(15,2) has to be equal to the sum of: 
M(75,2) = 0.459143490708009153598279623461000000000
M(75,17) = 0.0229226171957627920225929193504000000000
M(75,32) = -0.0325754935802395923333145375446999999999
M(75,47) = -0.0152011379267560702450575688075000000000
M(75,62) = -0.0375192684136160310435783861470000000000
Their sum is = 0.396770207983160251998922050312200000000
The constant M(15,2) is = 0.396770207983160251998922050312000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(15,4) has to be equal to the sum of: 
M(75,4) = -0.0265495312729271404739925747208000000000
M(75,19) = 0.0078807474067705411869741231940100000000
M(75,34) = -0.0344875031187497135594646718146000000000
M(75,49) = -0.0393677972206650680451474720656000000000
M(75,64) = -0.0373746954649304909358339470326000000000
Their sum is = -0.129898779670501871827464542439589999999
The constant M(15,4) is = -0.129898779670501871827464542440000000000
The difference (constant-sum) is = 4.100000010 E-31
**************************
The constant M(15,7) has to be equal to the sum of: 
M(75,7) = 0.109163579260307044065729142523000000000
M(75,22) = -0.0328696508641808634044605786343000000000
M(75,37) = -0.0139514949754141605527868126486000000000
M(75,52) = -0.0335628157399870912045074366153000000000
M(75,67) = -0.0294533493119099627408535366446000000000
Their sum is = -0.00067373163118503383687922201979999999970
The constant M(15,7) is = -0.00067373163118503383687922201990400000000
The difference (constant-sum) is = 1.0400000029383839576 E-31
**************************
The constant M(15,8) has to be equal to the sum of: 
M(75,8) = -0.0268652979289423040879443528632000000000
M(75,23) = 0.00338746260364564958130369126982000000000
M(75,38) = -0.0326022174551577496758938003139999999999
M(75,53) = -0.0224927746399570991314918887782000000000
M(75,68) = -0.0404401126269563788398202831657000000000
Their sum is = -0.119012940047367882153846633851280000000
The constant M(15,8) is = -0.119012940047367882153846633851000000000
The difference (constant-sum) is = -2.800000000 E-31
**************************
The constant M(15,11) has to be equal to the sum of: 
M(75,11) = 0.0507465810300101929227149690339000000000
M(75,26) = -0.0292866344061318540789511625182000000000
M(75,41) = -0.0148727911292954070420622982163000000000
M(75,56) = -0.0334732951212824103931402680927000000000
M(75,71) = -0.0313003313969919724256064519247000000000
Their sum is = -0.0581864710236914510170452117180000000000
The constant M(15,11) is = -0.0581864710236914510170452117180000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(15,13) has to be equal to the sum of: 
M(75,13) = 0.0416150311399095214658246133626000000000
M(75,28) = -0.0367417141117047041898497447013000000000
M(75,43) = -0.0175978115237723515268739356212000000000
M(75,58) = -0.0395636373440981331880138669141000000000
M(75,73) = -0.0233818574045230238940701368879000000000
Their sum is = -0.075669989244188691332983070761899999999
The constant M(15,13) is = -0.075669989244188691332983070761800000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(15,14) has to be equal to the sum of: 
M(75,14) = -0.0288703243899723559563748507301000000000
M(75,29) = -0.0061568438857389723260185139390100000000
M(75,44) = -0.0395357865688641772951438003037000000000
M(75,59) = -0.0228170054097164913593629962128000000000
M(75,74) = -0.0371364776340563423493869710806000000000
Their sum is = -0.134516437888348339286287132266209999999
The constant M(15,14) is = -0.134516437888348339286287132265999999999
The difference (constant-sum) is = -2.099999998 E-31
**************************
The constant M(25,1) has to be equal to the sum of: 
M(75,1) = -0.0385896949322559693063799530552000000000
M(75,26) = -0.0292866344061318540789511625182000000000
Their sum is = -0.067876329338387823385331115573400000000
The constant M(25,1) is = -0.067876329338387823385331115573400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(25,2) has to be equal to the sum of: 
M(75,2) = 0.459143490708009153598279623461000000000
M(75,52) = -0.0335628157399870912045074366153000000000
Their sum is = 0.425580674968022062393772186845700000000
The constant M(25,2) is = 0.425580674968022062393772186846000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(25,3) has to be equal to the sum of: 
M(75,28) = -0.0367417141117047041898497447013000000000
M(75,53) = -0.0224927746399570991314918887782000000000
And of the summand: 1/3
Their sum is = 0.274098844581671530011991699853833333333
The constant M(25,3) is = 0.274098844581671530011991699854000000000
The difference (constant-sum) is = -1.666666672 E-31
**************************
The constant M(25,4) has to be equal to the sum of: 
M(75,4) = -0.0265495312729271404739925747208000000000
M(75,29) = -0.0061568438857389723260185139390100000000
Their sum is = -0.0327063751586661128000110886598099999999
The constant M(25,4) is = -0.0327063751586661128000110886598000000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(25,6) has to be equal to the sum of: 
M(75,31) = -0.0057023679469133458942101762418100000000
M(75,56) = -0.0334732951212824103931402680927000000000
Their sum is = -0.0391756630681957562873504443345099999998
The constant M(25,6) is = -0.0391756630681957562873504443345000000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(25,7) has to be equal to the sum of: 
M(75,7) = 0.109163579260307044065729142523000000000
M(75,32) = -0.0325754935802395923333145375446999999999
Their sum is = 0.076588085680067451732414604978300000000
The constant M(25,7) is = 0.076588085680067451732414604978200000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(25,8) has to be equal to the sum of: 
M(75,8) = -0.0268652979289423040879443528632000000000
M(75,58) = -0.0395636373440981331880138669141000000000
Their sum is = -0.066428935273040437275958219777299999999
The constant M(25,8) is = -0.066428935273040437275958219777300000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(25,9) has to be equal to the sum of: 
M(75,34) = -0.0344875031187497135594646718146000000000
M(75,59) = -0.0228170054097164913593629962128000000000
Their sum is = -0.0573045085284662049188276680274000000000
The constant M(25,9) is = -0.0573045085284662049188276680274000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,11) has to be equal to the sum of: 
M(75,11) = 0.0507465810300101929227149690339000000000
M(75,61) = -0.0260359680113140182177177269021000000000
Their sum is = 0.0247106130186961747049972421318000000001
The constant M(25,11) is = 0.0247106130186961747049972421318000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(25,12) has to be equal to the sum of: 
M(75,37) = -0.0139514949754141605527868126486000000000
M(75,62) = -0.0375192684136160310435783861470000000000
Their sum is = -0.0514707633890301915963651987956000000000
The constant M(25,12) is = -0.0514707633890301915963651987955000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(25,13) has to be equal to the sum of: 
M(75,13) = 0.0416150311399095214658246133626000000000
M(75,38) = -0.0326022174551577496758938003139999999999
Their sum is = 0.0090128136847517717899308130486000000000
The constant M(25,13) is = 0.0090128136847517717899308130486400000000
The difference (constant-sum) is = -3.999999994 E-32
**************************
The constant M(25,14) has to be equal to the sum of: 
M(75,14) = -0.0288703243899723559563748507301000000000
M(75,64) = -0.0373746954649304909358339470326000000000
Their sum is = -0.066245019854902846892208797762699999999
The constant M(25,14) is = -0.066245019854902846892208797762700000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(25,16) has to be equal to the sum of: 
M(75,16) = -0.0416935666918755940981653918437000000000
M(75,41) = -0.0148727911292954070420622982163000000000
Their sum is = -0.0565663578211710011402276900600000000000
The constant M(25,16) is = -0.0565663578211710011402276900600000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,17) has to be equal to the sum of: 
M(75,17) = 0.0229226171957627920225929193504000000000
M(75,67) = -0.0294533493119099627408535366446000000000
Their sum is = -0.0065307321161471707182606172941999999999
The constant M(25,17) is = -0.0065307321161471707182606172942700000000
The difference (constant-sum) is = 7.00000000 E-32
**************************
The constant M(25,18) has to be equal to the sum of: 
M(75,43) = -0.0175978115237723515268739356212000000000
M(75,68) = -0.0404401126269563788398202831657000000000
Their sum is = -0.0580379241507287303666942187869000000000
The constant M(25,18) is = -0.0580379241507287303666942187868000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(25,19) has to be equal to the sum of: 
M(75,19) = 0.0078807474067705411869741231940100000000
M(75,44) = -0.0395357865688641772951438003037000000000
Their sum is = -0.0316550391620936361081696771096900000002
The constant M(25,19) is = -0.0316550391620936361081696771097000000001
The difference (constant-sum) is = 9.99999987 E-33
**************************
The constant M(25,21) has to be equal to the sum of: 
M(75,46) = -0.0386263813812086046058494839371000000000
M(75,71) = -0.0313003313969919724256064519247000000000
Their sum is = -0.069926712778200577031455935861799999999
The constant M(25,21) is = -0.069926712778200577031455935861800000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(25,22) has to be equal to the sum of: 
M(75,22) = -0.0328696508641808634044605786343000000000
M(75,47) = -0.0152011379267560702450575688075000000000
Their sum is = -0.0480707887909369336495181474418000000000
The constant M(25,22) is = -0.0480707887909369336495181474417000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(25,23) has to be equal to the sum of: 
M(75,23) = 0.00338746260364564958130369126982000000000
M(75,73) = -0.0233818574045230238940701368879000000000
Their sum is = -0.0199943948008773743127664456180800000001
The constant M(25,23) is = -0.0199943948008773743127664456181000000000
The difference (constant-sum) is = 1.999999983 E-32
**************************
The constant M(25,24) has to be equal to the sum of: 
M(75,49) = -0.0393677972206650680451474720656000000000
M(75,74) = -0.0371364776340563423493869710806000000000
Their sum is = -0.076504274854721410394534443146200000000
The constant M(25,24) is = -0.076504274854721410394534443146200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(76,1) = -0.0470812812167463048135903806865000000000
M(76,3) = 0.300231257989863772151028196788000000000
M(76,5) = 0.160820278684180738661443099582000000000
M(76,7) = 0.109159795684990176492494460679000000000
M(76,9) = -0.0432252606448517122279724224507000000000
M(76,11) = 0.0522457974982857912903096110882000000000
M(76,13) = 0.0441559683256512844162726767030000000000
M(76,15) = -0.0458217480130905184703930685067000000000
M(76,17) = 0.0100934028958680065157150121840000000000
M(76,21) = -0.0331487388611644795567953092869000000001
M(76,23) = -0.00108655500060142878183900198017000000000
M(76,25) = -0.0398435767452682097322233118462000000000
M(76,27) = -0.0326961431064828923481417476113000000001
M(76,29) = -0.0052720021094898895125722810198700000000
M(76,31) = -0.0069317142185829990370285578220900000000
M(76,33) = -0.0385849543402283989344573541650000000000
M(76,35) = -0.0446111058174332503134344557254000000000
M(76,37) = -0.0150614519203551066239168051175000000000
M(76,39) = -0.0428869413946446457101586579860000000000
M(76,41) = -0.0156881509472700580553268139652000000000
M(76,43) = -0.0197098976910891547604673530881000000000
M(76,45) = -0.0420801902698734744387248136773000000000
M(76,47) = -0.0250690754317292148024903396692000000000
M(76,49) = -0.0456941204127259752066027046739000000000
M(76,51) = -0.0394076579928291463384278524455000000000
M(76,53) = -0.0256582202619539203588006274425000000000
M(76,55) = -0.0367572076463317916886734793921000000000
M(76,59) = -0.0279732052311489494285715505679000000000
M(76,61) = -0.0249235268291138246751396243834000000000
M(76,63) = -0.0406482233501007761966933236981000000000
M(76,65) = -0.0466939836997386448657064148139000000000
M(76,67) = -0.0334905338299032650330385476078000000000
M(76,69) = -0.0464448650581596117823605661366000000000
M(76,71) = -0.0340183850561580777101924323908000000001
M(76,73) = -0.0324113828149356174631865002894999999999
M(76,75) = -0.0349207672665640679575414989168000000000
And of the summand: 1/19
Their sum is = -0.238502787152357216244573161391361578933
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -5.74379850 E-32
**************************
The constant M(4,1) has to be equal to the sum of: 
M(76,1) = -0.0470812812167463048135903806865000000000
M(76,5) = 0.160820278684180738661443099582000000000
M(76,9) = -0.0432252606448517122279724224507000000000
M(76,13) = 0.0441559683256512844162726767030000000000
M(76,17) = 0.0100934028958680065157150121840000000000
M(76,21) = -0.0331487388611644795567953092869000000001
M(76,25) = -0.0398435767452682097322233118462000000000
M(76,29) = -0.0052720021094898895125722810198700000000
M(76,33) = -0.0385849543402283989344573541650000000000
M(76,37) = -0.0150614519203551066239168051175000000000
M(76,41) = -0.0156881509472700580553268139652000000000
M(76,45) = -0.0420801902698734744387248136773000000000
M(76,49) = -0.0456941204127259752066027046739000000000
M(76,53) = -0.0256582202619539203588006274425000000000
M(76,61) = -0.0249235268291138246751396243834000000000
M(76,65) = -0.0466939836997386448657064148139000000000
M(76,69) = -0.0464448650581596117823605661366000000000
M(76,73) = -0.0324113828149356174631865002894999999999
Their sum is = -0.286742056226175198653945141485969999999
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = 3.000000145 E-32
**************************
The constant M(4,3) has to be equal to the sum of: 
M(76,3) = 0.300231257989863772151028196788000000000
M(76,7) = 0.109159795684990176492494460679000000000
M(76,11) = 0.0522457974982857912903096110882000000000
M(76,15) = -0.0458217480130905184703930685067000000000
M(76,23) = -0.00108655500060142878183900198017000000000
M(76,27) = -0.0326961431064828923481417476113000000001
M(76,31) = -0.0069317142185829990370285578220900000000
M(76,35) = -0.0446111058174332503134344557254000000000
M(76,39) = -0.0428869413946446457101586579860000000000
M(76,43) = -0.0197098976910891547604673530881000000000
M(76,47) = -0.0250690754317292148024903396692000000000
M(76,51) = -0.0394076579928291463384278524455000000000
M(76,55) = -0.0367572076463317916886734793921000000000
M(76,59) = -0.0279732052311489494285715505679000000000
M(76,63) = -0.0406482233501007761966933236981000000000
M(76,67) = -0.0334905338299032650330385476078000000000
M(76,71) = -0.0340183850561580777101924323908000000001
M(76,75) = -0.0349207672665640679575414989168000000000
And of the summand: 1/19
Their sum is = 0.0482392690738179824093719800946084210578
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = -2.915789423 E-31
**************************
The constant M(19,1) has to be equal to the sum of: 
M(76,1) = -0.0470812812167463048135903806865000000000
M(76,39) = -0.0428869413946446457101586579860000000000
Their sum is = -0.089968222611390950523749038672500000000
The constant M(19,1) is = -0.089968222611390950523749038672500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,2) has to be equal to the sum of: 
M(76,21) = -0.0331487388611644795567953092869000000001
M(76,59) = -0.0279732052311489494285715505679000000000
And of the summand: 1/2
Their sum is = 0.438878055907686571014633140145200000000
The constant M(19,2) is = 0.438878055907686571014633140145000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(19,3) has to be equal to the sum of: 
M(76,3) = 0.300231257989863772151028196788000000000
M(76,41) = -0.0156881509472700580553268139652000000000
Their sum is = 0.284543107042593714095701382822800000001
The constant M(19,3) is = 0.284543107042593714095701382823000000000
The difference (constant-sum) is = -1.999999989 E-31
**************************
The constant M(19,4) has to be equal to the sum of: 
M(76,23) = -0.00108655500060142878183900198017000000000
M(76,61) = -0.0249235268291138246751396243834000000000
Their sum is = -0.0260100818297152534569786263635700000000
The constant M(19,4) is = -0.0260100818297152534569786263636000000000
The difference (constant-sum) is = 2.999999998 E-32
**************************
The constant M(19,5) has to be equal to the sum of: 
M(76,5) = 0.160820278684180738661443099582000000000
M(76,43) = -0.0197098976910891547604673530881000000000
Their sum is = 0.141110380993091583900975746493900000000
The constant M(19,5) is = 0.141110380993091583900975746493999999999
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(19,6) has to be equal to the sum of: 
M(76,25) = -0.0398435767452682097322233118462000000000
M(76,63) = -0.0406482233501007761966933236981000000000
Their sum is = -0.080491800095368985928916635544299999999
The constant M(19,6) is = -0.080491800095368985928916635544200000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(19,7) has to be equal to the sum of: 
M(76,7) = 0.109159795684990176492494460679000000000
M(76,45) = -0.0420801902698734744387248136773000000000
Their sum is = 0.067079605415116702053769647001700000000
The constant M(19,7) is = 0.067079605415116702053769647002100000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(19,8) has to be equal to the sum of: 
M(76,27) = -0.0326961431064828923481417476113000000001
M(76,65) = -0.0466939836997386448657064148139000000000
Their sum is = -0.079390126806221537213848162425200000000
The constant M(19,8) is = -0.079390126806221537213848162425200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,9) has to be equal to the sum of: 
M(76,9) = -0.0432252606448517122279724224507000000000
M(76,47) = -0.0250690754317292148024903396692000000000
Their sum is = -0.068294336076580927030462762119900000000
The constant M(19,9) is = -0.068294336076580927030462762119800000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(19,10) has to be equal to the sum of: 
M(76,29) = -0.0052720021094898895125722810198700000000
M(76,67) = -0.0334905338299032650330385476078000000000
Their sum is = -0.0387625359393931545456108286276699999998
The constant M(19,10) is = -0.0387625359393931545456108286277000000000
The difference (constant-sum) is = 3.000000017 E-32
**************************
The constant M(19,11) has to be equal to the sum of: 
M(76,11) = 0.0522457974982857912903096110882000000000
M(76,49) = -0.0456941204127259752066027046739000000000
Their sum is = 0.0065516770855598160837069064142999999999
The constant M(19,11) is = 0.0065516770855598160837069064142600000000
The difference (constant-sum) is = 3.999999994 E-32
**************************
The constant M(19,12) has to be equal to the sum of: 
M(76,31) = -0.0069317142185829990370285578220900000000
M(76,69) = -0.0464448650581596117823605661366000000000
Their sum is = -0.0533765792767426108193891239586899999998
The constant M(19,12) is = -0.0533765792767426108193891239587000000000
The difference (constant-sum) is = 1.000000023 E-32
**************************
The constant M(19,13) has to be equal to the sum of: 
M(76,13) = 0.0441559683256512844162726767030000000000
M(76,51) = -0.0394076579928291463384278524455000000000
Their sum is = 0.0047483103328221380778448242574999999999
The constant M(19,13) is = 0.0047483103328221380778448242575200000000
The difference (constant-sum) is = -2.000000006 E-32
**************************
The constant M(19,14) has to be equal to the sum of: 
M(76,33) = -0.0385849543402283989344573541650000000000
M(76,71) = -0.0340183850561580777101924323908000000001
Their sum is = -0.072603339396386476644649786555800000000
The constant M(19,14) is = -0.072603339396386476644649786555900000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(19,15) has to be equal to the sum of: 
M(76,15) = -0.0458217480130905184703930685067000000000
M(76,53) = -0.0256582202619539203588006274425000000000
Their sum is = -0.071479968275044438829193695949200000000
The constant M(19,15) is = -0.071479968275044438829193695949200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,16) has to be equal to the sum of: 
M(76,35) = -0.0446111058174332503134344557254000000000
M(76,73) = -0.0324113828149356174631865002894999999999
Their sum is = -0.077022488632368867776620956014899999999
The constant M(19,16) is = -0.077022488632368867776620956014900000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(19,17) has to be equal to the sum of: 
M(76,17) = 0.0100934028958680065157150121840000000000
M(76,55) = -0.0367572076463317916886734793921000000000
Their sum is = -0.0266638047504637851729584672081000000001
The constant M(19,17) is = -0.0266638047504637851729584672082000000000
The difference (constant-sum) is = 9.99999999 E-32
**************************
The constant M(19,18) has to be equal to the sum of: 
M(76,37) = -0.0150614519203551066239168051175000000000
M(76,75) = -0.0349207672665640679575414989168000000000
Their sum is = -0.0499822191869191745814583040342999999998
The constant M(19,18) is = -0.0499822191869191745814583040343000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(38,1) has to be equal to the sum of: 
M(76,1) = -0.0470812812167463048135903806865000000000
M(76,39) = -0.0428869413946446457101586579860000000000
Their sum is = -0.089968222611390950523749038672500000000
The constant M(38,1) is = -0.089968222611390950523749038672500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(38,3) has to be equal to the sum of: 
M(76,3) = 0.300231257989863772151028196788000000000
M(76,41) = -0.0156881509472700580553268139652000000000
Their sum is = 0.284543107042593714095701382822800000001
The constant M(38,3) is = 0.284543107042593714095701382823000000000
The difference (constant-sum) is = -1.999999989 E-31
**************************
The constant M(38,5) has to be equal to the sum of: 
M(76,5) = 0.160820278684180738661443099582000000000
M(76,43) = -0.0197098976910891547604673530881000000000
Their sum is = 0.141110380993091583900975746493900000000
The constant M(38,5) is = 0.141110380993091583900975746493999999999
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(38,7) has to be equal to the sum of: 
M(76,7) = 0.109159795684990176492494460679000000000
M(76,45) = -0.0420801902698734744387248136773000000000
Their sum is = 0.067079605415116702053769647001700000000
The constant M(38,7) is = 0.067079605415116702053769647002100000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(38,9) has to be equal to the sum of: 
M(76,9) = -0.0432252606448517122279724224507000000000
M(76,47) = -0.0250690754317292148024903396692000000000
Their sum is = -0.068294336076580927030462762119900000000
The constant M(38,9) is = -0.068294336076580927030462762119800000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(38,11) has to be equal to the sum of: 
M(76,11) = 0.0522457974982857912903096110882000000000
M(76,49) = -0.0456941204127259752066027046739000000000
Their sum is = 0.0065516770855598160837069064142999999999
The constant M(38,11) is = 0.0065516770855598160837069064142600000000
The difference (constant-sum) is = 3.999999994 E-32
**************************
The constant M(38,13) has to be equal to the sum of: 
M(76,13) = 0.0441559683256512844162726767030000000000
M(76,51) = -0.0394076579928291463384278524455000000000
Their sum is = 0.0047483103328221380778448242574999999999
The constant M(38,13) is = 0.0047483103328221380778448242575200000000
The difference (constant-sum) is = -2.000000006 E-32
**************************
The constant M(38,15) has to be equal to the sum of: 
M(76,15) = -0.0458217480130905184703930685067000000000
M(76,53) = -0.0256582202619539203588006274425000000000
Their sum is = -0.071479968275044438829193695949200000000
The constant M(38,15) is = -0.071479968275044438829193695949200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(38,17) has to be equal to the sum of: 
M(76,17) = 0.0100934028958680065157150121840000000000
M(76,55) = -0.0367572076463317916886734793921000000000
Their sum is = -0.0266638047504637851729584672081000000001
The constant M(38,17) is = -0.0266638047504637851729584672082000000000
The difference (constant-sum) is = 9.99999999 E-32
**************************
The constant M(38,21) has to be equal to the sum of: 
M(76,21) = -0.0331487388611644795567953092869000000001
M(76,59) = -0.0279732052311489494285715505679000000000
Their sum is = -0.0611219440923134289853668598548000000000
The constant M(38,21) is = -0.0611219440923134289853668598548000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(38,23) has to be equal to the sum of: 
M(76,23) = -0.00108655500060142878183900198017000000000
M(76,61) = -0.0249235268291138246751396243834000000000
Their sum is = -0.0260100818297152534569786263635700000000
The constant M(38,23) is = -0.0260100818297152534569786263636000000000
The difference (constant-sum) is = 2.999999998 E-32
**************************
The constant M(38,25) has to be equal to the sum of: 
M(76,25) = -0.0398435767452682097322233118462000000000
M(76,63) = -0.0406482233501007761966933236981000000000
Their sum is = -0.080491800095368985928916635544299999999
The constant M(38,25) is = -0.080491800095368985928916635544200000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(38,27) has to be equal to the sum of: 
M(76,27) = -0.0326961431064828923481417476113000000001
M(76,65) = -0.0466939836997386448657064148139000000000
Their sum is = -0.079390126806221537213848162425200000000
The constant M(38,27) is = -0.079390126806221537213848162425200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(38,29) has to be equal to the sum of: 
M(76,29) = -0.0052720021094898895125722810198700000000
M(76,67) = -0.0334905338299032650330385476078000000000
Their sum is = -0.0387625359393931545456108286276699999998
The constant M(38,29) is = -0.0387625359393931545456108286277000000000
The difference (constant-sum) is = 3.000000017 E-32
**************************
The constant M(38,31) has to be equal to the sum of: 
M(76,31) = -0.0069317142185829990370285578220900000000
M(76,69) = -0.0464448650581596117823605661366000000000
Their sum is = -0.0533765792767426108193891239586899999998
The constant M(38,31) is = -0.0533765792767426108193891239587000000000
The difference (constant-sum) is = 1.000000023 E-32
**************************
The constant M(38,33) has to be equal to the sum of: 
M(76,33) = -0.0385849543402283989344573541650000000000
M(76,71) = -0.0340183850561580777101924323908000000001
Their sum is = -0.072603339396386476644649786555800000000
The constant M(38,33) is = -0.072603339396386476644649786555900000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(38,35) has to be equal to the sum of: 
M(76,35) = -0.0446111058174332503134344557254000000000
M(76,73) = -0.0324113828149356174631865002894999999999
Their sum is = -0.077022488632368867776620956014899999999
The constant M(38,35) is = -0.077022488632368867776620956014900000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(38,37) has to be equal to the sum of: 
M(76,37) = -0.0150614519203551066239168051175000000000
M(76,75) = -0.0349207672665640679575414989168000000000
Their sum is = -0.0499822191869191745814583040342999999998
The constant M(38,37) is = -0.0499822191869191745814583040343000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(7,1) has to be equal to the sum of: 
M(77,1) = -0.0296685619600486163109685698570000000000
M(77,8) = -0.0228887168722688227886022531658000000000
M(77,15) = -0.0306482262654821358345742843220000000000
M(77,29) = 0.0080179967921482872223002440702500000000
M(77,36) = -0.0208508933110831184559663625775000000000
M(77,43) = -0.00205563187847729737044014720205000000000
M(77,50) = -0.0192081238455145590245135441403000000000
M(77,57) = -0.0251651798511138862190816786636000000000
M(77,64) = -0.0286561939027700083413796515936000000000
M(77,71) = -0.0159516114499611369735127624823999999999
Their sum is = -0.187075142544571294096739009934000000000
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(7,2) has to be equal to the sum of: 
M(77,2) = 0.486219220979825486616036747286000000000
M(77,9) = -0.0231137766452569649516388361533000000000
M(77,16) = -0.0276358465201391493096917270873000000000
M(77,23) = 0.0150171262249962595175786700944000000000
M(77,30) = -0.0195912289516653525536462729456000000000
M(77,37) = 0.00366782760129165911647765066051000000000
M(77,51) = -0.0282121883842192028242196579508000000000
M(77,58) = -0.0286053002241243582264717262749000000000
M(77,65) = -0.0286062497546703468002596490581000000000
M(77,72) = -0.0231218549551044829862964438712000000000
Their sum is = 0.326017729370933547597868754699710000003
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = 7.100000028 E-31
**************************
The constant M(7,3) has to be equal to the sum of: 
M(77,3) = 0.313672713534806466237592702967000000001
M(77,10) = -0.0271096637087217716784263715360000000000
M(77,17) = 0.0300844746924123619738778029320000000000
M(77,24) = -0.0186386307604012950299732915751000000000
M(77,31) = 0.00197458112257720980252431127031000000000
M(77,38) = -0.0265650987785985056564558041958000000000
M(77,45) = -0.0228029903065982599431032025480000000000
M(77,52) = -0.0277752884531963147571547863435000000000
M(77,59) = -0.0092573043368278839661877841784100000000
M(77,73) = -0.0125419028313397322720613258381000000000
Their sum is = 0.201040890174112274710632250954400000004
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 4.000000037 E-31
**************************
The constant M(7,4) has to be equal to the sum of: 
M(77,4) = -0.0301848333674866532177241377311000000000
M(77,18) = -0.0286316717879433851460284654670000000000
M(77,25) = -0.0232307845326286337586822188997000000000
M(77,32) = -0.0176808089938515137168702798661000000000
M(77,39) = -0.0225181869782968802235389917929000000000
M(77,46) = -0.0253850578827800281685921902930000000000
M(77,53) = -0.0112712059989565551389092520605000000000
M(77,60) = -0.0218413870639145522797542478399000000000
M(77,67) = -0.0148987641448353729720445649973000000000
M(77,74) = -0.0249460572385627335998569345877000000000
And of the summand: 1/11
Their sum is = -0.129679667080165399131092192626109090907
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -1.090909076 E-31
**************************
The constant M(7,5) has to be equal to the sum of: 
M(77,5) = 0.174009307014194973636192353800000000000
M(77,12) = -0.0163120485290731406606280036399000000000
M(77,19) = 0.0264926453570465046385205114375000000000
M(77,26) = -0.0174262687544898382578738061564000000000
M(77,40) = -0.0276250011050919433297516024961000000000
M(77,47) = -0.0074721301312853773866374281107800000000
M(77,54) = -0.0212754268293995654143753996953000000000
M(77,61) = -0.0122283035512526918253978855328000000000
M(77,68) = -0.0280995189673332400726731398297000000000
M(77,75) = -0.0237889174325920115494550821496000000000
Their sum is = 0.0462743370707236697779205176269200000012
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 2.000000103 E-32
**************************
The constant M(7,6) has to be equal to the sum of: 
M(77,6) = -0.0191256474535858510199809899107000000000
M(77,13) = 0.0525313679446697299935824673171000000000
M(77,20) = -0.0167064871318642110842147349902000000000
M(77,27) = -0.0240083175122594151893324455474000000000
M(77,34) = -0.0284722541750723443094228461486000000000
M(77,41) = -0.00229147506937477863695836019890000000000
M(77,48) = -0.0281215714174285737132957719806000000000
M(77,62) = -0.0191817227958639759752052178255000000000
M(77,69) = -0.0277369459630587381027177693729000000000
M(77,76) = -0.0248250234266947142084749563107000000000
Their sum is = -0.137938077000532872246020624968399999999
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(11,1) has to be equal to the sum of: 
M(77,1) = -0.0296685619600486163109685698570000000000
M(77,12) = -0.0163120485290731406606280036399000000000
M(77,23) = 0.0150171262249962595175786700944000000000
M(77,34) = -0.0284722541750723443094228461486000000000
M(77,45) = -0.0228029903065982599431032025480000000000
M(77,67) = -0.0148987641448353729720445649973000000000
Their sum is = -0.097137492890631474678588517096399999999
The constant M(11,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(11,2) has to be equal to the sum of: 
M(77,2) = 0.486219220979825486616036747286000000000
M(77,13) = 0.0525313679446697299935824673171000000000
M(77,24) = -0.0186386307604012950299732915751000000000
M(77,46) = -0.0253850578827800281685921902930000000000
M(77,57) = -0.0251651798511138862190816786636000000000
M(77,68) = -0.0280995189673332400726731398297000000000
Their sum is = 0.441462201462866767119298914241700000002
The constant M(11,2) is = 0.441462201462866767119298914241000000000
The difference (constant-sum) is = 7.000000020 E-31
**************************
The constant M(11,3) has to be equal to the sum of: 
M(77,3) = 0.313672713534806466237592702967000000001
M(77,25) = -0.0232307845326286337586822188997000000000
M(77,36) = -0.0208508933110831184559663625775000000000
M(77,47) = -0.0074721301312853773866374281107800000000
M(77,58) = -0.0286053002241243582264717262749000000000
M(77,69) = -0.0277369459630587381027177693729000000000
Their sum is = 0.205776659372626240307117197731220000004
The constant M(11,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = 2.200000038 E-31
**************************
The constant M(11,4) has to be equal to the sum of: 
M(77,4) = -0.0301848333674866532177241377311000000000
M(77,15) = -0.0306482262654821358345742843220000000000
M(77,26) = -0.0174262687544898382578738061564000000000
M(77,37) = 0.00366782760129165911647765066051000000000
M(77,48) = -0.0281215714174285737132957719806000000000
M(77,59) = -0.0092573043368278839661877841784100000000
Their sum is = -0.111970376540423425873178133708000000000
The constant M(11,4) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,5) has to be equal to the sum of: 
M(77,5) = 0.174009307014194973636192353800000000000
M(77,16) = -0.0276358465201391493096917270873000000000
M(77,27) = -0.0240083175122594151893324455474000000000
M(77,38) = -0.0265650987785985056564558041958000000000
M(77,60) = -0.0218413870639145522797542478399000000000
M(77,71) = -0.0159516114499611369735127624823999999999
Their sum is = 0.0580070456893222142274453666472000000014
The constant M(11,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = 2.000000014 E-31
**************************
The constant M(11,6) has to be equal to the sum of: 
M(77,6) = -0.0191256474535858510199809899107000000000
M(77,17) = 0.0300844746924123619738778029320000000000
M(77,39) = -0.0225181869782968802235389917929000000000
M(77,50) = -0.0192081238455145590245135441403000000000
M(77,61) = -0.0122283035512526918253978855328000000000
M(77,72) = -0.0231218549551044829862964438712000000000
Their sum is = -0.066117642091342103105850052315899999999
The constant M(11,6) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(11,7) has to be equal to the sum of: 
M(77,18) = -0.0286316717879433851460284654670000000000
M(77,29) = 0.0080179967921482872223002440702500000000
M(77,40) = -0.0276250011050919433297516024961000000000
M(77,51) = -0.0282121883842192028242196579508000000000
M(77,62) = -0.0191817227958639759752052178255000000000
M(77,73) = -0.0125419028313397322720613258381000000000
And of the summand: 1/7
Their sum is = 0.0346826527448329048178911173498928571434
The constant M(11,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = 9.28571434 E-32
**************************
The constant M(11,8) has to be equal to the sum of: 
M(77,8) = -0.0228887168722688227886022531658000000000
M(77,19) = 0.0264926453570465046385205114375000000000
M(77,30) = -0.0195912289516653525536462729456000000000
M(77,41) = -0.00229147506937477863695836019890000000000
M(77,52) = -0.0277752884531963147571547863435000000000
M(77,74) = -0.0249460572385627335998569345877000000000
Their sum is = -0.071000121228021497697698095804000000000
The constant M(11,8) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,9) has to be equal to the sum of: 
M(77,9) = -0.0231137766452569649516388361533000000000
M(77,20) = -0.0167064871318642110842147349902000000000
M(77,31) = 0.00197458112257720980252431127031000000000
M(77,53) = -0.0112712059989565551389092520605000000000
M(77,64) = -0.0286561939027700083413796515936000000000
M(77,75) = -0.0237889174325920115494550821496000000000
Their sum is = -0.101561999988862541263073245676889999999
The constant M(11,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 1.100000004 E-31
**************************
The constant M(11,10) has to be equal to the sum of: 
M(77,10) = -0.0271096637087217716784263715360000000000
M(77,32) = -0.0176808089938515137168702798661000000000
M(77,43) = -0.00205563187847729737044014720205000000000
M(77,54) = -0.0212754268293995654143753996953000000000
M(77,65) = -0.0286062497546703468002596490581000000000
M(77,76) = -0.0248250234266947142084749563107000000000
Their sum is = -0.121552804591815209188846803668249999999
The constant M(11,10) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = -2.499999997 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(78,1) = -0.0544150300747313383827161427129000000000
M(78,5) = 0.141980978301231314683276705017000000000
M(78,7) = 0.079510458044677221718294421349100000000
M(78,11) = 0.0351003379054991567928449805451000000000
M(78,17) = -0.0045382608754434839604448757286400000000
M(78,19) = -0.0078618584432586956665912001990699999999
M(78,23) = -0.0124631690534506350301370113914000000000
M(78,25) = -0.0581243810207459383640563019098000000000
M(78,29) = -0.0270586216004553688028443336524000000000
M(78,31) = -0.0298803394337857678868833936306000000000
M(78,35) = -0.0548045111222561868022129723358000000000
M(78,37) = -0.0382400585981196219570938701393000000000
M(78,41) = -0.0401323728707853545364594809920000000000
M(78,43) = -0.0459945989750685459192257387309000000000
M(78,47) = -0.0482711271695363892787808993371000000000
M(78,49) = -0.062540708766420191354210054965900000000
M(78,53) = -0.0462707514061093124433385415398000000000
M(78,55) = -0.067162125840592763917783581867899999999
M(78,59) = -0.0459231434298270830511730272942000000000
M(78,61) = -0.0510428073342697409080043003063000000000
M(78,67) = -0.0517462190695606135794914158442000000000
M(78,71) = -0.0473004404088889108385362179691000000000
M(78,73) = -0.0463158869206440559788110651665000000000
M(78,77) = -0.065264559246225167190451252844700000000
And of the summand: 1/3
And of the summand: 1/13
Their sum is = -0.238502787152357216244573161390899743579
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 4.043973693 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(78,1) = -0.0544150300747313383827161427129000000000
M(78,7) = 0.079510458044677221718294421349100000000
M(78,19) = -0.0078618584432586956665912001990699999999
M(78,25) = -0.0581243810207459383640563019098000000000
M(78,31) = -0.0298803394337857678868833936306000000000
M(78,37) = -0.0382400585981196219570938701393000000000
M(78,43) = -0.0459945989750685459192257387309000000000
M(78,49) = -0.062540708766420191354210054965900000000
M(78,55) = -0.067162125840592763917783581867899999999
M(78,61) = -0.0510428073342697409080043003063000000000
M(78,67) = -0.0517462190695606135794914158442000000000
M(78,73) = -0.0463158869206440559788110651665000000000
And of the summand: 1/13
Their sum is = -0.356890479509443129119649567201193076916
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -1.930769161 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(78,5) = 0.141980978301231314683276705017000000000
M(78,11) = 0.0351003379054991567928449805451000000000
M(78,17) = -0.0045382608754434839604448757286400000000
M(78,23) = -0.0124631690534506350301370113914000000000
M(78,29) = -0.0270586216004553688028443336524000000000
M(78,35) = -0.0548045111222561868022129723358000000000
M(78,41) = -0.0401323728707853545364594809920000000000
M(78,47) = -0.0482711271695363892787808993371000000000
M(78,53) = -0.0462707514061093124433385415398000000000
M(78,59) = -0.0459231434298270830511730272942000000000
M(78,71) = -0.0473004404088889108385362179691000000000
M(78,77) = -0.065264559246225167190451252844700000000
And of the summand: 1/2
Their sum is = 0.285054359023752579541743072476960000003
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -3.999999655 E-32
**************************
The constant M(6,1) has to be equal to the sum of: 
M(78,1) = -0.0544150300747313383827161427129000000000
M(78,7) = 0.079510458044677221718294421349100000000
M(78,19) = -0.0078618584432586956665912001990699999999
M(78,25) = -0.0581243810207459383640563019098000000000
M(78,31) = -0.0298803394337857678868833936306000000000
M(78,37) = -0.0382400585981196219570938701393000000000
M(78,43) = -0.0459945989750685459192257387309000000000
M(78,49) = -0.062540708766420191354210054965900000000
M(78,55) = -0.067162125840592763917783581867899999999
M(78,61) = -0.0510428073342697409080043003063000000000
M(78,67) = -0.0517462190695606135794914158442000000000
M(78,73) = -0.0463158869206440559788110651665000000000
And of the summand: 1/13
Their sum is = -0.356890479509443129119649567201193076916
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -1.930769161 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(78,5) = 0.141980978301231314683276705017000000000
M(78,11) = 0.0351003379054991567928449805451000000000
M(78,17) = -0.0045382608754434839604448757286400000000
M(78,23) = -0.0124631690534506350301370113914000000000
M(78,29) = -0.0270586216004553688028443336524000000000
M(78,35) = -0.0548045111222561868022129723358000000000
M(78,41) = -0.0401323728707853545364594809920000000000
M(78,47) = -0.0482711271695363892787808993371000000000
M(78,53) = -0.0462707514061093124433385415398000000000
M(78,59) = -0.0459231434298270830511730272942000000000
M(78,71) = -0.0473004404088889108385362179691000000000
M(78,77) = -0.065264559246225167190451252844700000000
Their sum is = -0.214945640976247420458256927523039999997
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -3.999999728 E-32
**************************
The constant M(13,1) has to be equal to the sum of: 
M(78,1) = -0.0544150300747313383827161427129000000000
M(78,53) = -0.0462707514061093124433385415398000000000
Their sum is = -0.100685781480840650826054684252700000000
The constant M(13,1) is = -0.100685781480840650826054684253000000000
The difference (constant-sum) is = 3.000000001 E-31
**************************
The constant M(13,2) has to be equal to the sum of: 
M(78,41) = -0.0401323728707853545364594809920000000000
M(78,67) = -0.0517462190695606135794914158442000000000
And of the summand: 1/2
Their sum is = 0.408121408059654031884049103163800000000
The constant M(13,2) is = 0.408121408059654031884049103164000000000
The difference (constant-sum) is = -2.000000003 E-31
**************************
The constant M(13,3) has to be equal to the sum of: 
M(78,29) = -0.0270586216004553688028443336524000000000
M(78,55) = -0.067162125840592763917783581867899999999
And of the summand: 1/3
Their sum is = 0.239112585892285200612705417813033333333
The constant M(13,3) is = 0.239112585892285200612705417813000000000
The difference (constant-sum) is = 3.333333315 E-32
**************************
The constant M(13,4) has to be equal to the sum of: 
M(78,17) = -0.0045382608754434839604448757286400000000
M(78,43) = -0.0459945989750685459192257387309000000000
Their sum is = -0.0505328598505120298796706144595400000000
The constant M(13,4) is = -0.0505328598505120298796706144595000000000
The difference (constant-sum) is = -4.000000004 E-32
**************************
The constant M(13,5) has to be equal to the sum of: 
M(78,5) = 0.141980978301231314683276705017000000000
M(78,31) = -0.0298803394337857678868833936306000000000
Their sum is = 0.112100638867445546796393311386400000000
The constant M(13,5) is = 0.112100638867445546796393311386000000000
The difference (constant-sum) is = 4.000000004 E-31
**************************
The constant M(13,6) has to be equal to the sum of: 
M(78,19) = -0.0078618584432586956665912001990699999999
M(78,71) = -0.0473004404088889108385362179691000000000
Their sum is = -0.0551622988521476065051274181681700000000
The constant M(13,6) is = -0.0551622988521476065051274181682000000000
The difference (constant-sum) is = 2.999999998 E-32
**************************
The constant M(13,7) has to be equal to the sum of: 
M(78,7) = 0.079510458044677221718294421349100000000
M(78,59) = -0.0459231434298270830511730272942000000000
Their sum is = 0.0335873146148501386671213940549000000000
The constant M(13,7) is = 0.0335873146148501386671213940549000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(13,8) has to be equal to the sum of: 
M(78,47) = -0.0482711271695363892787808993371000000000
M(78,73) = -0.0463158869206440559788110651665000000000
Their sum is = -0.094587014090180445257591964503600000000
The constant M(13,8) is = -0.094587014090180445257591964503600000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(13,9) has to be equal to the sum of: 
M(78,35) = -0.0548045111222561868022129723358000000000
M(78,61) = -0.0510428073342697409080043003063000000000
Their sum is = -0.105847318456525927710217272642100000000
The constant M(13,9) is = -0.105847318456525927710217272642000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(13,10) has to be equal to the sum of: 
M(78,23) = -0.0124631690534506350301370113914000000000
M(78,49) = -0.062540708766420191354210054965900000000
Their sum is = -0.075003877819870826384347066357300000000
The constant M(13,10) is = -0.075003877819870826384347066357300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(13,11) has to be equal to the sum of: 
M(78,11) = 0.0351003379054991567928449805451000000000
M(78,37) = -0.0382400585981196219570938701393000000000
Their sum is = -0.00313972069262046516424888959420000000006
The constant M(13,11) is = -0.00313972069262046516424888959427000000000
The difference (constant-sum) is = 6.999999994004040636 E-32
**************************
The constant M(13,12) has to be equal to the sum of: 
M(78,25) = -0.0581243810207459383640563019098000000000
M(78,77) = -0.065264559246225167190451252844700000000
Their sum is = -0.123388940266971105554507554754500000000
The constant M(13,12) is = -0.123388940266971105554507554754000000000
The difference (constant-sum) is = -4.999999998 E-31
**************************
The constant M(26,1) has to be equal to the sum of: 
M(78,1) = -0.0544150300747313383827161427129000000000
M(78,53) = -0.0462707514061093124433385415398000000000
Their sum is = -0.100685781480840650826054684252700000000
The constant M(26,1) is = -0.100685781480840650826054684253000000000
The difference (constant-sum) is = 3.000000001 E-31
**************************
The constant M(26,3) has to be equal to the sum of: 
M(78,29) = -0.0270586216004553688028443336524000000000
M(78,55) = -0.067162125840592763917783581867899999999
And of the summand: 1/3
Their sum is = 0.239112585892285200612705417813033333333
The constant M(26,3) is = 0.239112585892285200612705417813000000000
The difference (constant-sum) is = 3.333333315 E-32
**************************
The constant M(26,5) has to be equal to the sum of: 
M(78,5) = 0.141980978301231314683276705017000000000
M(78,31) = -0.0298803394337857678868833936306000000000
Their sum is = 0.112100638867445546796393311386400000000
The constant M(26,5) is = 0.112100638867445546796393311386000000000
The difference (constant-sum) is = 4.000000004 E-31
**************************
The constant M(26,7) has to be equal to the sum of: 
M(78,7) = 0.079510458044677221718294421349100000000
M(78,59) = -0.0459231434298270830511730272942000000000
Their sum is = 0.0335873146148501386671213940549000000000
The constant M(26,7) is = 0.0335873146148501386671213940549000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(26,9) has to be equal to the sum of: 
M(78,35) = -0.0548045111222561868022129723358000000000
M(78,61) = -0.0510428073342697409080043003063000000000
Their sum is = -0.105847318456525927710217272642100000000
The constant M(26,9) is = -0.105847318456525927710217272642000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(26,11) has to be equal to the sum of: 
M(78,11) = 0.0351003379054991567928449805451000000000
M(78,37) = -0.0382400585981196219570938701393000000000
Their sum is = -0.00313972069262046516424888959420000000006
The constant M(26,11) is = -0.00313972069262046516424888959427000000000
The difference (constant-sum) is = 6.999999994004040636 E-32
**************************
The constant M(26,15) has to be equal to the sum of: 
M(78,41) = -0.0401323728707853545364594809920000000000
M(78,67) = -0.0517462190695606135794914158442000000000
Their sum is = -0.091878591940345968115950896836200000000
The constant M(26,15) is = -0.091878591940345968115950896836200000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(26,17) has to be equal to the sum of: 
M(78,17) = -0.0045382608754434839604448757286400000000
M(78,43) = -0.0459945989750685459192257387309000000000
Their sum is = -0.0505328598505120298796706144595400000000
The constant M(26,17) is = -0.0505328598505120298796706144595000000000
The difference (constant-sum) is = -4.000000004 E-32
**************************
The constant M(26,19) has to be equal to the sum of: 
M(78,19) = -0.0078618584432586956665912001990699999999
M(78,71) = -0.0473004404088889108385362179691000000000
Their sum is = -0.0551622988521476065051274181681700000000
The constant M(26,19) is = -0.0551622988521476065051274181682000000000
The difference (constant-sum) is = 2.999999998 E-32
**************************
The constant M(26,21) has to be equal to the sum of: 
M(78,47) = -0.0482711271695363892787808993371000000000
M(78,73) = -0.0463158869206440559788110651665000000000
Their sum is = -0.094587014090180445257591964503600000000
The constant M(26,21) is = -0.094587014090180445257591964503600000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(26,23) has to be equal to the sum of: 
M(78,23) = -0.0124631690534506350301370113914000000000
M(78,49) = -0.062540708766420191354210054965900000000
Their sum is = -0.075003877819870826384347066357300000000
The constant M(26,23) is = -0.075003877819870826384347066357300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(26,25) has to be equal to the sum of: 
M(78,25) = -0.0581243810207459383640563019098000000000
M(78,77) = -0.065264559246225167190451252844700000000
Their sum is = -0.123388940266971105554507554754500000000
The constant M(26,25) is = -0.123388940266971105554507554754000000000
The difference (constant-sum) is = -4.999999998 E-31
**************************
The constant M(39,1) has to be equal to the sum of: 
M(78,1) = -0.0544150300747313383827161427129000000000
Their sum is = -0.0544150300747313383827161427129000000000
The constant M(39,1) is = -0.0544150300747313383827161427129000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,2) has to be equal to the sum of: 
M(78,41) = -0.0401323728707853545364594809920000000000
And of the summand: 1/2
Their sum is = 0.459867627129214645463540519008000000000
The constant M(39,2) is = 0.459867627129214645463540519008000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(39,4) has to be equal to the sum of: 
M(78,43) = -0.0459945989750685459192257387309000000000
Their sum is = -0.0459945989750685459192257387309000000000
The constant M(39,4) is = -0.0459945989750685459192257387309000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,5) has to be equal to the sum of: 
M(78,5) = 0.141980978301231314683276705017000000000
Their sum is = 0.141980978301231314683276705017000000000
The constant M(39,5) is = 0.141980978301231314683276705017000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(39,7) has to be equal to the sum of: 
M(78,7) = 0.079510458044677221718294421349100000000
Their sum is = 0.079510458044677221718294421349100000000
The constant M(39,7) is = 0.079510458044677221718294421349100000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(39,8) has to be equal to the sum of: 
M(78,47) = -0.0482711271695363892787808993371000000000
Their sum is = -0.0482711271695363892787808993371000000000
The constant M(39,8) is = -0.0482711271695363892787808993371000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,10) has to be equal to the sum of: 
M(78,49) = -0.062540708766420191354210054965900000000
Their sum is = -0.062540708766420191354210054965900000000
The constant M(39,10) is = -0.062540708766420191354210054965900000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(39,11) has to be equal to the sum of: 
M(78,11) = 0.0351003379054991567928449805451000000000
Their sum is = 0.0351003379054991567928449805451000000000
The constant M(39,11) is = 0.0351003379054991567928449805451000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,14) has to be equal to the sum of: 
M(78,53) = -0.0462707514061093124433385415398000000000
Their sum is = -0.0462707514061093124433385415398000000000
The constant M(39,14) is = -0.0462707514061093124433385415398000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,16) has to be equal to the sum of: 
M(78,55) = -0.067162125840592763917783581867899999999
Their sum is = -0.067162125840592763917783581867899999999
The constant M(39,16) is = -0.067162125840592763917783581867899999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(39,17) has to be equal to the sum of: 
M(78,17) = -0.0045382608754434839604448757286400000000
Their sum is = -0.0045382608754434839604448757286400000000
The constant M(39,17) is = -0.0045382608754434839604448757286400000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,19) has to be equal to the sum of: 
M(78,19) = -0.0078618584432586956665912001990699999999
Their sum is = -0.0078618584432586956665912001990699999999
The constant M(39,19) is = -0.0078618584432586956665912001990699999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,20) has to be equal to the sum of: 
M(78,59) = -0.0459231434298270830511730272942000000000
Their sum is = -0.0459231434298270830511730272942000000000
The constant M(39,20) is = -0.0459231434298270830511730272942000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,22) has to be equal to the sum of: 
M(78,61) = -0.0510428073342697409080043003063000000000
Their sum is = -0.0510428073342697409080043003063000000000
The constant M(39,22) is = -0.0510428073342697409080043003063000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,23) has to be equal to the sum of: 
M(78,23) = -0.0124631690534506350301370113914000000000
Their sum is = -0.0124631690534506350301370113914000000000
The constant M(39,23) is = -0.0124631690534506350301370113914000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,25) has to be equal to the sum of: 
M(78,25) = -0.0581243810207459383640563019098000000000
Their sum is = -0.0581243810207459383640563019098000000000
The constant M(39,25) is = -0.0581243810207459383640563019098000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,28) has to be equal to the sum of: 
M(78,67) = -0.0517462190695606135794914158442000000000
Their sum is = -0.0517462190695606135794914158442000000000
The constant M(39,28) is = -0.0517462190695606135794914158442000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,29) has to be equal to the sum of: 
M(78,29) = -0.0270586216004553688028443336524000000000
Their sum is = -0.0270586216004553688028443336524000000000
The constant M(39,29) is = -0.0270586216004553688028443336524000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,31) has to be equal to the sum of: 
M(78,31) = -0.0298803394337857678868833936306000000000
Their sum is = -0.0298803394337857678868833936306000000000
The constant M(39,31) is = -0.0298803394337857678868833936306000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,32) has to be equal to the sum of: 
M(78,71) = -0.0473004404088889108385362179691000000000
Their sum is = -0.0473004404088889108385362179691000000000
The constant M(39,32) is = -0.0473004404088889108385362179691000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,34) has to be equal to the sum of: 
M(78,73) = -0.0463158869206440559788110651665000000000
Their sum is = -0.0463158869206440559788110651665000000000
The constant M(39,34) is = -0.0463158869206440559788110651665000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,35) has to be equal to the sum of: 
M(78,35) = -0.0548045111222561868022129723358000000000
Their sum is = -0.0548045111222561868022129723358000000000
The constant M(39,35) is = -0.0548045111222561868022129723358000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,37) has to be equal to the sum of: 
M(78,37) = -0.0382400585981196219570938701393000000000
Their sum is = -0.0382400585981196219570938701393000000000
The constant M(39,37) is = -0.0382400585981196219570938701393000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,38) has to be equal to the sum of: 
M(78,77) = -0.065264559246225167190451252844700000000
Their sum is = -0.065264559246225167190451252844700000000
The constant M(39,38) is = -0.065264559246225167190451252844700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(80,1) = -0.0521693656686491632416376904989000000000
M(80,3) = 0.295523669651336399026386401826000000000
M(80,7) = 0.094882444754696886579975300557000000000
M(80,9) = -0.0432998747705955421379194516027000000000
M(80,11) = 0.0442738773892116664799947025249000000000
M(80,13) = 0.0250641327665306641536834918802000000000
M(80,17) = 0.0185099033414374690070923950358000000000
M(80,19) = 0.0041631026888702093122572232106800000000
M(80,21) = -0.0399277457766438538303257541378000000000
M(80,23) = 0.00232128465425873611863371729488000000000
M(80,27) = -0.0452132588266442253434415700404000000000
M(80,29) = -0.0063190948228072069053746633113200000000
M(80,31) = -0.0132690672749256081497049338307000000000
M(80,33) = -0.0388405545718429909807557708998000000000
M(80,37) = -0.0214897064524954415277559902401000000000
M(80,39) = -0.0469619995888021102210737333208000000000
M(80,41) = -0.0292803294370149408674664611939000000000
M(80,43) = -0.0285912253029185069619021811399000000000
M(80,47) = -0.0263463967342015324780529747205000000000
M(80,49) = -0.0562598108772941092322589318162000000000
M(80,51) = -0.0461211266947857119142472107551000000000
M(80,53) = -0.0303792245201264310660248276017000000000
M(80,57) = -0.0481347584626609685708739750453000000000
M(80,59) = -0.0301777407573712524690305282892000000000
M(80,61) = -0.0367213910880102319129315106746000000000
M(80,63) = -0.0495047289599917313436064629188000000000
M(80,67) = -0.0315339474786854483912221571962000000000
M(80,69) = -0.0459734824210615513278070616011000000000
M(80,71) = -0.0356193014364411397030490851316000000000
M(80,73) = -0.0369429496754693790999107397205000000000
M(80,77) = -0.0445778037894715211136782000581000000000
M(80,79) = -0.0395863170097886481325445279752000000000
And of the summand: 1/5
Their sum is = -0.238502787152357216244573161390959999994
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 3.441409543 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(80,1) = -0.0521693656686491632416376904989000000000
M(80,9) = -0.0432998747705955421379194516027000000000
M(80,13) = 0.0250641327665306641536834918802000000000
M(80,17) = 0.0185099033414374690070923950358000000000
M(80,21) = -0.0399277457766438538303257541378000000000
M(80,29) = -0.0063190948228072069053746633113200000000
M(80,33) = -0.0388405545718429909807557708998000000000
M(80,37) = -0.0214897064524954415277559902401000000000
M(80,41) = -0.0292803294370149408674664611939000000000
M(80,49) = -0.0562598108772941092322589318162000000000
M(80,53) = -0.0303792245201264310660248276017000000000
M(80,57) = -0.0481347584626609685708739750453000000000
M(80,61) = -0.0367213910880102319129315106746000000000
M(80,69) = -0.0459734824210615513278070616011000000000
M(80,73) = -0.0369429496754693790999107397205000000000
M(80,77) = -0.0445778037894715211136782000581000000000
And of the summand: 1/5
Their sum is = -0.286742056226175198653945141486019999994
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -1.999999313 E-32
**************************
The constant M(4,3) has to be equal to the sum of: 
M(80,3) = 0.295523669651336399026386401826000000000
M(80,7) = 0.094882444754696886579975300557000000000
M(80,11) = 0.0442738773892116664799947025249000000000
M(80,19) = 0.0041631026888702093122572232106800000000
M(80,23) = 0.00232128465425873611863371729488000000000
M(80,27) = -0.0452132588266442253434415700404000000000
M(80,31) = -0.0132690672749256081497049338307000000000
M(80,39) = -0.0469619995888021102210737333208000000000
M(80,43) = -0.0285912253029185069619021811399000000000
M(80,47) = -0.0263463967342015324780529747205000000000
M(80,51) = -0.0461211266947857119142472107551000000000
M(80,59) = -0.0301777407573712524690305282892000000000
M(80,63) = -0.0495047289599917313436064629188000000000
M(80,67) = -0.0315339474786854483912221571962000000000
M(80,71) = -0.0356193014364411397030490851316000000000
M(80,79) = -0.0395863170097886481325445279752000000000
Their sum is = 0.0482392690738179824093719800950600000014
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 1.600000014 E-31
**************************
The constant M(5,1) has to be equal to the sum of: 
M(80,1) = -0.0521693656686491632416376904989000000000
M(80,11) = 0.0442738773892116664799947025249000000000
M(80,21) = -0.0399277457766438538303257541378000000000
M(80,31) = -0.0132690672749256081497049338307000000000
M(80,41) = -0.0292803294370149408674664611939000000000
M(80,51) = -0.0461211266947857119142472107551000000000
M(80,61) = -0.0367213910880102319129315106746000000000
M(80,71) = -0.0356193014364411397030490851316000000000
Their sum is = -0.208834449987258983139367943697699999999
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 3.000000012 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(80,7) = 0.094882444754696886579975300557000000000
M(80,17) = 0.0185099033414374690070923950358000000000
M(80,27) = -0.0452132588266442253434415700404000000000
M(80,37) = -0.0214897064524954415277559902401000000000
M(80,47) = -0.0263463967342015324780529747205000000000
M(80,57) = -0.0481347584626609685708739750453000000000
M(80,67) = -0.0315339474786854483912221571962000000000
M(80,77) = -0.0445778037894715211136782000581000000000
And of the summand: 1/2
Their sum is = 0.396096476351975218162042828292200000000
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(80,3) = 0.295523669651336399026386401826000000000
M(80,13) = 0.0250641327665306641536834918802000000000
M(80,23) = 0.00232128465425873611863371729488000000000
M(80,33) = -0.0388405545718429909807557708998000000000
M(80,43) = -0.0285912253029185069619021811399000000000
M(80,53) = -0.0303792245201264310660248276017000000000
M(80,63) = -0.0495047289599917313436064629188000000000
M(80,73) = -0.0369429496754693790999107397205000000000
Their sum is = 0.138650404041776759846503628720379999999
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 3.799999987 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(80,9) = -0.0432998747705955421379194516027000000000
M(80,19) = 0.0041631026888702093122572232106800000000
M(80,29) = -0.0063190948228072069053746633113200000000
M(80,39) = -0.0469619995888021102210737333208000000000
M(80,49) = -0.0562598108772941092322589318162000000000
M(80,59) = -0.0301777407573712524690305282892000000000
M(80,69) = -0.0459734824210615513278070616011000000000
M(80,79) = -0.0395863170097886481325445279752000000000
Their sum is = -0.264415217558850211113751674705839999998
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.600000023 E-31
**************************
The constant M(8,1) has to be equal to the sum of: 
M(80,1) = -0.0521693656686491632416376904989000000000
M(80,9) = -0.0432998747705955421379194516027000000000
M(80,17) = 0.0185099033414374690070923950358000000000
M(80,33) = -0.0388405545718429909807557708998000000000
M(80,41) = -0.0292803294370149408674664611939000000000
M(80,49) = -0.0562598108772941092322589318162000000000
M(80,57) = -0.0481347584626609685708739750453000000000
M(80,73) = -0.0369429496754693790999107397205000000000
Their sum is = -0.286417740122089625123730625741499999998
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 5.000000016 E-31
**************************
The constant M(8,3) has to be equal to the sum of: 
M(80,3) = 0.295523669651336399026386401826000000000
M(80,11) = 0.0442738773892116664799947025249000000000
M(80,19) = 0.0041631026888702093122572232106800000000
M(80,27) = -0.0452132588266442253434415700404000000000
M(80,43) = -0.0285912253029185069619021811399000000000
M(80,51) = -0.0461211266947857119142472107551000000000
M(80,59) = -0.0301777407573712524690305282892000000000
M(80,67) = -0.0315339474786854483912221571962000000000
Their sum is = 0.162323350669013129738794680140780000000
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = -2.199999993 E-31
**************************
The constant M(8,5) has to be equal to the sum of: 
M(80,13) = 0.0250641327665306641536834918802000000000
M(80,21) = -0.0399277457766438538303257541378000000000
M(80,29) = -0.0063190948228072069053746633113200000000
M(80,37) = -0.0214897064524954415277559902401000000000
M(80,53) = -0.0303792245201264310660248276017000000000
M(80,61) = -0.0367213910880102319129315106746000000000
M(80,69) = -0.0459734824210615513278070616011000000000
M(80,77) = -0.0445778037894715211136782000581000000000
And of the summand: 1/5
Their sum is = -0.000324316104085573530214515744519999999096
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = 4.900000090364690895 E-32
**************************
The constant M(8,7) has to be equal to the sum of: 
M(80,7) = 0.094882444754696886579975300557000000000
M(80,23) = 0.00232128465425873611863371729488000000000
M(80,31) = -0.0132690672749256081497049338307000000000
M(80,39) = -0.0469619995888021102210737333208000000000
M(80,47) = -0.0263463967342015324780529747205000000000
M(80,63) = -0.0495047289599917313436064629188000000000
M(80,71) = -0.0356193014364411397030490851316000000000
M(80,79) = -0.0395863170097886481325445279752000000000
Their sum is = -0.114084081595195147329422700045719999999
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = 2.800000004 E-31
**************************
The constant M(10,1) has to be equal to the sum of: 
M(80,1) = -0.0521693656686491632416376904989000000000
M(80,11) = 0.0442738773892116664799947025249000000000
M(80,21) = -0.0399277457766438538303257541378000000000
M(80,31) = -0.0132690672749256081497049338307000000000
M(80,41) = -0.0292803294370149408674664611939000000000
M(80,51) = -0.0461211266947857119142472107551000000000
M(80,61) = -0.0367213910880102319129315106746000000000
M(80,71) = -0.0356193014364411397030490851316000000000
Their sum is = -0.208834449987258983139367943697699999999
The constant M(10,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 3.000000012 E-31
**************************
The constant M(10,3) has to be equal to the sum of: 
M(80,3) = 0.295523669651336399026386401826000000000
M(80,13) = 0.0250641327665306641536834918802000000000
M(80,23) = 0.00232128465425873611863371729488000000000
M(80,33) = -0.0388405545718429909807557708998000000000
M(80,43) = -0.0285912253029185069619021811399000000000
M(80,53) = -0.0303792245201264310660248276017000000000
M(80,63) = -0.0495047289599917313436064629188000000000
M(80,73) = -0.0369429496754693790999107397205000000000
Their sum is = 0.138650404041776759846503628720379999999
The constant M(10,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 3.799999987 E-31
**************************
The constant M(10,7) has to be equal to the sum of: 
M(80,7) = 0.094882444754696886579975300557000000000
M(80,17) = 0.0185099033414374690070923950358000000000
M(80,27) = -0.0452132588266442253434415700404000000000
M(80,37) = -0.0214897064524954415277559902401000000000
M(80,47) = -0.0263463967342015324780529747205000000000
M(80,57) = -0.0481347584626609685708739750453000000000
M(80,67) = -0.0315339474786854483912221571962000000000
M(80,77) = -0.0445778037894715211136782000581000000000
Their sum is = -0.103903523648024781837957171707799999999
The constant M(10,7) is = -0.103903523648024781837957171708000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(10,9) has to be equal to the sum of: 
M(80,9) = -0.0432998747705955421379194516027000000000
M(80,19) = 0.0041631026888702093122572232106800000000
M(80,29) = -0.0063190948228072069053746633113200000000
M(80,39) = -0.0469619995888021102210737333208000000000
M(80,49) = -0.0562598108772941092322589318162000000000
M(80,59) = -0.0301777407573712524690305282892000000000
M(80,69) = -0.0459734824210615513278070616011000000000
M(80,79) = -0.0395863170097886481325445279752000000000
Their sum is = -0.264415217558850211113751674705839999998
The constant M(10,9) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.600000023 E-31
**************************
The constant M(16,1) has to be equal to the sum of: 
M(80,1) = -0.0521693656686491632416376904989000000000
M(80,17) = 0.0185099033414374690070923950358000000000
M(80,33) = -0.0388405545718429909807557708998000000000
M(80,49) = -0.0562598108772941092322589318162000000000
Their sum is = -0.128759827776348794447559998179099999999
The constant M(16,1) is = -0.128759827776348794447559998179000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(16,3) has to be equal to the sum of: 
M(80,3) = 0.295523669651336399026386401826000000000
M(80,19) = 0.0041631026888702093122572232106800000000
M(80,51) = -0.0461211266947857119142472107551000000000
M(80,67) = -0.0315339474786854483912221571962000000000
Their sum is = 0.222031698166735448033174257085380000001
The constant M(16,3) is = 0.222031698166735448033174257085000000000
The difference (constant-sum) is = 3.800000009 E-31
**************************
The constant M(16,5) has to be equal to the sum of: 
M(80,21) = -0.0399277457766438538303257541378000000000
M(80,37) = -0.0214897064524954415277559902401000000000
M(80,53) = -0.0303792245201264310660248276017000000000
M(80,69) = -0.0459734824210615513278070616011000000000
And of the summand: 1/5
Their sum is = 0.0622298408296727222480863664193000000006
The constant M(16,5) is = 0.0622298408296727222480863664193000000000
The difference (constant-sum) is = 5.510129770 E-40
**************************
The constant M(16,7) has to be equal to the sum of: 
M(80,7) = 0.094882444754696886579975300557000000000
M(80,23) = 0.00232128465425873611863371729488000000000
M(80,39) = -0.0469619995888021102210737333208000000000
M(80,71) = -0.0356193014364411397030490851316000000000
Their sum is = 0.0146224283837123727744861993994799999997
The constant M(16,7) is = 0.0146224283837123727744861993995000000000
The difference (constant-sum) is = -2.000000025 E-32
**************************
The constant M(16,9) has to be equal to the sum of: 
M(80,9) = -0.0432998747705955421379194516027000000000
M(80,41) = -0.0292803294370149408674664611939000000000
M(80,57) = -0.0481347584626609685708739750453000000000
M(80,73) = -0.0369429496754693790999107397205000000000
Their sum is = -0.157657912345740830676170627562400000000
The constant M(16,9) is = -0.157657912345740830676170627562000000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(16,11) has to be equal to the sum of: 
M(80,11) = 0.0442738773892116664799947025249000000000
M(80,27) = -0.0452132588266442253434415700404000000000
M(80,43) = -0.0285912253029185069619021811399000000000
M(80,59) = -0.0301777407573712524690305282892000000000
Their sum is = -0.0597083474977223182943795769446000000000
The constant M(16,11) is = -0.0597083474977223182943795769445000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(16,13) has to be equal to the sum of: 
M(80,13) = 0.0250641327665306641536834918802000000000
M(80,29) = -0.0063190948228072069053746633113200000000
M(80,61) = -0.0367213910880102319129315106746000000000
M(80,77) = -0.0445778037894715211136782000581000000000
Their sum is = -0.062554156933758295778300882163819999999
The constant M(16,13) is = -0.062554156933758295778300882163900000000
The difference (constant-sum) is = 8.00000000 E-32
**************************
The constant M(16,15) has to be equal to the sum of: 
M(80,31) = -0.0132690672749256081497049338307000000000
M(80,47) = -0.0263463967342015324780529747205000000000
M(80,63) = -0.0495047289599917313436064629188000000000
M(80,79) = -0.0395863170097886481325445279752000000000
Their sum is = -0.128706509978907520103908899445199999999
The constant M(16,15) is = -0.128706509978907520103908899445000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(20,1) has to be equal to the sum of: 
M(80,1) = -0.0521693656686491632416376904989000000000
M(80,21) = -0.0399277457766438538303257541378000000000
M(80,41) = -0.0292803294370149408674664611939000000000
M(80,61) = -0.0367213910880102319129315106746000000000
Their sum is = -0.158098831970318189852361416505199999999
The constant M(20,1) is = -0.158098831970318189852361416505000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(20,3) has to be equal to the sum of: 
M(80,3) = 0.295523669651336399026386401826000000000
M(80,23) = 0.00232128465425873611863371729488000000000
M(80,43) = -0.0285912253029185069619021811399000000000
M(80,63) = -0.0495047289599917313436064629188000000000
Their sum is = 0.219749000042684896839511475062180000000
The constant M(20,3) is = 0.219749000042684896839511475062000000000
The difference (constant-sum) is = 1.799999998 E-31
**************************
The constant M(20,7) has to be equal to the sum of: 
M(80,7) = 0.094882444754696886579975300557000000000
M(80,27) = -0.0452132588266442253434415700404000000000
M(80,47) = -0.0263463967342015324780529747205000000000
M(80,67) = -0.0315339474786854483912221571962000000000
Their sum is = -0.0082111582848343196327414014000999999999
The constant M(20,7) is = -0.0082111582848343196327414014000600000000
The difference (constant-sum) is = -3.999999990 E-32
**************************
The constant M(20,9) has to be equal to the sum of: 
M(80,9) = -0.0432998747705955421379194516027000000000
M(80,29) = -0.0063190948228072069053746633113200000000
M(80,49) = -0.0562598108772941092322589318162000000000
M(80,69) = -0.0459734824210615513278070616011000000000
Their sum is = -0.151852262891758409603360108331320000000
The constant M(20,9) is = -0.151852262891758409603360108330999999999
The difference (constant-sum) is = -3.200000003 E-31
**************************
The constant M(20,11) has to be equal to the sum of: 
M(80,11) = 0.0442738773892116664799947025249000000000
M(80,31) = -0.0132690672749256081497049338307000000000
M(80,51) = -0.0461211266947857119142472107551000000000
M(80,71) = -0.0356193014364411397030490851316000000000
Their sum is = -0.0507356180169407932870065271924999999998
The constant M(20,11) is = -0.0507356180169407932870065271925000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(20,13) has to be equal to the sum of: 
M(80,13) = 0.0250641327665306641536834918802000000000
M(80,33) = -0.0388405545718429909807557708998000000000
M(80,53) = -0.0303792245201264310660248276017000000000
M(80,73) = -0.0369429496754693790999107397205000000000
Their sum is = -0.081098596000908136993007846341800000000
The constant M(20,13) is = -0.081098596000908136993007846341800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(20,17) has to be equal to the sum of: 
M(80,17) = 0.0185099033414374690070923950358000000000
M(80,37) = -0.0214897064524954415277559902401000000000
M(80,57) = -0.0481347584626609685708739750453000000000
M(80,77) = -0.0445778037894715211136782000581000000000
Their sum is = -0.095692365363190462205215770307700000000
The constant M(20,17) is = -0.095692365363190462205215770307700000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(20,19) has to be equal to the sum of: 
M(80,19) = 0.0041631026888702093122572232106800000000
M(80,39) = -0.0469619995888021102210737333208000000000
M(80,59) = -0.0301777407573712524690305282892000000000
M(80,79) = -0.0395863170097886481325445279752000000000
Their sum is = -0.112562954667091801510391566374520000000
The constant M(20,19) is = -0.112562954667091801510391566375000000000
The difference (constant-sum) is = 4.800000000 E-31
**************************
The constant M(40,1) has to be equal to the sum of: 
M(80,1) = -0.0521693656686491632416376904989000000000
M(80,41) = -0.0292803294370149408674664611939000000000
Their sum is = -0.081449695105664104109104151692800000000
The constant M(40,1) is = -0.081449695105664104109104151692900000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(40,3) has to be equal to the sum of: 
M(80,3) = 0.295523669651336399026386401826000000000
M(80,43) = -0.0285912253029185069619021811399000000000
Their sum is = 0.266932444348417892064484220686100000000
The constant M(40,3) is = 0.266932444348417892064484220686000000000
The difference (constant-sum) is = 9.99999994 E-32
**************************
The constant M(40,7) has to be equal to the sum of: 
M(80,7) = 0.094882444754696886579975300557000000000
M(80,47) = -0.0263463967342015324780529747205000000000
Their sum is = 0.068536048020495354101922325836500000000
The constant M(40,7) is = 0.068536048020495354101922325836500000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(40,9) has to be equal to the sum of: 
M(80,9) = -0.0432998747705955421379194516027000000000
M(80,49) = -0.0562598108772941092322589318162000000000
Their sum is = -0.099559685647889651370178383418900000000
The constant M(40,9) is = -0.099559685647889651370178383419000000000
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(40,11) has to be equal to the sum of: 
M(80,11) = 0.0442738773892116664799947025249000000000
M(80,51) = -0.0461211266947857119142472107551000000000
Their sum is = -0.00184724930557404543425250823019999999995
The constant M(40,11) is = -0.00184724930557404543425250823022000000000
The difference (constant-sum) is = 2.000000006 E-32
**************************
The constant M(40,13) has to be equal to the sum of: 
M(80,13) = 0.0250641327665306641536834918802000000000
M(80,53) = -0.0303792245201264310660248276017000000000
Their sum is = -0.0053150917535957669123413357215000000000
The constant M(40,13) is = -0.0053150917535957669123413357215100000000
The difference (constant-sum) is = 9.99999996 E-33
**************************
The constant M(40,17) has to be equal to the sum of: 
M(80,17) = 0.0185099033414374690070923950358000000000
M(80,57) = -0.0481347584626609685708739750453000000000
Their sum is = -0.0296248551212234995637815800094999999999
The constant M(40,17) is = -0.0296248551212234995637815800095000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(40,19) has to be equal to the sum of: 
M(80,19) = 0.0041631026888702093122572232106800000000
M(80,59) = -0.0301777407573712524690305282892000000000
Their sum is = -0.0260146380685010431567733050785200000001
The constant M(40,19) is = -0.0260146380685010431567733050785000000000
The difference (constant-sum) is = -2.000000011 E-32
**************************
The constant M(40,21) has to be equal to the sum of: 
M(80,21) = -0.0399277457766438538303257541378000000000
M(80,61) = -0.0367213910880102319129315106746000000000
Their sum is = -0.076649136864654085743257264812400000000
The constant M(40,21) is = -0.076649136864654085743257264812499999999
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(40,23) has to be equal to the sum of: 
M(80,23) = 0.00232128465425873611863371729488000000000
M(80,63) = -0.0495047289599917313436064629188000000000
Their sum is = -0.0471834443057329952249727456239200000002
The constant M(40,23) is = -0.0471834443057329952249727456239000000000
The difference (constant-sum) is = -2.000000011 E-32
**************************
The constant M(40,27) has to be equal to the sum of: 
M(80,27) = -0.0452132588266442253434415700404000000000
M(80,67) = -0.0315339474786854483912221571962000000000
Their sum is = -0.076747206305329673734663727236600000000
The constant M(40,27) is = -0.076747206305329673734663727236600000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(40,29) has to be equal to the sum of: 
M(80,29) = -0.0063190948228072069053746633113200000000
M(80,69) = -0.0459734824210615513278070616011000000000
Their sum is = -0.0522925772438687582331817249124200000000
The constant M(40,29) is = -0.0522925772438687582331817249124000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(40,31) has to be equal to the sum of: 
M(80,31) = -0.0132690672749256081497049338307000000000
M(80,71) = -0.0356193014364411397030490851316000000000
Their sum is = -0.0488883687113667478527540189622999999998
The constant M(40,31) is = -0.0488883687113667478527540189623000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(40,33) has to be equal to the sum of: 
M(80,33) = -0.0388405545718429909807557708998000000000
M(80,73) = -0.0369429496754693790999107397205000000000
Their sum is = -0.075783504247312370080666510620300000000
The constant M(40,33) is = -0.075783504247312370080666510620300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(40,37) has to be equal to the sum of: 
M(80,37) = -0.0214897064524954415277559902401000000000
M(80,77) = -0.0445778037894715211136782000581000000000
Their sum is = -0.066067510241966962641434190298199999999
The constant M(40,37) is = -0.066067510241966962641434190298199999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(40,39) has to be equal to the sum of: 
M(80,39) = -0.0469619995888021102210737333208000000000
M(80,79) = -0.0395863170097886481325445279752000000000
Their sum is = -0.086548316598590758353618261296000000000
The constant M(40,39) is = -0.086548316598590758353618261296000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(3,1) has to be equal to the sum of: 
M(81,1) = -0.0253003423458412405650358491169000000000
M(81,4) = -0.0302283321671917373326245208553000000000
M(81,7) = 0.109943387917177817230078630280000000000
M(81,10) = -0.0320559673979914425744690226909000000000
M(81,13) = 0.0472880083691325540871630183875000000000
M(81,16) = -0.0213677294623312513808676650806000000000
M(81,19) = 0.0236047925100745347882583234552000000000
M(81,22) = -0.0238590794662436298701305876428000000000
M(81,25) = -0.0311475541740019044114436058746000000000
M(81,28) = -0.0190125051158319708106473962678000000000
M(81,31) = 0.00117040068699393935690797279125000000000
M(81,34) = -0.0282025489056870465541344383850000000000
M(81,37) = -0.00168753908042760560693131496308000000000
M(81,40) = -0.0291438916659356257995603062105000000000
M(81,43) = -0.0076639955126406699064738719660000000000
M(81,46) = -0.0257055260981128274248300855863000000000
M(81,49) = -0.0267505266615726269738488817652000000000
M(81,52) = -0.0322073415734833811932111815318000000001
M(81,55) = -0.0324775302049113492123515983496000000001
M(81,58) = -0.0257760025859306703882012685416000000000
M(81,61) = -0.0125913994525669041211384293476000000000
M(81,64) = -0.0312178695655100051508465526692000000000
M(81,67) = -0.0149430930535118993908208568963000000000
M(81,70) = -0.0255127897754181689846627210114000000000
M(81,73) = -0.0185057448443179989360914375179000000000
M(81,76) = -0.0270948983701363702374145793531000000000
M(81,79) = -0.0164448615132256477563213404912000000000
Their sum is = -0.356890479509443129119649567200729999994
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 2.700000057 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(81,2) = 0.477186565647488383600837724184000000000
M(81,5) = 0.174496756718893083196333984350000000000
M(81,8) = -0.0194765473783242389834023510836000000000
M(81,11) = 0.063554475469393550984302782879000000000
M(81,14) = -0.0280016509536699872156507643599000000000
M(81,17) = 0.0316062864140120575797745831688999999999
M(81,20) = -0.0202765154062124910467487658788000000000
M(81,23) = 0.0121629261002431429457502704037000000000
M(81,26) = -0.0192163433931093683835275148636000000000
M(81,29) = 0.0098947944231301526144323943060700000000
M(81,32) = -0.0240116874514868528884706497790000000000
M(81,35) = -0.0254039451587413320451030621597000000000
M(81,38) = -0.0288310851243230128801823022973000000000
M(81,41) = -0.0105015450472811133533614189365000000000
M(81,44) = -0.0305981275851125786641857231446000000000
M(81,47) = -0.0119808949701998663248712843859000000000
M(81,50) = -0.0213265715244496309179929825074000000000
M(81,53) = -0.0152458991206710584588808880139000000000
M(81,56) = -0.0247893537458545664704197716343000000000
M(81,59) = -0.0160577419207403108332091179480000000000
M(81,62) = -0.0319964877914203027560566519551000000001
M(81,65) = -0.0291838451511923631351086382359000000000
M(81,68) = -0.0243758215239836702741668638606000000000
M(81,71) = -0.0146954759671418055858105042649000000000
M(81,74) = -0.0282078283960565592639209687434000000000
M(81,77) = -0.0265579627288776068022482700283000000000
M(81,80) = -0.0331121154105590750963701727339000000001
Their sum is = 0.285054359023752579541743072477070000012
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = 7.00000126 E-32
**************************
The constant M(9,1) has to be equal to the sum of: 
M(81,1) = -0.0253003423458412405650358491169000000000
M(81,10) = -0.0320559673979914425744690226909000000000
M(81,19) = 0.0236047925100745347882583234552000000000
M(81,28) = -0.0190125051158319708106473962678000000000
M(81,37) = -0.00168753908042760560693131496308000000000
M(81,46) = -0.0257055260981128274248300855863000000000
M(81,55) = -0.0324775302049113492123515983496000000001
M(81,64) = -0.0312178695655100051508465526692000000000
M(81,73) = -0.0185057448443179989360914375179000000000
Their sum is = -0.162358232142869905492944933706479999999
The constant M(9,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 5.200000014 E-31
**************************
The constant M(9,2) has to be equal to the sum of: 
M(81,2) = 0.477186565647488383600837724184000000000
M(81,11) = 0.063554475469393550984302782879000000000
M(81,20) = -0.0202765154062124910467487658788000000000
M(81,29) = 0.0098947944231301526144323943060700000000
M(81,38) = -0.0288310851243230128801823022973000000000
M(81,47) = -0.0119808949701998663248712843859000000000
M(81,56) = -0.0247893537458545664704197716343000000000
M(81,65) = -0.0291838451511923631351086382359000000000
M(81,74) = -0.0282078283960565592639209687434000000000
Their sum is = 0.407366312746173228078321170193470000002
The constant M(9,2) is = 0.407366312746173228078321170193000000000
The difference (constant-sum) is = 4.700000016 E-31
**************************
The constant M(9,4) has to be equal to the sum of: 
M(81,4) = -0.0302283321671917373326245208553000000000
M(81,13) = 0.0472880083691325540871630183875000000000
M(81,22) = -0.0238590794662436298701305876428000000000
M(81,31) = 0.00117040068699393935690797279125000000000
M(81,40) = -0.0291438916659356257995603062105000000000
M(81,49) = -0.0267505266615726269738488817652000000000
M(81,58) = -0.0257760025859306703882012685416000000000
M(81,67) = -0.0149430930535118993908208568963000000000
M(81,76) = -0.0270948983701363702374145793531000000000
Their sum is = -0.129337414914396066548530010086049999999
The constant M(9,4) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = -4.99999989 E-32
**************************
The constant M(9,5) has to be equal to the sum of: 
M(81,5) = 0.174496756718893083196333984350000000000
M(81,14) = -0.0280016509536699872156507643599000000000
M(81,23) = 0.0121629261002431429457502704037000000000
M(81,32) = -0.0240116874514868528884706497790000000000
M(81,41) = -0.0105015450472811133533614189365000000000
M(81,50) = -0.0213265715244496309179929825074000000000
M(81,59) = -0.0160577419207403108332091179480000000000
M(81,68) = -0.0243758215239836702741668638606000000000
M(81,77) = -0.0265579627288776068022482700283000000000
Their sum is = 0.0358267016686470538569841873340000000012
The constant M(9,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = 1.285696946 E-39
**************************
The constant M(9,7) has to be equal to the sum of: 
M(81,7) = 0.109943387917177817230078630280000000000
M(81,16) = -0.0213677294623312513808676650806000000000
M(81,25) = -0.0311475541740019044114436058746000000000
M(81,34) = -0.0282025489056870465541344383850000000000
M(81,43) = -0.0076639955126406699064738719660000000000
M(81,52) = -0.0322073415734833811932111815318000000001
M(81,61) = -0.0125913994525669041211384293476000000000
M(81,70) = -0.0255127897754181689846627210114000000000
M(81,79) = -0.0164448615132256477563213404912000000000
Their sum is = -0.065194832452177157078174623408199999999
The constant M(9,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(9,8) has to be equal to the sum of: 
M(81,8) = -0.0194765473783242389834023510836000000000
M(81,17) = 0.0316062864140120575797745831688999999999
M(81,26) = -0.0192163433931093683835275148636000000000
M(81,35) = -0.0254039451587413320451030621597000000000
M(81,44) = -0.0305981275851125786641857231446000000000
M(81,53) = -0.0152458991206710584588808880139000000000
M(81,62) = -0.0319964877914203027560566519551000000001
M(81,71) = -0.0146954759671418055858105042649000000000
M(81,80) = -0.0331121154105590750963701727339000000001
Their sum is = -0.158138655391067702393562285050399999998
The constant M(9,8) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -3.999999985 E-31
**************************
The constant M(27,1) has to be equal to the sum of: 
M(81,1) = -0.0253003423458412405650358491169000000000
M(81,28) = -0.0190125051158319708106473962678000000000
M(81,55) = -0.0324775302049113492123515983496000000001
Their sum is = -0.076790377666584560588034843734300000000
The constant M(27,1) is = -0.076790377666584560588034843734300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,2) has to be equal to the sum of: 
M(81,2) = 0.477186565647488383600837724184000000000
M(81,29) = 0.0098947944231301526144323943060700000000
M(81,56) = -0.0247893537458545664704197716343000000000
Their sum is = 0.462292006324763969744850346855770000000
The constant M(27,2) is = 0.462292006324763969744850346855000000000
The difference (constant-sum) is = 7.700000014 E-31
**************************
The constant M(27,4) has to be equal to the sum of: 
M(81,4) = -0.0302283321671917373326245208553000000000
M(81,31) = 0.00117040068699393935690797279125000000000
M(81,58) = -0.0257760025859306703882012685416000000000
Their sum is = -0.0548339340661284683639178166056500000000
The constant M(27,4) is = -0.0548339340661284683639178166057000000000
The difference (constant-sum) is = 4.99999999 E-32
**************************
The constant M(27,5) has to be equal to the sum of: 
M(81,5) = 0.174496756718893083196333984350000000000
M(81,32) = -0.0240116874514868528884706497790000000000
M(81,59) = -0.0160577419207403108332091179480000000000
Their sum is = 0.134427327346665919474654216623000000001
The constant M(27,5) is = 0.134427327346665919474654216623000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(27,7) has to be equal to the sum of: 
M(81,7) = 0.109943387917177817230078630280000000000
M(81,34) = -0.0282025489056870465541344383850000000000
M(81,61) = -0.0125913994525669041211384293476000000000
Their sum is = 0.069149439558923866554805762547400000000
The constant M(27,7) is = 0.069149439558923866554805762547000000000
The difference (constant-sum) is = 4.000000004 E-31
**************************
The constant M(27,8) has to be equal to the sum of: 
M(81,8) = -0.0194765473783242389834023510836000000000
M(81,35) = -0.0254039451587413320451030621597000000000
M(81,62) = -0.0319964877914203027560566519551000000001
Their sum is = -0.076876980328485873784562065198400000000
The constant M(27,8) is = -0.076876980328485873784562065198400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,10) has to be equal to the sum of: 
M(81,10) = -0.0320559673979914425744690226909000000000
M(81,37) = -0.00168753908042760560693131496308000000000
M(81,64) = -0.0312178695655100051508465526692000000000
Their sum is = -0.064961376043929053332246890323179999999
The constant M(27,10) is = -0.064961376043929053332246890323200000000
The difference (constant-sum) is = 2.000000011 E-32
**************************
The constant M(27,11) has to be equal to the sum of: 
M(81,11) = 0.063554475469393550984302782879000000000
M(81,38) = -0.0288310851243230128801823022973000000000
M(81,65) = -0.0291838451511923631351086382359000000000
Their sum is = 0.0055395451938781749690118423458000000001
The constant M(27,11) is = 0.0055395451938781749690118423457500000000
The difference (constant-sum) is = 5.00000001 E-32
**************************
The constant M(27,13) has to be equal to the sum of: 
M(81,13) = 0.0472880083691325540871630183875000000000
M(81,40) = -0.0291438916659356257995603062105000000000
M(81,67) = -0.0149430930535118993908208568963000000000
Their sum is = 0.00320102364968502889678185528070000000004
The constant M(27,13) is = 0.00320102364968502889678185528072000000000
The difference (constant-sum) is = -1.999999996 E-32
**************************
The constant M(27,14) has to be equal to the sum of: 
M(81,14) = -0.0280016509536699872156507643599000000000
M(81,41) = -0.0105015450472811133533614189365000000000
M(81,68) = -0.0243758215239836702741668638606000000000
Their sum is = -0.062879017524934770843179047157000000000
The constant M(27,14) is = -0.062879017524934770843179047157000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,16) has to be equal to the sum of: 
M(81,16) = -0.0213677294623312513808676650806000000000
M(81,43) = -0.0076639955126406699064738719660000000000
M(81,70) = -0.0255127897754181689846627210114000000000
Their sum is = -0.0545445147503900902720042580580000000000
The constant M(27,16) is = -0.0545445147503900902720042580580000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(27,17) has to be equal to the sum of: 
M(81,17) = 0.0316062864140120575797745831688999999999
M(81,44) = -0.0305981275851125786641857231446000000000
M(81,71) = -0.0146954759671418055858105042649000000000
Their sum is = -0.0136873171382423266702216442406000000000
The constant M(27,17) is = -0.0136873171382423266702216442406000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(27,19) has to be equal to the sum of: 
M(81,19) = 0.0236047925100745347882583234552000000000
M(81,46) = -0.0257055260981128274248300855863000000000
M(81,73) = -0.0185057448443179989360914375179000000000
Their sum is = -0.0206064784323562915726631996490000000000
The constant M(27,19) is = -0.0206064784323562915726631996491000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(27,20) has to be equal to the sum of: 
M(81,20) = -0.0202765154062124910467487658788000000000
M(81,47) = -0.0119808949701998663248712843859000000000
M(81,74) = -0.0282078283960565592639209687434000000000
Their sum is = -0.0604652387724689166355410190080999999998
The constant M(27,20) is = -0.0604652387724689166355410190081000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(27,22) has to be equal to the sum of: 
M(81,22) = -0.0238590794662436298701305876428000000000
M(81,49) = -0.0267505266615726269738488817652000000000
M(81,76) = -0.0270948983701363702374145793531000000000
Their sum is = -0.077704504497952627081394048761100000000
The constant M(27,22) is = -0.077704504497952627081394048761100000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,23) has to be equal to the sum of: 
M(81,23) = 0.0121629261002431429457502704037000000000
M(81,50) = -0.0213265715244496309179929825074000000000
M(81,77) = -0.0265579627288776068022482700283000000000
Their sum is = -0.0357216081530840947744909821320000000000
The constant M(27,23) is = -0.0357216081530840947744909821320000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(27,25) has to be equal to the sum of: 
M(81,25) = -0.0311475541740019044114436058746000000000
M(81,52) = -0.0322073415734833811932111815318000000001
M(81,79) = -0.0164448615132256477563213404912000000000
Their sum is = -0.079799757260710933360976127897600000000
The constant M(27,25) is = -0.079799757260710933360976127897600000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,26) has to be equal to the sum of: 
M(81,26) = -0.0192163433931093683835275148636000000000
M(81,53) = -0.0152458991206710584588808880139000000000
M(81,80) = -0.0331121154105590750963701727339000000001
Their sum is = -0.067574357924339501938778575611400000000
The constant M(27,26) is = -0.067574357924339501938778575611400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(82,1) = -0.0337856381746274366618131898127000000000
M(82,3) = 0.298635460392706441645698689693000000000
M(82,5) = 0.160252502456454541479818211945000000000
M(82,7) = 0.110437572442899868756434690447000000000
M(82,9) = -0.0350462374059761524042208831408000000000
M(82,11) = 0.0502928956261968138133012819804000000000
M(82,13) = 0.0321874255809502170081553244097000000000
M(82,15) = -0.0326220690514482486968892094658000000000
M(82,17) = 0.0227746732890629202816491933922000000000
M(82,19) = 0.0209907774410568298233661780665000000000
M(82,21) = -0.0329278061189682363146216034488999999999
M(82,23) = 0.00295496177455522124477084501797000000000
M(82,25) = -0.0304584818946299379537388414891000000000
M(82,27) = -0.0306881341607834755984775592907000000000
M(82,29) = -0.00338596348761979902034931610891000000000
M(82,31) = 0.00193411874566191659603676661006000000000
M(82,33) = -0.0387634447158219634617038635702000000000
M(82,35) = -0.0368402979125002000589756836542000000000
M(82,37) = -0.0163909364049328146271572810662000000000
M(82,39) = -0.0398013362950908786864618725841000000000
M(82,43) = -0.0227076034721858228703166771325000000000
M(82,45) = -0.0342179842471558133601391167509000000000
M(82,47) = -0.0157171443109860309870054155124999999999
M(82,49) = -0.0361295685006746443245463953653000000000
M(82,51) = -0.0434261330346939449475341007253000000000
M(82,53) = -0.0255663218871900939543795409938000000000
M(82,55) = -0.0351087786133177497250560989597000000000
M(82,57) = -0.0370475549358075987718562552479000000000
M(82,59) = -0.0260447820186945845037303992274000000000
M(82,61) = -0.0242682660026346094620421544752000000000
M(82,63) = -0.0412380994932317157981517463981000000000
M(82,65) = -0.0376683843838636098016276209141000000000
M(82,67) = -0.0196162109362554443246234524908000000000
M(82,69) = -0.0302749213656307031191139523098000000000
M(82,71) = -0.0271979143812850952331382522984000000000
M(82,73) = -0.0306855567376298938609263788540000000000
M(82,75) = -0.0365040746965396117082147438361000000000
M(82,77) = -0.0394722850024228734257308050454000000000
M(82,79) = -0.0322312620305463504296641311877999999999
M(82,81) = -0.0375202271311956771918417040353000000000
And of the summand: 1/41
Their sum is = -0.238502787152357216244573161391055609749
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 2.485311993 E-31
**************************
The constant M(41,1) has to be equal to the sum of: 
M(82,1) = -0.0337856381746274366618131898127000000000
Their sum is = -0.0337856381746274366618131898127000000000
The constant M(41,1) is = -0.0337856381746274366618131898127000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,2) has to be equal to the sum of: 
M(82,43) = -0.0227076034721858228703166771325000000000
And of the summand: 1/2
Their sum is = 0.477292396527814177129683322867500000000
The constant M(41,2) is = 0.477292396527814177129683322868000000000
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(41,3) has to be equal to the sum of: 
M(82,3) = 0.298635460392706441645698689693000000000
Their sum is = 0.298635460392706441645698689693000000000
The constant M(41,3) is = 0.298635460392706441645698689693000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(41,4) has to be equal to the sum of: 
M(82,45) = -0.0342179842471558133601391167509000000000
Their sum is = -0.0342179842471558133601391167509000000000
The constant M(41,4) is = -0.0342179842471558133601391167509000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,5) has to be equal to the sum of: 
M(82,5) = 0.160252502456454541479818211945000000000
Their sum is = 0.160252502456454541479818211945000000000
The constant M(41,5) is = 0.160252502456454541479818211945000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(41,6) has to be equal to the sum of: 
M(82,47) = -0.0157171443109860309870054155124999999999
Their sum is = -0.0157171443109860309870054155124999999999
The constant M(41,6) is = -0.0157171443109860309870054155124999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,7) has to be equal to the sum of: 
M(82,7) = 0.110437572442899868756434690447000000000
Their sum is = 0.110437572442899868756434690447000000000
The constant M(41,7) is = 0.110437572442899868756434690447000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(41,8) has to be equal to the sum of: 
M(82,49) = -0.0361295685006746443245463953653000000000
Their sum is = -0.0361295685006746443245463953653000000000
The constant M(41,8) is = -0.0361295685006746443245463953653000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,9) has to be equal to the sum of: 
M(82,9) = -0.0350462374059761524042208831408000000000
Their sum is = -0.0350462374059761524042208831408000000000
The constant M(41,9) is = -0.0350462374059761524042208831408000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,10) has to be equal to the sum of: 
M(82,51) = -0.0434261330346939449475341007253000000000
Their sum is = -0.0434261330346939449475341007253000000000
The constant M(41,10) is = -0.0434261330346939449475341007253000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,11) has to be equal to the sum of: 
M(82,11) = 0.0502928956261968138133012819804000000000
Their sum is = 0.0502928956261968138133012819804000000000
The constant M(41,11) is = 0.0502928956261968138133012819804000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,12) has to be equal to the sum of: 
M(82,53) = -0.0255663218871900939543795409938000000000
Their sum is = -0.0255663218871900939543795409938000000000
The constant M(41,12) is = -0.0255663218871900939543795409938000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,13) has to be equal to the sum of: 
M(82,13) = 0.0321874255809502170081553244097000000000
Their sum is = 0.0321874255809502170081553244097000000000
The constant M(41,13) is = 0.0321874255809502170081553244097000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,14) has to be equal to the sum of: 
M(82,55) = -0.0351087786133177497250560989597000000000
Their sum is = -0.0351087786133177497250560989597000000000
The constant M(41,14) is = -0.0351087786133177497250560989597000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,15) has to be equal to the sum of: 
M(82,15) = -0.0326220690514482486968892094658000000000
Their sum is = -0.0326220690514482486968892094658000000000
The constant M(41,15) is = -0.0326220690514482486968892094658000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,16) has to be equal to the sum of: 
M(82,57) = -0.0370475549358075987718562552479000000000
Their sum is = -0.0370475549358075987718562552479000000000
The constant M(41,16) is = -0.0370475549358075987718562552479000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,17) has to be equal to the sum of: 
M(82,17) = 0.0227746732890629202816491933922000000000
Their sum is = 0.0227746732890629202816491933922000000000
The constant M(41,17) is = 0.0227746732890629202816491933922000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,18) has to be equal to the sum of: 
M(82,59) = -0.0260447820186945845037303992274000000000
Their sum is = -0.0260447820186945845037303992274000000000
The constant M(41,18) is = -0.0260447820186945845037303992274000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,19) has to be equal to the sum of: 
M(82,19) = 0.0209907774410568298233661780665000000000
Their sum is = 0.0209907774410568298233661780665000000000
The constant M(41,19) is = 0.0209907774410568298233661780665000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,20) has to be equal to the sum of: 
M(82,61) = -0.0242682660026346094620421544752000000000
Their sum is = -0.0242682660026346094620421544752000000000
The constant M(41,20) is = -0.0242682660026346094620421544752000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,21) has to be equal to the sum of: 
M(82,21) = -0.0329278061189682363146216034488999999999
Their sum is = -0.0329278061189682363146216034488999999999
The constant M(41,21) is = -0.0329278061189682363146216034488999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,22) has to be equal to the sum of: 
M(82,63) = -0.0412380994932317157981517463981000000000
Their sum is = -0.0412380994932317157981517463981000000000
The constant M(41,22) is = -0.0412380994932317157981517463981000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,23) has to be equal to the sum of: 
M(82,23) = 0.00295496177455522124477084501797000000000
Their sum is = 0.00295496177455522124477084501797000000000
The constant M(41,23) is = 0.00295496177455522124477084501797000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(41,24) has to be equal to the sum of: 
M(82,65) = -0.0376683843838636098016276209141000000000
Their sum is = -0.0376683843838636098016276209141000000000
The constant M(41,24) is = -0.0376683843838636098016276209141000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,25) has to be equal to the sum of: 
M(82,25) = -0.0304584818946299379537388414891000000000
Their sum is = -0.0304584818946299379537388414891000000000
The constant M(41,25) is = -0.0304584818946299379537388414891000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,26) has to be equal to the sum of: 
M(82,67) = -0.0196162109362554443246234524908000000000
Their sum is = -0.0196162109362554443246234524908000000000
The constant M(41,26) is = -0.0196162109362554443246234524908000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,27) has to be equal to the sum of: 
M(82,27) = -0.0306881341607834755984775592907000000000
Their sum is = -0.0306881341607834755984775592907000000000
The constant M(41,27) is = -0.0306881341607834755984775592907000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,28) has to be equal to the sum of: 
M(82,69) = -0.0302749213656307031191139523098000000000
Their sum is = -0.0302749213656307031191139523098000000000
The constant M(41,28) is = -0.0302749213656307031191139523098000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,29) has to be equal to the sum of: 
M(82,29) = -0.00338596348761979902034931610891000000000
Their sum is = -0.00338596348761979902034931610891000000000
The constant M(41,29) is = -0.00338596348761979902034931610891000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(41,30) has to be equal to the sum of: 
M(82,71) = -0.0271979143812850952331382522984000000000
Their sum is = -0.0271979143812850952331382522984000000000
The constant M(41,30) is = -0.0271979143812850952331382522984000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,31) has to be equal to the sum of: 
M(82,31) = 0.00193411874566191659603676661006000000000
Their sum is = 0.00193411874566191659603676661006000000000
The constant M(41,31) is = 0.00193411874566191659603676661006000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(41,32) has to be equal to the sum of: 
M(82,73) = -0.0306855567376298938609263788540000000000
Their sum is = -0.0306855567376298938609263788540000000000
The constant M(41,32) is = -0.0306855567376298938609263788540000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,33) has to be equal to the sum of: 
M(82,33) = -0.0387634447158219634617038635702000000000
Their sum is = -0.0387634447158219634617038635702000000000
The constant M(41,33) is = -0.0387634447158219634617038635702000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,34) has to be equal to the sum of: 
M(82,75) = -0.0365040746965396117082147438361000000000
Their sum is = -0.0365040746965396117082147438361000000000
The constant M(41,34) is = -0.0365040746965396117082147438361000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,35) has to be equal to the sum of: 
M(82,35) = -0.0368402979125002000589756836542000000000
Their sum is = -0.0368402979125002000589756836542000000000
The constant M(41,35) is = -0.0368402979125002000589756836542000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,36) has to be equal to the sum of: 
M(82,77) = -0.0394722850024228734257308050454000000000
Their sum is = -0.0394722850024228734257308050454000000000
The constant M(41,36) is = -0.0394722850024228734257308050454000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,37) has to be equal to the sum of: 
M(82,37) = -0.0163909364049328146271572810662000000000
Their sum is = -0.0163909364049328146271572810662000000000
The constant M(41,37) is = -0.0163909364049328146271572810662000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,38) has to be equal to the sum of: 
M(82,79) = -0.0322312620305463504296641311877999999999
Their sum is = -0.0322312620305463504296641311877999999999
The constant M(41,38) is = -0.0322312620305463504296641311877999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,39) has to be equal to the sum of: 
M(82,39) = -0.0398013362950908786864618725841000000000
Their sum is = -0.0398013362950908786864618725841000000000
The constant M(41,39) is = -0.0398013362950908786864618725841000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,40) has to be equal to the sum of: 
M(82,81) = -0.0375202271311956771918417040353000000000
Their sum is = -0.0375202271311956771918417040353000000000
The constant M(41,40) is = -0.0375202271311956771918417040353000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(84,1) = -0.073463914261797332834276488386200000000
M(84,5) = 0.148323549591530233561805473749000000000
M(84,11) = 0.0290724024926249302145251081688000000000
M(84,13) = 0.0224290728747548696540000596941000000000
M(84,17) = 0.000300681196229474785802614411635999999999
M(84,19) = -0.0057630788020940875837442254877600000000
M(84,23) = -0.0138497965201530520881105236713000000000
M(84,25) = -0.0607016756429021608396776477072000000000
M(84,29) = -0.0222266883543388763218294385118000000000
M(84,31) = -0.0325213918938471846809848382716000000000
M(84,37) = -0.0442703289531425263413021626160000000000
M(84,41) = -0.0475336593998265389573863164901000000000
M(84,43) = -0.0349844470681622477062171024781000000000
M(84,47) = -0.0445066163462559127992767610624000000000
M(84,53) = -0.0464787677042489430315110529967000000000
M(84,55) = -0.0621205766407803833253627830957000000000
M(84,59) = -0.0498323317492407963847005554720000000000
M(84,61) = -0.0517795173724565634008639695719000000000
M(84,65) = -0.0611014074876142825858879100138000000000
M(84,67) = -0.0515716262256392254744286000909000000000
M(84,71) = -0.0564000928602728372344159805579000000000
M(84,73) = -0.0502394007123625523428183030472000000000
M(84,79) = -0.0547607376681565913868306489999000000000
M(84,83) = -0.0507129138346808196172715850768000000000
And of the summand: 1/3
And of the summand: 1/7
Their sum is = -0.238502787152357216244573161391247809511
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 5.63314371 E-32
**************************
The constant M(3,1) has to be equal to the sum of: 
M(84,1) = -0.073463914261797332834276488386200000000
M(84,13) = 0.0224290728747548696540000596941000000000
M(84,19) = -0.0057630788020940875837442254877600000000
M(84,25) = -0.0607016756429021608396776477072000000000
M(84,31) = -0.0325213918938471846809848382716000000000
M(84,37) = -0.0442703289531425263413021626160000000000
M(84,43) = -0.0349844470681622477062171024781000000000
M(84,55) = -0.0621205766407803833253627830957000000000
M(84,61) = -0.0517795173724565634008639695719000000000
M(84,67) = -0.0515716262256392254744286000909000000000
M(84,73) = -0.0502394007123625523428183030472000000000
M(84,79) = -0.0547607376681565913868306489999000000000
And of the summand: 1/7
Their sum is = -0.356890479509443129119649567201217142854
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -2.171428531 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(84,5) = 0.148323549591530233561805473749000000000
M(84,11) = 0.0290724024926249302145251081688000000000
M(84,17) = 0.000300681196229474785802614411635999999999
M(84,23) = -0.0138497965201530520881105236713000000000
M(84,29) = -0.0222266883543388763218294385118000000000
M(84,41) = -0.0475336593998265389573863164901000000000
M(84,47) = -0.0445066163462559127992767610624000000000
M(84,53) = -0.0464787677042489430315110529967000000000
M(84,59) = -0.0498323317492407963847005554720000000000
M(84,65) = -0.0611014074876142825858879100138000000000
M(84,71) = -0.0564000928602728372344159805579000000000
M(84,83) = -0.0507129138346808196172715850768000000000
And of the summand: 1/2
Their sum is = 0.285054359023752579541743072476636000001
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -3.639999984 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(84,1) = -0.073463914261797332834276488386200000000
M(84,5) = 0.148323549591530233561805473749000000000
M(84,13) = 0.0224290728747548696540000596941000000000
M(84,17) = 0.000300681196229474785802614411635999999999
M(84,25) = -0.0607016756429021608396776477072000000000
M(84,29) = -0.0222266883543388763218294385118000000000
M(84,37) = -0.0442703289531425263413021626160000000000
M(84,41) = -0.0475336593998265389573863164901000000000
M(84,53) = -0.0464787677042489430315110529967000000000
M(84,61) = -0.0517795173724565634008639695719000000000
M(84,65) = -0.0611014074876142825858879100138000000000
M(84,73) = -0.0502394007123625523428183030472000000000
Their sum is = -0.286742056226175198653945141486163999998
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -1.639999980 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(84,11) = 0.0290724024926249302145251081688000000000
M(84,19) = -0.0057630788020940875837442254877600000000
M(84,23) = -0.0138497965201530520881105236713000000000
M(84,31) = -0.0325213918938471846809848382716000000000
M(84,43) = -0.0349844470681622477062171024781000000000
M(84,47) = -0.0445066163462559127992767610624000000000
M(84,55) = -0.0621205766407803833253627830957000000000
M(84,59) = -0.0498323317492407963847005554720000000000
M(84,67) = -0.0515716262256392254744286000909000000000
M(84,71) = -0.0564000928602728372344159805579000000000
M(84,79) = -0.0547607376681565913868306489999000000000
M(84,83) = -0.0507129138346808196172715850768000000000
And of the summand: 1/3
And of the summand: 1/7
Their sum is = 0.0482392690738179824093719800949161904784
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 1.619047840 E-32
**************************
The constant M(6,1) has to be equal to the sum of: 
M(84,1) = -0.073463914261797332834276488386200000000
M(84,13) = 0.0224290728747548696540000596941000000000
M(84,19) = -0.0057630788020940875837442254877600000000
M(84,25) = -0.0607016756429021608396776477072000000000
M(84,31) = -0.0325213918938471846809848382716000000000
M(84,37) = -0.0442703289531425263413021626160000000000
M(84,43) = -0.0349844470681622477062171024781000000000
M(84,55) = -0.0621205766407803833253627830957000000000
M(84,61) = -0.0517795173724565634008639695719000000000
M(84,67) = -0.0515716262256392254744286000909000000000
M(84,73) = -0.0502394007123625523428183030472000000000
M(84,79) = -0.0547607376681565913868306489999000000000
And of the summand: 1/7
Their sum is = -0.356890479509443129119649567201217142854
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -2.171428531 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(84,5) = 0.148323549591530233561805473749000000000
M(84,11) = 0.0290724024926249302145251081688000000000
M(84,17) = 0.000300681196229474785802614411635999999999
M(84,23) = -0.0138497965201530520881105236713000000000
M(84,29) = -0.0222266883543388763218294385118000000000
M(84,41) = -0.0475336593998265389573863164901000000000
M(84,47) = -0.0445066163462559127992767610624000000000
M(84,53) = -0.0464787677042489430315110529967000000000
M(84,59) = -0.0498323317492407963847005554720000000000
M(84,65) = -0.0611014074876142825858879100138000000000
M(84,71) = -0.0564000928602728372344159805579000000000
M(84,83) = -0.0507129138346808196172715850768000000000
Their sum is = -0.214945640976247420458256927523363999999
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -3.639999991 E-31
**************************
The constant M(7,1) has to be equal to the sum of: 
M(84,1) = -0.073463914261797332834276488386200000000
M(84,29) = -0.0222266883543388763218294385118000000000
M(84,43) = -0.0349844470681622477062171024781000000000
M(84,71) = -0.0564000928602728372344159805579000000000
Their sum is = -0.187075142544571294096739009934000000000
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(7,2) has to be equal to the sum of: 
M(84,23) = -0.0138497965201530520881105236713000000000
M(84,37) = -0.0442703289531425263413021626160000000000
M(84,65) = -0.0611014074876142825858879100138000000000
M(84,79) = -0.0547607376681565913868306489999000000000
And of the summand: 1/2
Their sum is = 0.326017729370933547597868754699000000000
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(7,3) has to be equal to the sum of: 
M(84,17) = 0.000300681196229474785802614411635999999999
M(84,31) = -0.0325213918938471846809848382716000000000
M(84,59) = -0.0498323317492407963847005554720000000000
M(84,73) = -0.0502394007123625523428183030472000000000
And of the summand: 1/3
Their sum is = 0.201040890174112274710632250954169333334
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 1.693333334 E-31
**************************
The constant M(7,4) has to be equal to the sum of: 
M(84,11) = 0.0290724024926249302145251081688000000000
M(84,25) = -0.0607016756429021608396776477072000000000
M(84,53) = -0.0464787677042489430315110529967000000000
M(84,67) = -0.0515716262256392254744286000909000000000
Their sum is = -0.129679667080165399131092192626000000000
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(7,5) has to be equal to the sum of: 
M(84,5) = 0.148323549591530233561805473749000000000
M(84,19) = -0.0057630788020940875837442254877600000000
M(84,47) = -0.0445066163462559127992767610624000000000
M(84,61) = -0.0517795173724565634008639695719000000000
Their sum is = 0.0462743370707236697779205176269400000016
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 4.000000151 E-32
**************************
The constant M(7,6) has to be equal to the sum of: 
M(84,13) = 0.0224290728747548696540000596941000000000
M(84,41) = -0.0475336593998265389573863164901000000000
M(84,55) = -0.0621205766407803833253627830957000000000
M(84,83) = -0.0507129138346808196172715850768000000000
Their sum is = -0.137938077000532872246020624968500000000
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(12,1) has to be equal to the sum of: 
M(84,1) = -0.073463914261797332834276488386200000000
M(84,13) = 0.0224290728747548696540000596941000000000
M(84,25) = -0.0607016756429021608396776477072000000000
M(84,37) = -0.0442703289531425263413021626160000000000
M(84,61) = -0.0517795173724565634008639695719000000000
M(84,73) = -0.0502394007123625523428183030472000000000
Their sum is = -0.258025764067906266104938511634399999999
The constant M(12,1) is = -0.258025764067906266104938511634000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(12,5) has to be equal to the sum of: 
M(84,5) = 0.148323549591530233561805473749000000000
M(84,17) = 0.000300681196229474785802614411635999999999
M(84,29) = -0.0222266883543388763218294385118000000000
M(84,41) = -0.0475336593998265389573863164901000000000
M(84,53) = -0.0464787677042489430315110529967000000000
M(84,65) = -0.0611014074876142825858879100138000000000
Their sum is = -0.0287162921582689325490066298517639999999
The constant M(12,5) is = -0.0287162921582689325490066298518000000000
The difference (constant-sum) is = 3.600000003 E-32
**************************
The constant M(12,7) has to be equal to the sum of: 
M(84,19) = -0.0057630788020940875837442254877600000000
M(84,31) = -0.0325213918938471846809848382716000000000
M(84,43) = -0.0349844470681622477062171024781000000000
M(84,55) = -0.0621205766407803833253627830957000000000
M(84,67) = -0.0515716262256392254744286000909000000000
M(84,79) = -0.0547607376681565913868306489999000000000
And of the summand: 1/7
Their sum is = -0.098864715441536863014711055566817142856
The constant M(12,7) is = -0.098864715441536863014711055566800000000
The difference (constant-sum) is = -1.714285640 E-32
**************************
The constant M(12,11) has to be equal to the sum of: 
M(84,11) = 0.0290724024926249302145251081688000000000
M(84,23) = -0.0138497965201530520881105236713000000000
M(84,47) = -0.0445066163462559127992767610624000000000
M(84,59) = -0.0498323317492407963847005554720000000000
M(84,71) = -0.0564000928602728372344159805579000000000
M(84,83) = -0.0507129138346808196172715850768000000000
Their sum is = -0.186229348817978487909250297671599999999
The constant M(12,11) is = -0.186229348817978487909250297672000000000
The difference (constant-sum) is = 4.000000015 E-31
**************************
The constant M(14,1) has to be equal to the sum of: 
M(84,1) = -0.073463914261797332834276488386200000000
M(84,29) = -0.0222266883543388763218294385118000000000
M(84,43) = -0.0349844470681622477062171024781000000000
M(84,71) = -0.0564000928602728372344159805579000000000
Their sum is = -0.187075142544571294096739009934000000000
The constant M(14,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(14,3) has to be equal to the sum of: 
M(84,17) = 0.000300681196229474785802614411635999999999
M(84,31) = -0.0325213918938471846809848382716000000000
M(84,59) = -0.0498323317492407963847005554720000000000
M(84,73) = -0.0502394007123625523428183030472000000000
And of the summand: 1/3
Their sum is = 0.201040890174112274710632250954169333334
The constant M(14,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 1.693333334 E-31
**************************
The constant M(14,5) has to be equal to the sum of: 
M(84,5) = 0.148323549591530233561805473749000000000
M(84,19) = -0.0057630788020940875837442254877600000000
M(84,47) = -0.0445066163462559127992767610624000000000
M(84,61) = -0.0517795173724565634008639695719000000000
Their sum is = 0.0462743370707236697779205176269400000016
The constant M(14,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 4.000000151 E-32
**************************
The constant M(14,9) has to be equal to the sum of: 
M(84,23) = -0.0138497965201530520881105236713000000000
M(84,37) = -0.0442703289531425263413021626160000000000
M(84,65) = -0.0611014074876142825858879100138000000000
M(84,79) = -0.0547607376681565913868306489999000000000
Their sum is = -0.173982270629066452402131245301000000000
The constant M(14,9) is = -0.173982270629066452402131245301000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(14,11) has to be equal to the sum of: 
M(84,11) = 0.0290724024926249302145251081688000000000
M(84,25) = -0.0607016756429021608396776477072000000000
M(84,53) = -0.0464787677042489430315110529967000000000
M(84,67) = -0.0515716262256392254744286000909000000000
Their sum is = -0.129679667080165399131092192626000000000
The constant M(14,11) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(14,13) has to be equal to the sum of: 
M(84,13) = 0.0224290728747548696540000596941000000000
M(84,41) = -0.0475336593998265389573863164901000000000
M(84,55) = -0.0621205766407803833253627830957000000000
M(84,83) = -0.0507129138346808196172715850768000000000
Their sum is = -0.137938077000532872246020624968500000000
The constant M(14,13) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(21,1) has to be equal to the sum of: 
M(84,1) = -0.073463914261797332834276488386200000000
M(84,43) = -0.0349844470681622477062171024781000000000
Their sum is = -0.108448361329959580540493590864300000000
The constant M(21,1) is = -0.108448361329959580540493590864000000000
The difference (constant-sum) is = -3.000000001 E-31
**************************
The constant M(21,2) has to be equal to the sum of: 
M(84,23) = -0.0138497965201530520881105236713000000000
M(84,65) = -0.0611014074876142825858879100138000000000
And of the summand: 1/2
Their sum is = 0.425048795992232665326001566314900000002
The constant M(21,2) is = 0.425048795992232665326001566315000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(21,4) has to be equal to the sum of: 
M(84,25) = -0.0607016756429021608396776477072000000000
M(84,67) = -0.0515716262256392254744286000909000000000
Their sum is = -0.112273301868541386314106247798100000000
The constant M(21,4) is = -0.112273301868541386314106247798000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(21,5) has to be equal to the sum of: 
M(84,5) = 0.148323549591530233561805473749000000000
M(84,47) = -0.0445066163462559127992767610624000000000
Their sum is = 0.103816933245274320762528712686600000000
The constant M(21,5) is = 0.103816933245274320762528712687000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(21,8) has to be equal to the sum of: 
M(84,29) = -0.0222266883543388763218294385118000000000
M(84,71) = -0.0564000928602728372344159805579000000000
Their sum is = -0.078626781214611713556245419069700000000
The constant M(21,8) is = -0.078626781214611713556245419069700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(21,10) has to be equal to the sum of: 
M(84,31) = -0.0325213918938471846809848382716000000000
M(84,73) = -0.0502394007123625523428183030472000000000
Their sum is = -0.082760792606209737023803141318800000000
The constant M(21,10) is = -0.082760792606209737023803141318800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(21,11) has to be equal to the sum of: 
M(84,11) = 0.0290724024926249302145251081688000000000
M(84,53) = -0.0464787677042489430315110529967000000000
Their sum is = -0.0174063652116240128169859448279000000001
The constant M(21,11) is = -0.0174063652116240128169859448280000000000
The difference (constant-sum) is = 9.99999999 E-32
**************************
The constant M(21,13) has to be equal to the sum of: 
M(84,13) = 0.0224290728747548696540000596941000000000
M(84,55) = -0.0621205766407803833253627830957000000000
Their sum is = -0.0396915037660255136713627234016000000000
The constant M(21,13) is = -0.0396915037660255136713627234016000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(21,16) has to be equal to the sum of: 
M(84,37) = -0.0442703289531425263413021626160000000000
M(84,79) = -0.0547607376681565913868306489999000000000
Their sum is = -0.099031066621299117728132811615900000000
The constant M(21,16) is = -0.099031066621299117728132811615900000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(21,17) has to be equal to the sum of: 
M(84,17) = 0.000300681196229474785802614411635999999999
M(84,59) = -0.0498323317492407963847005554720000000000
Their sum is = -0.0495316505530113215988979410603640000002
The constant M(21,17) is = -0.0495316505530113215988979410604000000000
The difference (constant-sum) is = 3.599999994 E-32
**************************
The constant M(21,19) has to be equal to the sum of: 
M(84,19) = -0.0057630788020940875837442254877600000000
M(84,61) = -0.0517795173724565634008639695719000000000
Their sum is = -0.0575425961745506509846081950596599999998
The constant M(21,19) is = -0.0575425961745506509846081950597000000000
The difference (constant-sum) is = 4.000000004 E-32
**************************
The constant M(21,20) has to be equal to the sum of: 
M(84,41) = -0.0475336593998265389573863164901000000000
M(84,83) = -0.0507129138346808196172715850768000000000
Their sum is = -0.098246573234507358574657901566900000000
The constant M(21,20) is = -0.098246573234507358574657901566800000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(28,1) has to be equal to the sum of: 
M(84,1) = -0.073463914261797332834276488386200000000
M(84,29) = -0.0222266883543388763218294385118000000000
Their sum is = -0.095690602616136209156105926898000000000
The constant M(28,1) is = -0.095690602616136209156105926898000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(28,3) has to be equal to the sum of: 
M(84,31) = -0.0325213918938471846809848382716000000000
M(84,59) = -0.0498323317492407963847005554720000000000
And of the summand: 1/3
Their sum is = 0.250979609690245352267647939589733333333
The constant M(28,3) is = 0.250979609690245352267647939590000000000
The difference (constant-sum) is = -2.666666666 E-31
**************************
The constant M(28,5) has to be equal to the sum of: 
M(84,5) = 0.148323549591530233561805473749000000000
M(84,61) = -0.0517795173724565634008639695719000000000
Their sum is = 0.096544032219073670160941504177100000001
The constant M(28,5) is = 0.096544032219073670160941504177000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(28,9) has to be equal to the sum of: 
M(84,37) = -0.0442703289531425263413021626160000000000
M(84,65) = -0.0611014074876142825858879100138000000000
Their sum is = -0.105371736440756808927190072629799999999
The constant M(28,9) is = -0.105371736440756808927190072630000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(28,11) has to be equal to the sum of: 
M(84,11) = 0.0290724024926249302145251081688000000000
M(84,67) = -0.0515716262256392254744286000909000000000
Their sum is = -0.0224992237330142952599034919221000000001
The constant M(28,11) is = -0.0224992237330142952599034919221000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(28,13) has to be equal to the sum of: 
M(84,13) = 0.0224290728747548696540000596941000000000
M(84,41) = -0.0475336593998265389573863164901000000000
Their sum is = -0.0251045865250716693033862567960000000001
The constant M(28,13) is = -0.0251045865250716693033862567960000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(28,15) has to be equal to the sum of: 
M(84,43) = -0.0349844470681622477062171024781000000000
M(84,71) = -0.0564000928602728372344159805579000000000
Their sum is = -0.091384539928435084940633083036000000000
The constant M(28,15) is = -0.091384539928435084940633083036000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(28,17) has to be equal to the sum of: 
M(84,17) = 0.000300681196229474785802614411635999999999
M(84,73) = -0.0502394007123625523428183030472000000000
Their sum is = -0.0499387195161330775570156886355640000000
The constant M(28,17) is = -0.0499387195161330775570156886355000000000
The difference (constant-sum) is = -6.40000000 E-32
**************************
The constant M(28,19) has to be equal to the sum of: 
M(84,19) = -0.0057630788020940875837442254877600000000
M(84,47) = -0.0445066163462559127992767610624000000000
Their sum is = -0.0502696951483500003830209865501599999998
The constant M(28,19) is = -0.0502696951483500003830209865501000000000
The difference (constant-sum) is = -5.99999997 E-32
**************************
The constant M(28,23) has to be equal to the sum of: 
M(84,23) = -0.0138497965201530520881105236713000000000
M(84,79) = -0.0547607376681565913868306489999000000000
Their sum is = -0.068610534188309643474941172671199999999
The constant M(28,23) is = -0.068610534188309643474941172671200000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(28,25) has to be equal to the sum of: 
M(84,25) = -0.0607016756429021608396776477072000000000
M(84,53) = -0.0464787677042489430315110529967000000000
Their sum is = -0.107180443347151103871188700703900000000
The constant M(28,25) is = -0.107180443347151103871188700704000000000
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(28,27) has to be equal to the sum of: 
M(84,55) = -0.0621205766407803833253627830957000000000
M(84,83) = -0.0507129138346808196172715850768000000000
Their sum is = -0.112833490475461202942634368172499999999
The constant M(28,27) is = -0.112833490475461202942634368172000000000
The difference (constant-sum) is = -4.999999998 E-31
**************************
The constant M(42,1) has to be equal to the sum of: 
M(84,1) = -0.073463914261797332834276488386200000000
M(84,43) = -0.0349844470681622477062171024781000000000
Their sum is = -0.108448361329959580540493590864300000000
The constant M(42,1) is = -0.108448361329959580540493590864000000000
The difference (constant-sum) is = -3.000000001 E-31
**************************
The constant M(42,5) has to be equal to the sum of: 
M(84,5) = 0.148323549591530233561805473749000000000
M(84,47) = -0.0445066163462559127992767610624000000000
Their sum is = 0.103816933245274320762528712686600000000
The constant M(42,5) is = 0.103816933245274320762528712687000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(42,11) has to be equal to the sum of: 
M(84,11) = 0.0290724024926249302145251081688000000000
M(84,53) = -0.0464787677042489430315110529967000000000
Their sum is = -0.0174063652116240128169859448279000000001
The constant M(42,11) is = -0.0174063652116240128169859448280000000000
The difference (constant-sum) is = 9.99999999 E-32
**************************
The constant M(42,13) has to be equal to the sum of: 
M(84,13) = 0.0224290728747548696540000596941000000000
M(84,55) = -0.0621205766407803833253627830957000000000
Their sum is = -0.0396915037660255136713627234016000000000
The constant M(42,13) is = -0.0396915037660255136713627234016000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(42,17) has to be equal to the sum of: 
M(84,17) = 0.000300681196229474785802614411635999999999
M(84,59) = -0.0498323317492407963847005554720000000000
Their sum is = -0.0495316505530113215988979410603640000002
The constant M(42,17) is = -0.0495316505530113215988979410604000000000
The difference (constant-sum) is = 3.599999994 E-32
**************************
The constant M(42,19) has to be equal to the sum of: 
M(84,19) = -0.0057630788020940875837442254877600000000
M(84,61) = -0.0517795173724565634008639695719000000000
Their sum is = -0.0575425961745506509846081950596599999998
The constant M(42,19) is = -0.0575425961745506509846081950597000000000
The difference (constant-sum) is = 4.000000004 E-32
**************************
The constant M(42,23) has to be equal to the sum of: 
M(84,23) = -0.0138497965201530520881105236713000000000
M(84,65) = -0.0611014074876142825858879100138000000000
Their sum is = -0.074951204007767334673998433685099999999
The constant M(42,23) is = -0.074951204007767334673998433685100000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(42,25) has to be equal to the sum of: 
M(84,25) = -0.0607016756429021608396776477072000000000
M(84,67) = -0.0515716262256392254744286000909000000000
Their sum is = -0.112273301868541386314106247798100000000
The constant M(42,25) is = -0.112273301868541386314106247798000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(42,29) has to be equal to the sum of: 
M(84,29) = -0.0222266883543388763218294385118000000000
M(84,71) = -0.0564000928602728372344159805579000000000
Their sum is = -0.078626781214611713556245419069700000000
The constant M(42,29) is = -0.078626781214611713556245419069700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(42,31) has to be equal to the sum of: 
M(84,31) = -0.0325213918938471846809848382716000000000
M(84,73) = -0.0502394007123625523428183030472000000000
Their sum is = -0.082760792606209737023803141318800000000
The constant M(42,31) is = -0.082760792606209737023803141318800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(42,37) has to be equal to the sum of: 
M(84,37) = -0.0442703289531425263413021626160000000000
M(84,79) = -0.0547607376681565913868306489999000000000
Their sum is = -0.099031066621299117728132811615900000000
The constant M(42,37) is = -0.099031066621299117728132811615900000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(42,41) has to be equal to the sum of: 
M(84,41) = -0.0475336593998265389573863164901000000000
M(84,83) = -0.0507129138346808196172715850768000000000
Their sum is = -0.098246573234507358574657901566900000000
The constant M(42,41) is = -0.098246573234507358574657901566800000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(5,1) has to be equal to the sum of: 
M(85,1) = -0.0281517104556337293267346176411000000000
M(85,6) = -0.0259030691466284349867308710808000000000
M(85,11) = 0.069599274412359545163543821246400000000
M(85,16) = -0.0170397317939136625499873084345000000000
M(85,21) = -0.0237924476036761591455445869018000000000
M(85,26) = -0.0266916245498112999833806599607000000000
M(85,31) = 0.0047104730495327551215087252765800000000
M(85,36) = -0.0264998427100063194997496805873000000000
M(85,41) = 0.000440007618072954449304921793748000000000
M(85,46) = -0.0186914607202372852746740176121000000000
M(85,56) = -0.0252776998552879531394190871283000000000
M(85,61) = -0.0094382128473262263663739383483700000000
M(85,66) = -0.0206467649269030306305569665946000000000
M(85,71) = -0.0099941800502046888087692726289400000000
M(85,76) = -0.0271392095258537341834138571725000000000
M(85,81) = -0.0243182508817417139783905479237000000000
Their sum is = -0.208834449987258983139367943697981999997
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 1.800000263 E-32
**************************
The constant M(5,2) has to be equal to the sum of: 
M(85,2) = 0.474600661912838891835784535154000000000
M(85,7) = 0.116279142842219143225117378497000000000
M(85,12) = -0.0169910871962343365188539211205000000000
M(85,22) = -0.0144484171431629378793097534248000000000
M(85,27) = -0.0211576302852960593072182842722000000000
M(85,32) = -0.0261829166475894230888321618965000000000
M(85,37) = -0.00069488051804860695992877146808000000000
M(85,42) = -0.0192848381416265948510184590205000000000
M(85,47) = -0.0056476127311341951438636597488600000000
M(85,52) = -0.0186335716833023592988312016140000000000
M(85,57) = -0.0230379102561153510477217462136000000000
M(85,62) = -0.0231585643363533526462322231078000000000
M(85,67) = -0.0129365865236238262160506457618000000000
M(85,72) = -0.0253462190599944026038255680638000000000
M(85,77) = -0.0265542439799180953725392766644000000000
M(85,82) = -0.0195323793124479818469863541587000000000
And of the summand: 1/17
Their sum is = 0.396096476351975218162042828291930588248
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = -6.94117512 E-32
**************************
The constant M(5,3) has to be equal to the sum of: 
M(85,3) = 0.311062683852697416365931294039000000000
M(85,8) = -0.0231748741451386440138981517674000000000
M(85,13) = 0.0541287339755799876728292401380000000000
M(85,18) = -0.0157484337567737928195600679631000000000
M(85,23) = 0.0190067498443042228892067046809000000000
M(85,28) = -0.0184316992552824888157680499001000000000
M(85,33) = -0.0263323544158158571440489347231000000000
M(85,38) = -0.0243017367347079175173757924473000000000
M(85,43) = -0.0040791249812506267350954026725700000000
M(85,48) = -0.0268923455440187975314777684915000000000
M(85,53) = -0.0042764277926826746242817188952100000000
M(85,58) = -0.0254220086691131389798740176053000000000
M(85,63) = -0.0248610376558596805634866642620000000000
M(85,73) = -0.0164427836583725224041685564914000000000
M(85,78) = -0.0198641291265786199181478105634000000000
M(85,83) = -0.0157208078952101060142806743551000000000
Their sum is = 0.138650404041776759846503628720420000006
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 4.200000063 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(85,4) = -0.0148282016916535728324940348898000000000
M(85,9) = -0.0216222944221972830685280809717000000000
M(85,14) = -0.0241496295790917137885660577698000000000
M(85,19) = 0.0256320762494477373161945714108000000000
M(85,24) = -0.0173747278620403738921980746811000000000
M(85,29) = 0.0113367341506406829465744111854000000000
M(85,39) = -0.0271854759530748847033975997016000000000
M(85,44) = -0.0287399237042813340489869666195000000000
M(85,49) = -0.0265667707526676728490316505205000000000
M(85,54) = -0.0210916611267595976540739112908000000000
M(85,59) = -0.0056851615035008762473869734162100000000
M(85,64) = -0.0225848972240402400477101201491000000000
M(85,69) = -0.0230024726652030761844384354339000000000
M(85,74) = -0.0268345924185241300102834907646000000000
M(85,79) = -0.0137806154179307906174412578354000000000
M(85,84) = -0.0279376036379730854319840032580000000000
Their sum is = -0.264415217558850211113751674705809999997
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.900000038 E-31
**************************
The constant M(17,1) has to be equal to the sum of: 
M(85,1) = -0.0281517104556337293267346176411000000000
M(85,18) = -0.0157484337567737928195600679631000000000
M(85,52) = -0.0186335716833023592988312016140000000000
M(85,69) = -0.0230024726652030761844384354339000000000
Their sum is = -0.085536188560912957629564322652099999999
The constant M(17,1) is = -0.085536188560912957629564322652000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(17,2) has to be equal to the sum of: 
M(85,2) = 0.474600661912838891835784535154000000000
M(85,19) = 0.0256320762494477373161945714108000000000
M(85,36) = -0.0264998427100063194997496805873000000000
M(85,53) = -0.0042764277926826746242817188952100000000
Their sum is = 0.469456467659597635027947707082290000000
The constant M(17,2) is = 0.469456467659597635027947707082000000000
The difference (constant-sum) is = 2.900000003 E-31
**************************
The constant M(17,3) has to be equal to the sum of: 
M(85,3) = 0.311062683852697416365931294039000000000
M(85,37) = -0.00069488051804860695992877146808000000000
M(85,54) = -0.0210916611267595976540739112908000000000
M(85,71) = -0.0099941800502046888087692726289400000000
Their sum is = 0.279281962157684522943159338651180000002
The constant M(17,3) is = 0.279281962157684522943159338651000000000
The difference (constant-sum) is = 1.800000013 E-31
**************************
The constant M(17,4) has to be equal to the sum of: 
M(85,4) = -0.0148282016916535728324940348898000000000
M(85,21) = -0.0237924476036761591455445869018000000000
M(85,38) = -0.0243017367347079175173757924473000000000
M(85,72) = -0.0253462190599944026038255680638000000000
Their sum is = -0.088268605090032052099239982302699999999
The constant M(17,4) is = -0.088268605090032052099239982302700000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(17,5) has to be equal to the sum of: 
M(85,22) = -0.0144484171431629378793097534248000000000
M(85,39) = -0.0271854759530748847033975997016000000000
M(85,56) = -0.0252776998552879531394190871283000000000
M(85,73) = -0.0164427836583725224041685564914000000000
And of the summand: 1/5
Their sum is = 0.116645623390101701873705003253900000000
The constant M(17,5) is = 0.116645623390101701873705003254000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(17,6) has to be equal to the sum of: 
M(85,6) = -0.0259030691466284349867308710808000000000
M(85,23) = 0.0190067498443042228892067046809000000000
M(85,57) = -0.0230379102561153510477217462136000000000
M(85,74) = -0.0268345924185241300102834907646000000000
Their sum is = -0.0567688219769636931555294033780999999998
The constant M(17,6) is = -0.0567688219769636931555294033781000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(17,7) has to be equal to the sum of: 
M(85,7) = 0.116279142842219143225117378497000000000
M(85,24) = -0.0173747278620403738921980746811000000000
M(85,41) = 0.000440007618072954449304921793748000000000
M(85,58) = -0.0254220086691131389798740176053000000000
Their sum is = 0.073922413929138584802350208004348000000
The constant M(17,7) is = 0.073922413929138584802350208004800000000
The difference (constant-sum) is = -4.520000000 E-31
**************************
The constant M(17,8) has to be equal to the sum of: 
M(85,8) = -0.0231748741451386440138981517674000000000
M(85,42) = -0.0192848381416265948510184590205000000000
M(85,59) = -0.0056851615035008762473869734162100000000
M(85,76) = -0.0271392095258537341834138571725000000000
Their sum is = -0.075284083316119849295717441376610000000
The constant M(17,8) is = -0.075284083316119849295717441376600000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(17,9) has to be equal to the sum of: 
M(85,9) = -0.0216222944221972830685280809717000000000
M(85,26) = -0.0266916245498112999833806599607000000000
M(85,43) = -0.0040791249812506267350954026725700000000
M(85,77) = -0.0265542439799180953725392766644000000000
Their sum is = -0.078947287933177305159543420269370000000
The constant M(17,9) is = -0.078947287933177305159543420269400000000
The difference (constant-sum) is = 2.999999998 E-32
**************************
The constant M(17,10) has to be equal to the sum of: 
M(85,27) = -0.0211576302852960593072182842722000000000
M(85,44) = -0.0287399237042813340489869666195000000000
M(85,61) = -0.0094382128473262263663739383483700000000
M(85,78) = -0.0198641291265786199181478105634000000000
Their sum is = -0.079199895963482239640726999803470000000
The constant M(17,10) is = -0.079199895963482239640726999803400000000
The difference (constant-sum) is = -6.99999998 E-32
**************************
The constant M(17,11) has to be equal to the sum of: 
M(85,11) = 0.069599274412359545163543821246400000000
M(85,28) = -0.0184316992552824888157680499001000000000
M(85,62) = -0.0231585643363533526462322231078000000000
M(85,79) = -0.0137806154179307906174412578354000000000
Their sum is = 0.0142283954027929130841022904031000000001
The constant M(17,11) is = 0.0142283954027929130841022904031000000000
The difference (constant-sum) is = 1.377532442 E-40
**************************
The constant M(17,12) has to be equal to the sum of: 
M(85,12) = -0.0169910871962343365188539211205000000000
M(85,29) = 0.0113367341506406829465744111854000000000
M(85,46) = -0.0186914607202372852746740176121000000000
M(85,63) = -0.0248610376558596805634866642620000000000
Their sum is = -0.0492068514216906194104401918092000000000
The constant M(17,12) is = -0.0492068514216906194104401918092000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(17,13) has to be equal to the sum of: 
M(85,13) = 0.0541287339755799876728292401380000000000
M(85,47) = -0.0056476127311341951438636597488600000000
M(85,64) = -0.0225848972240402400477101201491000000000
M(85,81) = -0.0243182508817417139783905479237000000000
Their sum is = 0.00157797313866383850286491231634000000012
The constant M(17,13) is = 0.00157797313866383850286491231645000000000
The difference (constant-sum) is = -1.0999999987379934973 E-31
**************************
The constant M(17,14) has to be equal to the sum of: 
M(85,14) = -0.0241496295790917137885660577698000000000
M(85,31) = 0.0047104730495327551215087252765800000000
M(85,48) = -0.0268923455440187975314777684915000000000
M(85,82) = -0.0195323793124479818469863541587000000000
Their sum is = -0.065863881386025738045521455143419999999
The constant M(17,14) is = -0.065863881386025738045521455143500000000
The difference (constant-sum) is = 8.00000004 E-32
**************************
The constant M(17,15) has to be equal to the sum of: 
M(85,32) = -0.0261829166475894230888321618965000000000
M(85,49) = -0.0265667707526676728490316505205000000000
M(85,66) = -0.0206467649269030306305569665946000000000
M(85,83) = -0.0157208078952101060142806743551000000000
Their sum is = -0.089117260222370232582701453366700000000
The constant M(17,15) is = -0.089117260222370232582701453366700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,16) has to be equal to the sum of: 
M(85,16) = -0.0170397317939136625499873084345000000000
M(85,33) = -0.0263323544158158571440489347231000000000
M(85,67) = -0.0129365865236238262160506457618000000000
M(85,84) = -0.0279376036379730854319840032580000000000
Their sum is = -0.084246276371326431342070892177399999999
The constant M(17,16) is = -0.084246276371326431342070892177400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(86,1) = -0.0359533723362556276062164949105000000000
M(86,3) = 0.305569245174297652710886039371999999999
M(86,5) = 0.164987404182654116005757560808000000000
M(86,7) = 0.104085656062743021192366182858000000000
M(86,9) = -0.0356083723452804998428713336872000000000
M(86,11) = 0.0608793716766109624364648124624000000000
M(86,13) = 0.0387247155320639755490019139292000000000
M(86,15) = -0.0331191132096920277325253729895000000001
M(86,17) = 0.0252676172329819453428818803728000000000
M(86,19) = 0.0191355879997891374592882400391000000000
M(86,21) = -0.0282990872434047790337433006623000000000
M(86,23) = 0.0144157947765148094006460601025000000000
M(86,25) = -0.0345195948490179812398883225562000000000
M(86,27) = -0.0291089489187142240104317347868000000000
M(86,29) = -0.0064169241765247459649534282692000000000
M(86,31) = -0.0070699874391535859272407502308000000000
M(86,33) = -0.0416807335522613855884777541615000000000
M(86,35) = -0.0387912596643593849300490685979000000000
M(86,37) = -0.0144269979603108090531390873500000000000
M(86,39) = -0.0361387486479112592134623103047000000000
M(86,41) = -0.0124042302881890154466957776248000000000
M(86,45) = -0.0319788452797725956597341317920000000000
M(86,47) = -0.0222303530153657646034747346528000000000
M(86,49) = -0.0392453930148300932315535818149000000000
M(86,51) = -0.0302500339909533928553550339036000000000
M(86,53) = -0.0121068437963032918255024137735000000000
M(86,55) = -0.0349599972308173249235433966611000000000
M(86,57) = -0.0361840894789848030630849007160000000000
M(86,59) = -0.0233974499911970195125773453045000000000
M(86,61) = -0.0212755627835174443413461659806000000000
M(86,63) = -0.0364251919568607349378789817277000000000
M(86,65) = -0.0357309688534738183225373664237000000000
M(86,67) = -0.0270457351816010531189115687293000000000
M(86,69) = -0.0383326729040943246981905334426000000000
M(86,71) = -0.0204019138374129868461341594372000000000
M(86,73) = -0.0255882038491083941917453378558000000000
M(86,75) = -0.0407372977732455396631047524670000000000
M(86,77) = -0.0338612293724717668506269509904000000000
M(86,79) = -0.0235804244211501425234129225857000000000
M(86,81) = -0.0381269990645036671264589270192000000000
M(86,83) = -0.0318045888541945592411841242883999999999
M(86,85) = -0.0380228284625671653088370414517000000000
And of the summand: 1/43
Their sum is = -0.238502787152357216244573161391146511618
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 1.576293307 E-31
**************************
The constant M(43,1) has to be equal to the sum of: 
M(86,1) = -0.0359533723362556276062164949105000000000
Their sum is = -0.0359533723362556276062164949105000000000
The constant M(43,1) is = -0.0359533723362556276062164949105000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,2) has to be equal to the sum of: 
M(86,45) = -0.0319788452797725956597341317920000000000
And of the summand: 1/2
Their sum is = 0.468021154720227404340265868208000000000
The constant M(43,2) is = 0.468021154720227404340265868208000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(43,3) has to be equal to the sum of: 
M(86,3) = 0.305569245174297652710886039371999999999
Their sum is = 0.305569245174297652710886039371999999999
The constant M(43,3) is = 0.305569245174297652710886039371999999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(43,4) has to be equal to the sum of: 
M(86,47) = -0.0222303530153657646034747346528000000000
Their sum is = -0.0222303530153657646034747346528000000000
The constant M(43,4) is = -0.0222303530153657646034747346528000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,5) has to be equal to the sum of: 
M(86,5) = 0.164987404182654116005757560808000000000
Their sum is = 0.164987404182654116005757560808000000000
The constant M(43,5) is = 0.164987404182654116005757560808000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(43,6) has to be equal to the sum of: 
M(86,49) = -0.0392453930148300932315535818149000000000
Their sum is = -0.0392453930148300932315535818149000000000
The constant M(43,6) is = -0.0392453930148300932315535818149000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,7) has to be equal to the sum of: 
M(86,7) = 0.104085656062743021192366182858000000000
Their sum is = 0.104085656062743021192366182858000000000
The constant M(43,7) is = 0.104085656062743021192366182858000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(43,8) has to be equal to the sum of: 
M(86,51) = -0.0302500339909533928553550339036000000000
Their sum is = -0.0302500339909533928553550339036000000000
The constant M(43,8) is = -0.0302500339909533928553550339036000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,9) has to be equal to the sum of: 
M(86,9) = -0.0356083723452804998428713336872000000000
Their sum is = -0.0356083723452804998428713336872000000000
The constant M(43,9) is = -0.0356083723452804998428713336872000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,10) has to be equal to the sum of: 
M(86,53) = -0.0121068437963032918255024137735000000000
Their sum is = -0.0121068437963032918255024137735000000000
The constant M(43,10) is = -0.0121068437963032918255024137735000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,11) has to be equal to the sum of: 
M(86,11) = 0.0608793716766109624364648124624000000000
Their sum is = 0.0608793716766109624364648124624000000000
The constant M(43,11) is = 0.0608793716766109624364648124624000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,12) has to be equal to the sum of: 
M(86,55) = -0.0349599972308173249235433966611000000000
Their sum is = -0.0349599972308173249235433966611000000000
The constant M(43,12) is = -0.0349599972308173249235433966611000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,13) has to be equal to the sum of: 
M(86,13) = 0.0387247155320639755490019139292000000000
Their sum is = 0.0387247155320639755490019139292000000000
The constant M(43,13) is = 0.0387247155320639755490019139292000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,14) has to be equal to the sum of: 
M(86,57) = -0.0361840894789848030630849007160000000000
Their sum is = -0.0361840894789848030630849007160000000000
The constant M(43,14) is = -0.0361840894789848030630849007160000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,15) has to be equal to the sum of: 
M(86,15) = -0.0331191132096920277325253729895000000001
Their sum is = -0.0331191132096920277325253729895000000001
The constant M(43,15) is = -0.0331191132096920277325253729895000000001
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,16) has to be equal to the sum of: 
M(86,59) = -0.0233974499911970195125773453045000000000
Their sum is = -0.0233974499911970195125773453045000000000
The constant M(43,16) is = -0.0233974499911970195125773453045000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,17) has to be equal to the sum of: 
M(86,17) = 0.0252676172329819453428818803728000000000
Their sum is = 0.0252676172329819453428818803728000000000
The constant M(43,17) is = 0.0252676172329819453428818803728000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,18) has to be equal to the sum of: 
M(86,61) = -0.0212755627835174443413461659806000000000
Their sum is = -0.0212755627835174443413461659806000000000
The constant M(43,18) is = -0.0212755627835174443413461659806000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,19) has to be equal to the sum of: 
M(86,19) = 0.0191355879997891374592882400391000000000
Their sum is = 0.0191355879997891374592882400391000000000
The constant M(43,19) is = 0.0191355879997891374592882400391000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,20) has to be equal to the sum of: 
M(86,63) = -0.0364251919568607349378789817277000000000
Their sum is = -0.0364251919568607349378789817277000000000
The constant M(43,20) is = -0.0364251919568607349378789817277000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,21) has to be equal to the sum of: 
M(86,21) = -0.0282990872434047790337433006623000000000
Their sum is = -0.0282990872434047790337433006623000000000
The constant M(43,21) is = -0.0282990872434047790337433006623000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,22) has to be equal to the sum of: 
M(86,65) = -0.0357309688534738183225373664237000000000
Their sum is = -0.0357309688534738183225373664237000000000
The constant M(43,22) is = -0.0357309688534738183225373664237000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,23) has to be equal to the sum of: 
M(86,23) = 0.0144157947765148094006460601025000000000
Their sum is = 0.0144157947765148094006460601025000000000
The constant M(43,23) is = 0.0144157947765148094006460601025000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,24) has to be equal to the sum of: 
M(86,67) = -0.0270457351816010531189115687293000000000
Their sum is = -0.0270457351816010531189115687293000000000
The constant M(43,24) is = -0.0270457351816010531189115687293000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,25) has to be equal to the sum of: 
M(86,25) = -0.0345195948490179812398883225562000000000
Their sum is = -0.0345195948490179812398883225562000000000
The constant M(43,25) is = -0.0345195948490179812398883225562000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,26) has to be equal to the sum of: 
M(86,69) = -0.0383326729040943246981905334426000000000
Their sum is = -0.0383326729040943246981905334426000000000
The constant M(43,26) is = -0.0383326729040943246981905334426000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,27) has to be equal to the sum of: 
M(86,27) = -0.0291089489187142240104317347868000000000
Their sum is = -0.0291089489187142240104317347868000000000
The constant M(43,27) is = -0.0291089489187142240104317347868000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,28) has to be equal to the sum of: 
M(86,71) = -0.0204019138374129868461341594372000000000
Their sum is = -0.0204019138374129868461341594372000000000
The constant M(43,28) is = -0.0204019138374129868461341594372000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,29) has to be equal to the sum of: 
M(86,29) = -0.0064169241765247459649534282692000000000
Their sum is = -0.0064169241765247459649534282692000000000
The constant M(43,29) is = -0.0064169241765247459649534282692000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,30) has to be equal to the sum of: 
M(86,73) = -0.0255882038491083941917453378558000000000
Their sum is = -0.0255882038491083941917453378558000000000
The constant M(43,30) is = -0.0255882038491083941917453378558000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,31) has to be equal to the sum of: 
M(86,31) = -0.0070699874391535859272407502308000000000
Their sum is = -0.0070699874391535859272407502308000000000
The constant M(43,31) is = -0.0070699874391535859272407502308000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,32) has to be equal to the sum of: 
M(86,75) = -0.0407372977732455396631047524670000000000
Their sum is = -0.0407372977732455396631047524670000000000
The constant M(43,32) is = -0.0407372977732455396631047524670000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,33) has to be equal to the sum of: 
M(86,33) = -0.0416807335522613855884777541615000000000
Their sum is = -0.0416807335522613855884777541615000000000
The constant M(43,33) is = -0.0416807335522613855884777541615000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,34) has to be equal to the sum of: 
M(86,77) = -0.0338612293724717668506269509904000000000
Their sum is = -0.0338612293724717668506269509904000000000
The constant M(43,34) is = -0.0338612293724717668506269509904000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,35) has to be equal to the sum of: 
M(86,35) = -0.0387912596643593849300490685979000000000
Their sum is = -0.0387912596643593849300490685979000000000
The constant M(43,35) is = -0.0387912596643593849300490685979000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,36) has to be equal to the sum of: 
M(86,79) = -0.0235804244211501425234129225857000000000
Their sum is = -0.0235804244211501425234129225857000000000
The constant M(43,36) is = -0.0235804244211501425234129225857000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,37) has to be equal to the sum of: 
M(86,37) = -0.0144269979603108090531390873500000000000
Their sum is = -0.0144269979603108090531390873500000000000
The constant M(43,37) is = -0.0144269979603108090531390873500000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,38) has to be equal to the sum of: 
M(86,81) = -0.0381269990645036671264589270192000000000
Their sum is = -0.0381269990645036671264589270192000000000
The constant M(43,38) is = -0.0381269990645036671264589270192000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,39) has to be equal to the sum of: 
M(86,39) = -0.0361387486479112592134623103047000000000
Their sum is = -0.0361387486479112592134623103047000000000
The constant M(43,39) is = -0.0361387486479112592134623103047000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,40) has to be equal to the sum of: 
M(86,83) = -0.0318045888541945592411841242883999999999
Their sum is = -0.0318045888541945592411841242883999999999
The constant M(43,40) is = -0.0318045888541945592411841242883999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,41) has to be equal to the sum of: 
M(86,41) = -0.0124042302881890154466957776248000000000
Their sum is = -0.0124042302881890154466957776248000000000
The constant M(43,41) is = -0.0124042302881890154466957776248000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,42) has to be equal to the sum of: 
M(86,85) = -0.0380228284625671653088370414517000000000
Their sum is = -0.0380228284625671653088370414517000000000
The constant M(43,42) is = -0.0380228284625671653088370414517000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(3,1) has to be equal to the sum of: 
M(87,1) = -0.0303679426524508962157640220662000000000
M(87,4) = -0.0295606570933308444741377488576000000000
M(87,7) = 0.115275379350174697093253064511000000000
M(87,10) = -0.0180832736057375039800026657834000000000
M(87,13) = 0.0450097702019831674868576123421000000000
M(87,16) = -0.0212059072314475662284173175167000000000
M(87,19) = 0.0284529416027102194022733601915000000000
M(87,22) = -0.0184090140035485159563033285730000000000
M(87,25) = -0.0257279413623683780134593621093000000000
M(87,28) = -0.0322397306385325581123154342164000000000
M(87,31) = 0.00150442439578008233646645128453000000000
M(87,34) = -0.0326819644892176112791526879262000000001
M(87,37) = 0.000347405554166418266836325821192000000000
M(87,40) = -0.0243952493359366627819058178677000000000
M(87,43) = -0.0095239470333214679596870580149300000000
M(87,46) = -0.0309478138503657829473861437408000000000
M(87,49) = -0.0245547862747059545894661894312000000000
M(87,52) = -0.0203893993649246650399786857007000000000
M(87,55) = -0.0275618380017769446930265246514000000000
M(87,61) = -0.0140098445601248049911163861416000000000
M(87,64) = -0.0246428819262423085235108537775000000000
M(87,67) = -0.0154566222628056837542434606558000000000
M(87,70) = -0.0242623978952645604552526508258000000000
M(87,73) = -0.0170519914331872668576731978506000000000
M(87,76) = -0.0239947953981037026103667958371000000000
M(87,79) = -0.0185466983681681041339826823637000000000
M(87,82) = -0.0337541873286846282950247272271000000000
M(87,85) = -0.0301115165040113018131626402169000000000
Their sum is = -0.356890479509443129119649567201307999994
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -3.079999941 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(87,2) = 0.481028406333767793364647451359000000000
M(87,5) = 0.176930352948700935093309169758000000000
M(87,8) = -0.0282605691686556409133589544262000000000
M(87,11) = 0.0598514180930026717546289083273000000000
M(87,14) = -0.0201163046311088524517189309562000000000
M(87,17) = 0.0312412905055910659109267529445000000000
M(87,20) = -0.0207310488193509127056302880530000000000
M(87,23) = 0.0144578330709010894546506772209000000000
M(87,26) = -0.0225097198608956596905314407502000000000
M(87,32) = -0.0271550765191713123665711030670000000000
M(87,35) = -0.0303728261443941633354889944390000000000
M(87,38) = -0.0324227315852518127059049945551000000001
M(87,41) = -0.00386735810035107285544890659134000000000
M(87,44) = -0.0227211220510257601816461376996000000000
M(87,47) = -0.0091827392987307508985329146310100000000
M(87,50) = -0.0239411258893777361988964792003000000000
M(87,53) = -0.0081015455945014494477616254647699999999
M(87,56) = -0.0265198984646262686688383213115000000000
M(87,59) = -0.0113677072645070444050442215292000000000
M(87,62) = -0.0263175436374392164356859479610000000000
M(87,65) = -0.0274592451417737602401946063001000000000
M(87,68) = -0.0312900573981413846348044344575000000000
M(87,71) = -0.0157450974157342338267408781220000000000
M(87,74) = -0.0298546695950186824145877193249000000000
M(87,77) = -0.0278914153564831959512586980373000000000
M(87,80) = -0.0272778693175179335077032368572000000000
M(87,83) = -0.0157113413669567324053349809177000000000
M(87,86) = -0.0241206879278870549671498655853000000000
And of the summand: 1/29
Their sum is = 0.285054359023752579541743072475728275886
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -1.271724114 E-30
**************************
The constant M(29,1) has to be equal to the sum of: 
M(87,1) = -0.0303679426524508962157640220662000000000
M(87,59) = -0.0113677072645070444050442215292000000000
Their sum is = -0.0417356499169579406208082435953999999998
The constant M(29,1) is = -0.0417356499169579406208082435954000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(29,2) has to be equal to the sum of: 
M(87,2) = 0.481028406333767793364647451359000000000
M(87,31) = 0.00150442439578008233646645128453000000000
Their sum is = 0.482532830729547875701113902643530000000
The constant M(29,2) is = 0.482532830729547875701113902644000000000
The difference (constant-sum) is = -4.700000002 E-31
**************************
The constant M(29,3) has to be equal to the sum of: 
M(87,32) = -0.0271550765191713123665711030670000000000
M(87,61) = -0.0140098445601248049911163861416000000000
And of the summand: 1/3
Their sum is = 0.292168412254037215975645844124733333334
The constant M(29,3) is = 0.292168412254037215975645844125000000001
The difference (constant-sum) is = -2.666666666 E-31
**************************
The constant M(29,4) has to be equal to the sum of: 
M(87,4) = -0.0295606570933308444741377488576000000000
M(87,62) = -0.0263175436374392164356859479610000000000
Their sum is = -0.0558782007307700609098236968186000000000
The constant M(29,4) is = -0.0558782007307700609098236968187000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(29,5) has to be equal to the sum of: 
M(87,5) = 0.176930352948700935093309169758000000000
M(87,34) = -0.0326819644892176112791526879262000000001
Their sum is = 0.144248388459483323814156481831800000000
The constant M(29,5) is = 0.144248388459483323814156481831999999999
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(29,6) has to be equal to the sum of: 
M(87,35) = -0.0303728261443941633354889944390000000000
M(87,64) = -0.0246428819262423085235108537775000000000
Their sum is = -0.0550157080706364718589998482164999999998
The constant M(29,6) is = -0.0550157080706364718589998482165000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(29,7) has to be equal to the sum of: 
M(87,7) = 0.115275379350174697093253064511000000000
M(87,65) = -0.0274592451417737602401946063001000000000
Their sum is = 0.087816134208400936853058458210900000000
The constant M(29,7) is = 0.087816134208400936853058458210900000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(29,8) has to be equal to the sum of: 
M(87,8) = -0.0282605691686556409133589544262000000000
M(87,37) = 0.000347405554166418266836325821192000000000
Their sum is = -0.0279131636144892226465226286050080000001
The constant M(29,8) is = -0.0279131636144892226465226286050000000000
The difference (constant-sum) is = -8.00000010 E-33
**************************
The constant M(29,9) has to be equal to the sum of: 
M(87,38) = -0.0324227315852518127059049945551000000001
M(87,67) = -0.0154566222628056837542434606558000000000
Their sum is = -0.0478793538480574964601484552109000000000
The constant M(29,9) is = -0.0478793538480574964601484552109000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,10) has to be equal to the sum of: 
M(87,10) = -0.0180832736057375039800026657834000000000
M(87,68) = -0.0312900573981413846348044344575000000000
Their sum is = -0.0493733310038788886148071002409000000000
The constant M(29,10) is = -0.0493733310038788886148071002409000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,11) has to be equal to the sum of: 
M(87,11) = 0.0598514180930026717546289083273000000000
M(87,40) = -0.0243952493359366627819058178677000000000
Their sum is = 0.0354561687570660089727230904596000000002
The constant M(29,11) is = 0.0354561687570660089727230904596000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(29,12) has to be equal to the sum of: 
M(87,41) = -0.00386735810035107285544890659134000000000
M(87,70) = -0.0242623978952645604552526508258000000000
Their sum is = -0.0281297559956156333107015574171400000000
The constant M(29,12) is = -0.0281297559956156333107015574171000000000
The difference (constant-sum) is = -3.999999994 E-32
**************************
The constant M(29,13) has to be equal to the sum of: 
M(87,13) = 0.0450097702019831674868576123421000000000
M(87,71) = -0.0157450974157342338267408781220000000000
Their sum is = 0.0292646727862489336601167342200999999999
The constant M(29,13) is = 0.0292646727862489336601167342201000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(29,14) has to be equal to the sum of: 
M(87,14) = -0.0201163046311088524517189309562000000000
M(87,43) = -0.0095239470333214679596870580149300000000
Their sum is = -0.0296402516644303204114059889711299999999
The constant M(29,14) is = -0.0296402516644303204114059889711000000000
The difference (constant-sum) is = -2.999999998 E-32
**************************
The constant M(29,15) has to be equal to the sum of: 
M(87,44) = -0.0227211220510257601816461376996000000000
M(87,73) = -0.0170519914331872668576731978506000000000
Their sum is = -0.0397731134842130270393193355501999999998
The constant M(29,15) is = -0.0397731134842130270393193355502000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(29,16) has to be equal to the sum of: 
M(87,16) = -0.0212059072314475662284173175167000000000
M(87,74) = -0.0298546695950186824145877193249000000000
Their sum is = -0.0510605768264662486430050368416000000000
The constant M(29,16) is = -0.0510605768264662486430050368416000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,17) has to be equal to the sum of: 
M(87,17) = 0.0312412905055910659109267529445000000000
M(87,46) = -0.0309478138503657829473861437408000000000
Their sum is = 0.000293476655225282963540609203699999999995
The constant M(29,17) is = 0.000293476655225282963540609203749000000000
The difference (constant-sum) is = -4.900000000538096216 E-32
**************************
The constant M(29,18) has to be equal to the sum of: 
M(87,47) = -0.0091827392987307508985329146310100000000
M(87,76) = -0.0239947953981037026103667958371000000000
Their sum is = -0.0331775346968344535088997104681099999999
The constant M(29,18) is = -0.0331775346968344535088997104681000000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(29,19) has to be equal to the sum of: 
M(87,19) = 0.0284529416027102194022733601915000000000
M(87,77) = -0.0278914153564831959512586980373000000000
Their sum is = 0.00056152624622702345101466215419999999993
The constant M(29,19) is = 0.00056152624622702345101466215429400000000
The difference (constant-sum) is = -9.400000006502569362 E-32
**************************
The constant M(29,20) has to be equal to the sum of: 
M(87,20) = -0.0207310488193509127056302880530000000000
M(87,49) = -0.0245547862747059545894661894312000000000
Their sum is = -0.0452858350940568672950964774842000000000
The constant M(29,20) is = -0.0452858350940568672950964774843000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(29,21) has to be equal to the sum of: 
M(87,50) = -0.0239411258893777361988964792003000000000
M(87,79) = -0.0185466983681681041339826823637000000000
Their sum is = -0.0424878242575458403328791615639999999998
The constant M(29,21) is = -0.0424878242575458403328791615640000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(29,22) has to be equal to the sum of: 
M(87,22) = -0.0184090140035485159563033285730000000000
M(87,80) = -0.0272778693175179335077032368572000000000
Their sum is = -0.0456868833210664494640065654302000000000
The constant M(29,22) is = -0.0456868833210664494640065654302000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,23) has to be equal to the sum of: 
M(87,23) = 0.0144578330709010894546506772209000000000
M(87,52) = -0.0203893993649246650399786857007000000000
Their sum is = -0.0059315662940235755853280084798000000000
The constant M(29,23) is = -0.0059315662940235755853280084798500000000
The difference (constant-sum) is = 5.00000000 E-32
**************************
The constant M(29,24) has to be equal to the sum of: 
M(87,53) = -0.0081015455945014494477616254647699999999
M(87,82) = -0.0337541873286846282950247272271000000000
Their sum is = -0.0418557329231860777427863526918700000000
The constant M(29,24) is = -0.0418557329231860777427863526919000000000
The difference (constant-sum) is = 2.999999998 E-32
**************************
The constant M(29,25) has to be equal to the sum of: 
M(87,25) = -0.0257279413623683780134593621093000000000
M(87,83) = -0.0157113413669567324053349809177000000000
Their sum is = -0.0414392827293251104187943430269999999998
The constant M(29,25) is = -0.0414392827293251104187943430269000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(29,26) has to be equal to the sum of: 
M(87,26) = -0.0225097198608956596905314407502000000000
M(87,55) = -0.0275618380017769446930265246514000000000
Their sum is = -0.0500715578626726043835579654015999999998
The constant M(29,26) is = -0.0500715578626726043835579654016000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(29,27) has to be equal to the sum of: 
M(87,56) = -0.0265198984646262686688383213115000000000
M(87,85) = -0.0301115165040113018131626402169000000000
Their sum is = -0.0566314149686375704820009615284000000000
The constant M(29,27) is = -0.0566314149686375704820009615283000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(29,28) has to be equal to the sum of: 
M(87,28) = -0.0322397306385325581123154342164000000000
M(87,86) = -0.0241206879278870549671498655853000000000
Their sum is = -0.0563604185664196130794652998016999999998
The constant M(29,28) is = -0.0563604185664196130794652998017000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(88,1) = -0.0329783555689014526275975533175000000000
M(88,3) = 0.296109710757286096784652609420000000001
M(88,5) = 0.163793767629701973764784644151000000000
M(88,7) = 0.102448080652251130008743807456000000000
M(88,9) = -0.0359045156885387292259135852617000000000
M(88,13) = 0.0440790194207947510113321380480000000000
M(88,15) = -0.0278918724644011650901579253727000000000
M(88,17) = 0.0227103797445165285310273997516000000000
M(88,19) = 0.0197205613764744163159339750315000000000
M(88,21) = -0.0304692435070513055701197143454000000000
M(88,23) = 0.0042053543912370003038803032818600000000
M(88,25) = -0.0391993441997653614073456878123000000000
M(88,27) = -0.0407102989834393017218399328806000000000
M(88,29) = -0.0055923180953082910219229714654700000000
M(88,31) = -0.0101268217420455122356407969380000000000
M(88,35) = -0.0391440502586966197642623521577000000000
M(88,37) = -0.0150463254169997728663502265978000000000
M(88,39) = -0.0368333948634748142623207692056000000000
M(88,41) = -0.0208695832003449874844068452422000000000
M(88,43) = -0.0110561393259926174670013709917000000000
M(88,45) = -0.0434636018344566926639263981682000000000
M(88,47) = -0.0148895145915967326908662276584000000000
M(88,49) = -0.0335537522089308331763789855120000000001
M(88,51) = -0.0335941101084126602300027437317000000000
M(88,53) = -0.0195942426473414713761224244865000000000
M(88,57) = -0.0373897482464367832363221132034000000000
M(88,59) = -0.0283340674179398247731137000414000000000
M(88,61) = -0.0212545904824737069944170953280000000000
M(88,63) = -0.0333185108264976310950762542602000000000
M(88,65) = -0.0399557098089080694143099985388000000000
M(88,67) = -0.0249008898785103296909448688926000000000
M(88,69) = -0.0362441925932977623793234962187000000000
M(88,71) = -0.0315226707480096246391203591111000000000
M(88,73) = -0.0285789997036972739389269749093000000000
M(88,75) = -0.0359364199109368284253964389907000000000
M(88,79) = -0.0260830194527945808914487584456000000000
M(88,81) = -0.0406981112410826631435562816961000000000
M(88,83) = -0.0307400364899101103801395875340000000000
M(88,85) = -0.0365325885776532954341489713331000000000
M(88,87) = -0.0400717119498632167374157197924000000000
And of the summand: 1/11
Their sum is = -0.238502787152357216244573161391819090898
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -5.149499498 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(88,1) = -0.0329783555689014526275975533175000000000
M(88,5) = 0.163793767629701973764784644151000000000
M(88,9) = -0.0359045156885387292259135852617000000000
M(88,13) = 0.0440790194207947510113321380480000000000
M(88,17) = 0.0227103797445165285310273997516000000000
M(88,21) = -0.0304692435070513055701197143454000000000
M(88,25) = -0.0391993441997653614073456878123000000000
M(88,29) = -0.0055923180953082910219229714654700000000
M(88,37) = -0.0150463254169997728663502265978000000000
M(88,41) = -0.0208695832003449874844068452422000000000
M(88,45) = -0.0434636018344566926639263981682000000000
M(88,49) = -0.0335537522089308331763789855120000000001
M(88,53) = -0.0195942426473414713761224244865000000000
M(88,57) = -0.0373897482464367832363221132034000000000
M(88,61) = -0.0212545904824737069944170953280000000000
M(88,65) = -0.0399557098089080694143099985388000000000
M(88,69) = -0.0362441925932977623793234962187000000000
M(88,73) = -0.0285789997036972739389269749093000000000
M(88,81) = -0.0406981112410826631435562816961000000000
M(88,85) = -0.0365325885776532954341489713331000000000
Their sum is = -0.286742056226175198653945141485869999997
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = 1.300000038 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(88,3) = 0.296109710757286096784652609420000000001
M(88,7) = 0.102448080652251130008743807456000000000
M(88,15) = -0.0278918724644011650901579253727000000000
M(88,19) = 0.0197205613764744163159339750315000000000
M(88,23) = 0.0042053543912370003038803032818600000000
M(88,27) = -0.0407102989834393017218399328806000000000
M(88,31) = -0.0101268217420455122356407969380000000000
M(88,35) = -0.0391440502586966197642623521577000000000
M(88,39) = -0.0368333948634748142623207692056000000000
M(88,43) = -0.0110561393259926174670013709917000000000
M(88,47) = -0.0148895145915967326908662276584000000000
M(88,51) = -0.0335941101084126602300027437317000000000
M(88,59) = -0.0283340674179398247731137000414000000000
M(88,63) = -0.0333185108264976310950762542602000000000
M(88,67) = -0.0249008898785103296909448688926000000000
M(88,71) = -0.0315226707480096246391203591111000000000
M(88,75) = -0.0359364199109368284253964389907000000000
M(88,79) = -0.0260830194527945808914487584456000000000
M(88,83) = -0.0307400364899101103801395875340000000000
M(88,87) = -0.0400717119498632167374157197924000000000
And of the summand: 1/11
Their sum is = 0.0482392690738179824093719800940509090956
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = -8.490909044212403505 E-31
**************************
The constant M(8,1) has to be equal to the sum of: 
M(88,1) = -0.0329783555689014526275975533175000000000
M(88,9) = -0.0359045156885387292259135852617000000000
M(88,17) = 0.0227103797445165285310273997516000000000
M(88,25) = -0.0391993441997653614073456878123000000000
M(88,41) = -0.0208695832003449874844068452422000000000
M(88,49) = -0.0335537522089308331763789855120000000001
M(88,57) = -0.0373897482464367832363221132034000000000
M(88,65) = -0.0399557098089080694143099985388000000000
M(88,73) = -0.0285789997036972739389269749093000000000
M(88,81) = -0.0406981112410826631435562816961000000000
Their sum is = -0.286417740122089625123730625741699999998
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 3.000000012 E-31
**************************
The constant M(8,3) has to be equal to the sum of: 
M(88,3) = 0.296109710757286096784652609420000000001
M(88,19) = 0.0197205613764744163159339750315000000000
M(88,27) = -0.0407102989834393017218399328806000000000
M(88,35) = -0.0391440502586966197642623521577000000000
M(88,43) = -0.0110561393259926174670013709917000000000
M(88,51) = -0.0335941101084126602300027437317000000000
M(88,59) = -0.0283340674179398247731137000414000000000
M(88,67) = -0.0249008898785103296909448688926000000000
M(88,75) = -0.0359364199109368284253964389907000000000
M(88,83) = -0.0307400364899101103801395875340000000000
And of the summand: 1/11
Their sum is = 0.162323350669013129738794680140190909094
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = -8.09090906 E-31
**************************
The constant M(8,5) has to be equal to the sum of: 
M(88,5) = 0.163793767629701973764784644151000000000
M(88,13) = 0.0440790194207947510113321380480000000000
M(88,21) = -0.0304692435070513055701197143454000000000
M(88,29) = -0.0055923180953082910219229714654700000000
M(88,37) = -0.0150463254169997728663502265978000000000
M(88,45) = -0.0434636018344566926639263981682000000000
M(88,53) = -0.0195942426473414713761224244865000000000
M(88,61) = -0.0212545904824737069944170953280000000000
M(88,69) = -0.0362441925932977623793234962187000000000
M(88,85) = -0.0365325885776532954341489713331000000000
Their sum is = -0.000324316104085573530214515744169999999014
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = 3.990000009855402216 E-31
**************************
The constant M(8,7) has to be equal to the sum of: 
M(88,7) = 0.102448080652251130008743807456000000000
M(88,15) = -0.0278918724644011650901579253727000000000
M(88,23) = 0.0042053543912370003038803032818600000000
M(88,31) = -0.0101268217420455122356407969380000000000
M(88,39) = -0.0368333948634748142623207692056000000000
M(88,47) = -0.0148895145915967326908662276584000000000
M(88,63) = -0.0333185108264976310950762542602000000000
M(88,71) = -0.0315226707480096246391203591111000000000
M(88,79) = -0.0260830194527945808914487584456000000000
M(88,87) = -0.0400717119498632167374157197924000000000
Their sum is = -0.114084081595195147329422700046139999999
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = -1.399999993 E-31
**************************
The constant M(11,1) has to be equal to the sum of: 
M(88,1) = -0.0329783555689014526275975533175000000000
M(88,23) = 0.0042053543912370003038803032818600000000
M(88,45) = -0.0434636018344566926639263981682000000000
M(88,67) = -0.0249008898785103296909448688926000000000
Their sum is = -0.097137492890631474678588517096440000000
The constant M(11,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = -3.999999985 E-32
**************************
The constant M(11,2) has to be equal to the sum of: 
M(88,13) = 0.0440790194207947510113321380480000000000
M(88,35) = -0.0391440502586966197642623521577000000000
M(88,57) = -0.0373897482464367832363221132034000000000
M(88,79) = -0.0260830194527945808914487584456000000000
And of the summand: 1/2
Their sum is = 0.441462201462866767119298914241300000000
The constant M(11,2) is = 0.441462201462866767119298914241000000000
The difference (constant-sum) is = 2.999999998 E-31
**************************
The constant M(11,3) has to be equal to the sum of: 
M(88,3) = 0.296109710757286096784652609420000000001
M(88,25) = -0.0391993441997653614073456878123000000000
M(88,47) = -0.0148895145915967326908662276584000000000
M(88,69) = -0.0362441925932977623793234962187000000000
Their sum is = 0.205776659372626240307117197730600000001
The constant M(11,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(11,4) has to be equal to the sum of: 
M(88,15) = -0.0278918724644011650901579253727000000000
M(88,37) = -0.0150463254169997728663502265978000000000
M(88,59) = -0.0283340674179398247731137000414000000000
M(88,81) = -0.0406981112410826631435562816961000000000
Their sum is = -0.111970376540423425873178133707999999999
The constant M(11,4) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(11,5) has to be equal to the sum of: 
M(88,5) = 0.163793767629701973764784644151000000000
M(88,27) = -0.0407102989834393017218399328806000000000
M(88,49) = -0.0335537522089308331763789855120000000001
M(88,71) = -0.0315226707480096246391203591111000000000
Their sum is = 0.0580070456893222142274453666473000000006
The constant M(11,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(11,6) has to be equal to the sum of: 
M(88,17) = 0.0227103797445165285310273997516000000000
M(88,39) = -0.0368333948634748142623207692056000000000
M(88,61) = -0.0212545904824737069944170953280000000000
M(88,83) = -0.0307400364899101103801395875340000000000
Their sum is = -0.066117642091342103105850052315999999999
The constant M(11,6) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(11,7) has to be equal to the sum of: 
M(88,7) = 0.102448080652251130008743807456000000000
M(88,29) = -0.0055923180953082910219229714654700000000
M(88,51) = -0.0335941101084126602300027437317000000000
M(88,73) = -0.0285789997036972739389269749093000000000
Their sum is = 0.0346826527448329048178911173495300000006
The constant M(11,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = -2.699999994 E-31
**************************
The constant M(11,8) has to be equal to the sum of: 
M(88,19) = 0.0197205613764744163159339750315000000000
M(88,41) = -0.0208695832003449874844068452422000000000
M(88,63) = -0.0333185108264976310950762542602000000000
M(88,85) = -0.0365325885776532954341489713331000000000
Their sum is = -0.071000121228021497697698095804000000000
The constant M(11,8) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,9) has to be equal to the sum of: 
M(88,9) = -0.0359045156885387292259135852617000000000
M(88,31) = -0.0101268217420455122356407969380000000000
M(88,53) = -0.0195942426473414713761224244865000000000
M(88,75) = -0.0359364199109368284253964389907000000000
Their sum is = -0.101561999988862541263073245676900000000
The constant M(11,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(11,10) has to be equal to the sum of: 
M(88,21) = -0.0304692435070513055701197143454000000000
M(88,43) = -0.0110561393259926174670013709917000000000
M(88,65) = -0.0399557098089080694143099985388000000000
M(88,87) = -0.0400717119498632167374157197924000000000
Their sum is = -0.121552804591815209188846803668299999999
The constant M(11,10) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(22,1) has to be equal to the sum of: 
M(88,1) = -0.0329783555689014526275975533175000000000
M(88,23) = 0.0042053543912370003038803032818600000000
M(88,45) = -0.0434636018344566926639263981682000000000
M(88,67) = -0.0249008898785103296909448688926000000000
Their sum is = -0.097137492890631474678588517096440000000
The constant M(22,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = -3.999999985 E-32
**************************
The constant M(22,3) has to be equal to the sum of: 
M(88,3) = 0.296109710757286096784652609420000000001
M(88,25) = -0.0391993441997653614073456878123000000000
M(88,47) = -0.0148895145915967326908662276584000000000
M(88,69) = -0.0362441925932977623793234962187000000000
Their sum is = 0.205776659372626240307117197730600000001
The constant M(22,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(22,5) has to be equal to the sum of: 
M(88,5) = 0.163793767629701973764784644151000000000
M(88,27) = -0.0407102989834393017218399328806000000000
M(88,49) = -0.0335537522089308331763789855120000000001
M(88,71) = -0.0315226707480096246391203591111000000000
Their sum is = 0.0580070456893222142274453666473000000006
The constant M(22,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(22,7) has to be equal to the sum of: 
M(88,7) = 0.102448080652251130008743807456000000000
M(88,29) = -0.0055923180953082910219229714654700000000
M(88,51) = -0.0335941101084126602300027437317000000000
M(88,73) = -0.0285789997036972739389269749093000000000
Their sum is = 0.0346826527448329048178911173495300000006
The constant M(22,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = -2.699999994 E-31
**************************
The constant M(22,9) has to be equal to the sum of: 
M(88,9) = -0.0359045156885387292259135852617000000000
M(88,31) = -0.0101268217420455122356407969380000000000
M(88,53) = -0.0195942426473414713761224244865000000000
M(88,75) = -0.0359364199109368284253964389907000000000
Their sum is = -0.101561999988862541263073245676900000000
The constant M(22,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(22,13) has to be equal to the sum of: 
M(88,13) = 0.0440790194207947510113321380480000000000
M(88,35) = -0.0391440502586966197642623521577000000000
M(88,57) = -0.0373897482464367832363221132034000000000
M(88,79) = -0.0260830194527945808914487584456000000000
Their sum is = -0.0585377985371332328807010857587000000002
The constant M(22,13) is = -0.0585377985371332328807010857587000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(22,15) has to be equal to the sum of: 
M(88,15) = -0.0278918724644011650901579253727000000000
M(88,37) = -0.0150463254169997728663502265978000000000
M(88,59) = -0.0283340674179398247731137000414000000000
M(88,81) = -0.0406981112410826631435562816961000000000
Their sum is = -0.111970376540423425873178133707999999999
The constant M(22,15) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(22,17) has to be equal to the sum of: 
M(88,17) = 0.0227103797445165285310273997516000000000
M(88,39) = -0.0368333948634748142623207692056000000000
M(88,61) = -0.0212545904824737069944170953280000000000
M(88,83) = -0.0307400364899101103801395875340000000000
Their sum is = -0.066117642091342103105850052315999999999
The constant M(22,17) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(22,19) has to be equal to the sum of: 
M(88,19) = 0.0197205613764744163159339750315000000000
M(88,41) = -0.0208695832003449874844068452422000000000
M(88,63) = -0.0333185108264976310950762542602000000000
M(88,85) = -0.0365325885776532954341489713331000000000
Their sum is = -0.071000121228021497697698095804000000000
The constant M(22,19) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(22,21) has to be equal to the sum of: 
M(88,21) = -0.0304692435070513055701197143454000000000
M(88,43) = -0.0110561393259926174670013709917000000000
M(88,65) = -0.0399557098089080694143099985388000000000
M(88,87) = -0.0400717119498632167374157197924000000000
Their sum is = -0.121552804591815209188846803668299999999
The constant M(22,21) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(44,1) has to be equal to the sum of: 
M(88,1) = -0.0329783555689014526275975533175000000000
M(88,45) = -0.0434636018344566926639263981682000000000
Their sum is = -0.076441957403358145291523951485699999999
The constant M(44,1) is = -0.076441957403358145291523951485700000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(44,3) has to be equal to the sum of: 
M(88,3) = 0.296109710757286096784652609420000000001
M(88,47) = -0.0148895145915967326908662276584000000000
Their sum is = 0.281220196165689364093786381761600000001
The constant M(44,3) is = 0.281220196165689364093786381762000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(44,5) has to be equal to the sum of: 
M(88,5) = 0.163793767629701973764784644151000000000
M(88,49) = -0.0335537522089308331763789855120000000001
Their sum is = 0.130240015420771140588405658639000000000
The constant M(44,5) is = 0.130240015420771140588405658639000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(44,7) has to be equal to the sum of: 
M(88,7) = 0.102448080652251130008743807456000000000
M(88,51) = -0.0335941101084126602300027437317000000000
Their sum is = 0.068853970543838469778741063724300000000
The constant M(44,7) is = 0.068853970543838469778741063724599999999
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(44,9) has to be equal to the sum of: 
M(88,9) = -0.0359045156885387292259135852617000000000
M(88,53) = -0.0195942426473414713761224244865000000000
Their sum is = -0.0554987583358802006020360097482000000000
The constant M(44,9) is = -0.0554987583358802006020360097481000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(44,13) has to be equal to the sum of: 
M(88,13) = 0.0440790194207947510113321380480000000000
M(88,57) = -0.0373897482464367832363221132034000000000
Their sum is = 0.0066892711743579677750100248445999999998
The constant M(44,13) is = 0.0066892711743579677750100248445700000000
The difference (constant-sum) is = 2.999999989 E-32
**************************
The constant M(44,15) has to be equal to the sum of: 
M(88,15) = -0.0278918724644011650901579253727000000000
M(88,59) = -0.0283340674179398247731137000414000000000
Their sum is = -0.0562259398823409898632716254140999999998
The constant M(44,15) is = -0.0562259398823409898632716254141000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(44,17) has to be equal to the sum of: 
M(88,17) = 0.0227103797445165285310273997516000000000
M(88,61) = -0.0212545904824737069944170953280000000000
Their sum is = 0.00145578926204282153661030442360000000001
The constant M(44,17) is = 0.00145578926204282153661030442363000000000
The difference (constant-sum) is = -2.999999998906230746 E-32
**************************
The constant M(44,19) has to be equal to the sum of: 
M(88,19) = 0.0197205613764744163159339750315000000000
M(88,63) = -0.0333185108264976310950762542602000000000
Their sum is = -0.0135979494500232147791422792287000000000
The constant M(44,19) is = -0.0135979494500232147791422792287000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(44,21) has to be equal to the sum of: 
M(88,21) = -0.0304692435070513055701197143454000000000
M(88,65) = -0.0399557098089080694143099985388000000000
Their sum is = -0.070424953315959374984429712884200000000
The constant M(44,21) is = -0.070424953315959374984429712884200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(44,23) has to be equal to the sum of: 
M(88,23) = 0.0042053543912370003038803032818600000000
M(88,67) = -0.0249008898785103296909448688926000000000
Their sum is = -0.0206955354872733293870645656107400000000
The constant M(44,23) is = -0.0206955354872733293870645656107000000000
The difference (constant-sum) is = -4.000000004 E-32
**************************
The constant M(44,25) has to be equal to the sum of: 
M(88,25) = -0.0391993441997653614073456878123000000000
M(88,69) = -0.0362441925932977623793234962187000000000
Their sum is = -0.075443536793063123786669184031000000000
The constant M(44,25) is = -0.075443536793063123786669184031000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(44,27) has to be equal to the sum of: 
M(88,27) = -0.0407102989834393017218399328806000000000
M(88,71) = -0.0315226707480096246391203591111000000000
Their sum is = -0.072232969731448926360960291991700000000
The constant M(44,27) is = -0.072232969731448926360960291991700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(44,29) has to be equal to the sum of: 
M(88,29) = -0.0055923180953082910219229714654700000000
M(88,73) = -0.0285789997036972739389269749093000000000
Their sum is = -0.0341713177990055649608499463747699999998
The constant M(44,29) is = -0.0341713177990055649608499463748000000000
The difference (constant-sum) is = 3.000000017 E-32
**************************
The constant M(44,31) has to be equal to the sum of: 
M(88,31) = -0.0101268217420455122356407969380000000000
M(88,75) = -0.0359364199109368284253964389907000000000
Their sum is = -0.0460632416529823406610372359287000000000
The constant M(44,31) is = -0.0460632416529823406610372359287000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(44,35) has to be equal to the sum of: 
M(88,35) = -0.0391440502586966197642623521577000000000
M(88,79) = -0.0260830194527945808914487584456000000000
Their sum is = -0.065227069711491200655711110603300000000
The constant M(44,35) is = -0.065227069711491200655711110603300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(44,37) has to be equal to the sum of: 
M(88,37) = -0.0150463254169997728663502265978000000000
M(88,81) = -0.0406981112410826631435562816961000000000
Their sum is = -0.0557444366580824360099065082939000000000
The constant M(44,37) is = -0.0557444366580824360099065082939000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(44,39) has to be equal to the sum of: 
M(88,39) = -0.0368333948634748142623207692056000000000
M(88,83) = -0.0307400364899101103801395875340000000000
Their sum is = -0.067573431353384924642460356739600000000
The constant M(44,39) is = -0.067573431353384924642460356739600000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(44,41) has to be equal to the sum of: 
M(88,41) = -0.0208695832003449874844068452422000000000
M(88,85) = -0.0365325885776532954341489713331000000000
Their sum is = -0.0574021717779982829185558165753000000000
The constant M(44,41) is = -0.0574021717779982829185558165753000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(44,43) has to be equal to the sum of: 
M(88,43) = -0.0110561393259926174670013709917000000000
M(88,87) = -0.0400717119498632167374157197924000000000
Their sum is = -0.0511278512758558342044170907841000000000
The constant M(44,43) is = -0.0511278512758558342044170907841000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(90,1) = -0.067198995436744803828960033804900000000
M(90,7) = 0.085326413001697516253842506783100000000
M(90,11) = 0.0362348122776056268436621543853000000000
M(90,13) = 0.0231283341866608598061042119511000000000
M(90,17) = 0.00072692784321364991684846936305500000000
M(90,19) = -0.0077310110730643934291650820006000000000
M(90,23) = -0.0153690871309337594691656926790000000000
M(90,29) = -0.0364791974430310203372322138258000000000
M(90,31) = -0.0383347606380324470966417809090000000000
M(90,37) = -0.0334143956969420781923171201987000000001
M(90,41) = -0.0390841332679194165189323094190000000000
M(90,43) = -0.0447844934947309210965845850105000000000
M(90,47) = -0.0397101494734775174599445103135000000000
M(90,49) = -0.0615452395270840073595878325238000000000
M(90,53) = -0.0509647003015102617165166811194000000000
M(90,59) = -0.0454735075459238896969359018306000000000
M(90,61) = -0.0451142228887902811967209172660000000000
M(90,67) = -0.0525857489359404718984046086044000000000
M(90,71) = -0.0553371500333776613417750566842000000000
M(90,73) = -0.0540138299361186300425026977024000000000
M(90,77) = -0.064246570386575880457981908737400000000
M(90,79) = -0.0606225290703534710387116279153000000000
M(90,83) = -0.0526791526149238609681642600530000000000
M(90,89) = -0.0525637328993934292521190166099000000000
And of the summand: 1/3
And of the summand: 1/5
Their sum is = -0.238502787152357216244573161391511666654
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -2.075257055 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(90,1) = -0.067198995436744803828960033804900000000
M(90,7) = 0.085326413001697516253842506783100000000
M(90,13) = 0.0231283341866608598061042119511000000000
M(90,19) = -0.0077310110730643934291650820006000000000
M(90,31) = -0.0383347606380324470966417809090000000000
M(90,37) = -0.0334143956969420781923171201987000000001
M(90,43) = -0.0447844934947309210965845850105000000000
M(90,49) = -0.0615452395270840073595878325238000000000
M(90,61) = -0.0451142228887902811967209172660000000000
M(90,67) = -0.0525857489359404718984046086044000000000
M(90,73) = -0.0540138299361186300425026977024000000000
M(90,79) = -0.0606225290703534710387116279153000000000
Their sum is = -0.356890479509443129119649567201399999998
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -3.999999978 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(90,11) = 0.0362348122776056268436621543853000000000
M(90,17) = 0.00072692784321364991684846936305500000000
M(90,23) = -0.0153690871309337594691656926790000000000
M(90,29) = -0.0364791974430310203372322138258000000000
M(90,41) = -0.0390841332679194165189323094190000000000
M(90,47) = -0.0397101494734775174599445103135000000000
M(90,53) = -0.0509647003015102617165166811194000000000
M(90,59) = -0.0454735075459238896969359018306000000000
M(90,71) = -0.0553371500333776613417750566842000000000
M(90,77) = -0.064246570386575880457981908737400000000
M(90,83) = -0.0526791526149238609681642600530000000000
M(90,89) = -0.0525637328993934292521190166099000000000
And of the summand: 1/2
And of the summand: 1/5
Their sum is = 0.285054359023752579541743072476555000002
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -4.449999978 E-31
**************************
The constant M(5,1) has to be equal to the sum of: 
M(90,1) = -0.067198995436744803828960033804900000000
M(90,11) = 0.0362348122776056268436621543853000000000
M(90,31) = -0.0383347606380324470966417809090000000000
M(90,41) = -0.0390841332679194165189323094190000000000
M(90,61) = -0.0451142228887902811967209172660000000000
M(90,71) = -0.0553371500333776613417750566842000000000
Their sum is = -0.208834449987258983139367943697800000000
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(90,7) = 0.085326413001697516253842506783100000000
M(90,17) = 0.00072692784321364991684846936305500000000
M(90,37) = -0.0334143956969420781923171201987000000001
M(90,47) = -0.0397101494734775174599445103135000000000
M(90,67) = -0.0525857489359404718984046086044000000000
M(90,77) = -0.064246570386575880457981908737400000000
And of the summand: 1/2
Their sum is = 0.396096476351975218162042828292155000000
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 1.550000003 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(90,13) = 0.0231283341866608598061042119511000000000
M(90,23) = -0.0153690871309337594691656926790000000000
M(90,43) = -0.0447844934947309210965845850105000000000
M(90,53) = -0.0509647003015102617165166811194000000000
M(90,73) = -0.0540138299361186300425026977024000000000
M(90,83) = -0.0526791526149238609681642600530000000000
And of the summand: 1/3
Their sum is = 0.138650404041776759846503628720133333334
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 1.333333340 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(90,19) = -0.0077310110730643934291650820006000000000
M(90,29) = -0.0364791974430310203372322138258000000000
M(90,49) = -0.0615452395270840073595878325238000000000
M(90,59) = -0.0454735075459238896969359018306000000000
M(90,79) = -0.0606225290703534710387116279153000000000
M(90,89) = -0.0525637328993934292521190166099000000000
Their sum is = -0.264415217558850211113751674705999999998
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 2.938735878 E-39
**************************
The constant M(6,1) has to be equal to the sum of: 
M(90,1) = -0.067198995436744803828960033804900000000
M(90,7) = 0.085326413001697516253842506783100000000
M(90,13) = 0.0231283341866608598061042119511000000000
M(90,19) = -0.0077310110730643934291650820006000000000
M(90,31) = -0.0383347606380324470966417809090000000000
M(90,37) = -0.0334143956969420781923171201987000000001
M(90,43) = -0.0447844934947309210965845850105000000000
M(90,49) = -0.0615452395270840073595878325238000000000
M(90,61) = -0.0451142228887902811967209172660000000000
M(90,67) = -0.0525857489359404718984046086044000000000
M(90,73) = -0.0540138299361186300425026977024000000000
M(90,79) = -0.0606225290703534710387116279153000000000
Their sum is = -0.356890479509443129119649567201399999998
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -3.999999978 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(90,11) = 0.0362348122776056268436621543853000000000
M(90,17) = 0.00072692784321364991684846936305500000000
M(90,23) = -0.0153690871309337594691656926790000000000
M(90,29) = -0.0364791974430310203372322138258000000000
M(90,41) = -0.0390841332679194165189323094190000000000
M(90,47) = -0.0397101494734775174599445103135000000000
M(90,53) = -0.0509647003015102617165166811194000000000
M(90,59) = -0.0454735075459238896969359018306000000000
M(90,71) = -0.0553371500333776613417750566842000000000
M(90,77) = -0.064246570386575880457981908737400000000
M(90,83) = -0.0526791526149238609681642600530000000000
M(90,89) = -0.0525637328993934292521190166099000000000
And of the summand: 1/5
Their sum is = -0.214945640976247420458256927523444999998
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -4.449999978 E-31
**************************
The constant M(9,1) has to be equal to the sum of: 
M(90,1) = -0.067198995436744803828960033804900000000
M(90,19) = -0.0077310110730643934291650820006000000000
M(90,37) = -0.0334143956969420781923171201987000000001
M(90,73) = -0.0540138299361186300425026977024000000000
Their sum is = -0.162358232142869905492944933706599999999
The constant M(9,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(9,2) has to be equal to the sum of: 
M(90,11) = 0.0362348122776056268436621543853000000000
M(90,29) = -0.0364791974430310203372322138258000000000
M(90,47) = -0.0397101494734775174599445103135000000000
M(90,83) = -0.0526791526149238609681642600530000000000
And of the summand: 1/2
Their sum is = 0.407366312746173228078321170193000000000
The constant M(9,2) is = 0.407366312746173228078321170193000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(9,4) has to be equal to the sum of: 
M(90,13) = 0.0231283341866608598061042119511000000000
M(90,31) = -0.0383347606380324470966417809090000000000
M(90,49) = -0.0615452395270840073595878325238000000000
M(90,67) = -0.0525857489359404718984046086044000000000
Their sum is = -0.129337414914396066548530010086099999999
The constant M(9,4) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(9,5) has to be equal to the sum of: 
M(90,23) = -0.0153690871309337594691656926790000000000
M(90,41) = -0.0390841332679194165189323094190000000000
M(90,59) = -0.0454735075459238896969359018306000000000
M(90,77) = -0.064246570386575880457981908737400000000
And of the summand: 1/5
Their sum is = 0.0358267016686470538569841873340000000012
The constant M(9,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = 1.285696946 E-39
**************************
The constant M(9,7) has to be equal to the sum of: 
M(90,7) = 0.085326413001697516253842506783100000000
M(90,43) = -0.0447844934947309210965845850105000000000
M(90,61) = -0.0451142228887902811967209172660000000000
M(90,79) = -0.0606225290703534710387116279153000000000
Their sum is = -0.065194832452177157078174623408699999999
The constant M(9,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(9,8) has to be equal to the sum of: 
M(90,17) = 0.00072692784321364991684846936305500000000
M(90,53) = -0.0509647003015102617165166811194000000000
M(90,71) = -0.0553371500333776613417750566842000000000
M(90,89) = -0.0525637328993934292521190166099000000000
Their sum is = -0.158138655391067702393562285050445000000
The constant M(9,8) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -4.450000000 E-31
**************************
The constant M(10,1) has to be equal to the sum of: 
M(90,1) = -0.067198995436744803828960033804900000000
M(90,11) = 0.0362348122776056268436621543853000000000
M(90,31) = -0.0383347606380324470966417809090000000000
M(90,41) = -0.0390841332679194165189323094190000000000
M(90,61) = -0.0451142228887902811967209172660000000000
M(90,71) = -0.0553371500333776613417750566842000000000
Their sum is = -0.208834449987258983139367943697800000000
The constant M(10,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(10,3) has to be equal to the sum of: 
M(90,13) = 0.0231283341866608598061042119511000000000
M(90,23) = -0.0153690871309337594691656926790000000000
M(90,43) = -0.0447844934947309210965845850105000000000
M(90,53) = -0.0509647003015102617165166811194000000000
M(90,73) = -0.0540138299361186300425026977024000000000
M(90,83) = -0.0526791526149238609681642600530000000000
And of the summand: 1/3
Their sum is = 0.138650404041776759846503628720133333334
The constant M(10,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 1.333333340 E-31
**************************
The constant M(10,7) has to be equal to the sum of: 
M(90,7) = 0.085326413001697516253842506783100000000
M(90,17) = 0.00072692784321364991684846936305500000000
M(90,37) = -0.0334143956969420781923171201987000000001
M(90,47) = -0.0397101494734775174599445103135000000000
M(90,67) = -0.0525857489359404718984046086044000000000
M(90,77) = -0.064246570386575880457981908737400000000
Their sum is = -0.103903523648024781837957171707845000000
The constant M(10,7) is = -0.103903523648024781837957171708000000000
The difference (constant-sum) is = 1.550000000 E-31
**************************
The constant M(10,9) has to be equal to the sum of: 
M(90,19) = -0.0077310110730643934291650820006000000000
M(90,29) = -0.0364791974430310203372322138258000000000
M(90,49) = -0.0615452395270840073595878325238000000000
M(90,59) = -0.0454735075459238896969359018306000000000
M(90,79) = -0.0606225290703534710387116279153000000000
M(90,89) = -0.0525637328993934292521190166099000000000
Their sum is = -0.264415217558850211113751674705999999998
The constant M(10,9) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 2.938735878 E-39
**************************
The constant M(15,1) has to be equal to the sum of: 
M(90,1) = -0.067198995436744803828960033804900000000
M(90,31) = -0.0383347606380324470966417809090000000000
M(90,61) = -0.0451142228887902811967209172660000000000
Their sum is = -0.150647978963567532122322731979899999999
The constant M(15,1) is = -0.150647978963567532122322731980000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(15,2) has to be equal to the sum of: 
M(90,17) = 0.00072692784321364991684846936305500000000
M(90,47) = -0.0397101494734775174599445103135000000000
M(90,77) = -0.064246570386575880457981908737400000000
And of the summand: 1/2
Their sum is = 0.396770207983160251998922050312155000000
The constant M(15,2) is = 0.396770207983160251998922050312000000000
The difference (constant-sum) is = 1.550000003 E-31
**************************
The constant M(15,4) has to be equal to the sum of: 
M(90,19) = -0.0077310110730643934291650820006000000000
M(90,49) = -0.0615452395270840073595878325238000000000
M(90,79) = -0.0606225290703534710387116279153000000000
Their sum is = -0.129898779670501871827464542439700000000
The constant M(15,4) is = -0.129898779670501871827464542440000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(15,7) has to be equal to the sum of: 
M(90,7) = 0.085326413001697516253842506783100000000
M(90,37) = -0.0334143956969420781923171201987000000001
M(90,67) = -0.0525857489359404718984046086044000000000
Their sum is = -0.00067373163118503383687922201999999999977
The constant M(15,7) is = -0.00067373163118503383687922201990400000000
The difference (constant-sum) is = -9.599999977099689826 E-32
**************************
The constant M(15,8) has to be equal to the sum of: 
M(90,23) = -0.0153690871309337594691656926790000000000
M(90,53) = -0.0509647003015102617165166811194000000000
M(90,83) = -0.0526791526149238609681642600530000000000
Their sum is = -0.119012940047367882153846633851400000000
The constant M(15,8) is = -0.119012940047367882153846633851000000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(15,11) has to be equal to the sum of: 
M(90,11) = 0.0362348122776056268436621543853000000000
M(90,41) = -0.0390841332679194165189323094190000000000
M(90,71) = -0.0553371500333776613417750566842000000000
Their sum is = -0.0581864710236914510170452117179000000000
The constant M(15,11) is = -0.0581864710236914510170452117180000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(15,13) has to be equal to the sum of: 
M(90,13) = 0.0231283341866608598061042119511000000000
M(90,43) = -0.0447844934947309210965845850105000000000
M(90,73) = -0.0540138299361186300425026977024000000000
Their sum is = -0.075669989244188691332983070761800000000
The constant M(15,13) is = -0.075669989244188691332983070761800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(15,14) has to be equal to the sum of: 
M(90,29) = -0.0364791974430310203372322138258000000000
M(90,59) = -0.0454735075459238896969359018306000000000
M(90,89) = -0.0525637328993934292521190166099000000000
Their sum is = -0.134516437888348339286287132266299999999
The constant M(15,14) is = -0.134516437888348339286287132265999999999
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(18,1) has to be equal to the sum of: 
M(90,1) = -0.067198995436744803828960033804900000000
M(90,19) = -0.0077310110730643934291650820006000000000
M(90,37) = -0.0334143956969420781923171201987000000001
M(90,73) = -0.0540138299361186300425026977024000000000
Their sum is = -0.162358232142869905492944933706599999999
The constant M(18,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(18,5) has to be equal to the sum of: 
M(90,23) = -0.0153690871309337594691656926790000000000
M(90,41) = -0.0390841332679194165189323094190000000000
M(90,59) = -0.0454735075459238896969359018306000000000
M(90,77) = -0.064246570386575880457981908737400000000
And of the summand: 1/5
Their sum is = 0.0358267016686470538569841873340000000012
The constant M(18,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = 1.285696946 E-39
**************************
The constant M(18,7) has to be equal to the sum of: 
M(90,7) = 0.085326413001697516253842506783100000000
M(90,43) = -0.0447844934947309210965845850105000000000
M(90,61) = -0.0451142228887902811967209172660000000000
M(90,79) = -0.0606225290703534710387116279153000000000
Their sum is = -0.065194832452177157078174623408699999999
The constant M(18,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(18,11) has to be equal to the sum of: 
M(90,11) = 0.0362348122776056268436621543853000000000
M(90,29) = -0.0364791974430310203372322138258000000000
M(90,47) = -0.0397101494734775174599445103135000000000
M(90,83) = -0.0526791526149238609681642600530000000000
Their sum is = -0.092633687253826771921678829807000000000
The constant M(18,11) is = -0.092633687253826771921678829807000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(18,13) has to be equal to the sum of: 
M(90,13) = 0.0231283341866608598061042119511000000000
M(90,31) = -0.0383347606380324470966417809090000000000
M(90,49) = -0.0615452395270840073595878325238000000000
M(90,67) = -0.0525857489359404718984046086044000000000
Their sum is = -0.129337414914396066548530010086099999999
The constant M(18,13) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(18,17) has to be equal to the sum of: 
M(90,17) = 0.00072692784321364991684846936305500000000
M(90,53) = -0.0509647003015102617165166811194000000000
M(90,71) = -0.0553371500333776613417750566842000000000
M(90,89) = -0.0525637328993934292521190166099000000000
Their sum is = -0.158138655391067702393562285050445000000
The constant M(18,17) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -4.450000000 E-31
**************************
The constant M(30,1) has to be equal to the sum of: 
M(90,1) = -0.067198995436744803828960033804900000000
M(90,31) = -0.0383347606380324470966417809090000000000
M(90,61) = -0.0451142228887902811967209172660000000000
Their sum is = -0.150647978963567532122322731979899999999
The constant M(30,1) is = -0.150647978963567532122322731980000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(30,7) has to be equal to the sum of: 
M(90,7) = 0.085326413001697516253842506783100000000
M(90,37) = -0.0334143956969420781923171201987000000001
M(90,67) = -0.0525857489359404718984046086044000000000
Their sum is = -0.00067373163118503383687922201999999999977
The constant M(30,7) is = -0.00067373163118503383687922201990400000000
The difference (constant-sum) is = -9.599999977099689826 E-32
**************************
The constant M(30,11) has to be equal to the sum of: 
M(90,11) = 0.0362348122776056268436621543853000000000
M(90,41) = -0.0390841332679194165189323094190000000000
M(90,71) = -0.0553371500333776613417750566842000000000
Their sum is = -0.0581864710236914510170452117179000000000
The constant M(30,11) is = -0.0581864710236914510170452117180000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(30,13) has to be equal to the sum of: 
M(90,13) = 0.0231283341866608598061042119511000000000
M(90,43) = -0.0447844934947309210965845850105000000000
M(90,73) = -0.0540138299361186300425026977024000000000
Their sum is = -0.075669989244188691332983070761800000000
The constant M(30,13) is = -0.075669989244188691332983070761800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(30,17) has to be equal to the sum of: 
M(90,17) = 0.00072692784321364991684846936305500000000
M(90,47) = -0.0397101494734775174599445103135000000000
M(90,77) = -0.064246570386575880457981908737400000000
Their sum is = -0.103229792016839748001077949687845000000
The constant M(30,17) is = -0.103229792016839748001077949688000000000
The difference (constant-sum) is = 1.549999996 E-31
**************************
The constant M(30,19) has to be equal to the sum of: 
M(90,19) = -0.0077310110730643934291650820006000000000
M(90,49) = -0.0615452395270840073595878325238000000000
M(90,79) = -0.0606225290703534710387116279153000000000
Their sum is = -0.129898779670501871827464542439700000000
The constant M(30,19) is = -0.129898779670501871827464542440000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(30,23) has to be equal to the sum of: 
M(90,23) = -0.0153690871309337594691656926790000000000
M(90,53) = -0.0509647003015102617165166811194000000000
M(90,83) = -0.0526791526149238609681642600530000000000
Their sum is = -0.119012940047367882153846633851400000000
The constant M(30,23) is = -0.119012940047367882153846633851000000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(30,29) has to be equal to the sum of: 
M(90,29) = -0.0364791974430310203372322138258000000000
M(90,59) = -0.0454735075459238896969359018306000000000
M(90,89) = -0.0525637328993934292521190166099000000000
Their sum is = -0.134516437888348339286287132266299999999
The constant M(30,29) is = -0.134516437888348339286287132265999999999
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(45,1) has to be equal to the sum of: 
M(90,1) = -0.067198995436744803828960033804900000000
Their sum is = -0.067198995436744803828960033804900000000
The constant M(45,1) is = -0.067198995436744803828960033804900000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(45,2) has to be equal to the sum of: 
M(90,47) = -0.0397101494734775174599445103135000000000
And of the summand: 1/2
Their sum is = 0.460289850526522482540055489686500000000
The constant M(45,2) is = 0.460289850526522482540055489686000000000
The difference (constant-sum) is = 5.000000002 E-31
**************************
The constant M(45,4) has to be equal to the sum of: 
M(90,49) = -0.0615452395270840073595878325238000000000
Their sum is = -0.0615452395270840073595878325238000000000
The constant M(45,4) is = -0.0615452395270840073595878325238000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,7) has to be equal to the sum of: 
M(90,7) = 0.085326413001697516253842506783100000000
Their sum is = 0.085326413001697516253842506783100000000
The constant M(45,7) is = 0.085326413001697516253842506783100000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(45,8) has to be equal to the sum of: 
M(90,53) = -0.0509647003015102617165166811194000000000
Their sum is = -0.0509647003015102617165166811194000000000
The constant M(45,8) is = -0.0509647003015102617165166811194000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,11) has to be equal to the sum of: 
M(90,11) = 0.0362348122776056268436621543853000000000
Their sum is = 0.0362348122776056268436621543853000000000
The constant M(45,11) is = 0.0362348122776056268436621543853000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,13) has to be equal to the sum of: 
M(90,13) = 0.0231283341866608598061042119511000000000
Their sum is = 0.0231283341866608598061042119511000000000
The constant M(45,13) is = 0.0231283341866608598061042119511000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,14) has to be equal to the sum of: 
M(90,59) = -0.0454735075459238896969359018306000000000
Their sum is = -0.0454735075459238896969359018306000000000
The constant M(45,14) is = -0.0454735075459238896969359018306000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,16) has to be equal to the sum of: 
M(90,61) = -0.0451142228887902811967209172660000000000
Their sum is = -0.0451142228887902811967209172660000000000
The constant M(45,16) is = -0.0451142228887902811967209172660000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,17) has to be equal to the sum of: 
M(90,17) = 0.00072692784321364991684846936305500000000
Their sum is = 0.00072692784321364991684846936305500000000
The constant M(45,17) is = 0.00072692784321364991684846936305500000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(45,19) has to be equal to the sum of: 
M(90,19) = -0.0077310110730643934291650820006000000000
Their sum is = -0.0077310110730643934291650820006000000000
The constant M(45,19) is = -0.0077310110730643934291650820006000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,22) has to be equal to the sum of: 
M(90,67) = -0.0525857489359404718984046086044000000000
Their sum is = -0.0525857489359404718984046086044000000000
The constant M(45,22) is = -0.0525857489359404718984046086044000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,23) has to be equal to the sum of: 
M(90,23) = -0.0153690871309337594691656926790000000000
Their sum is = -0.0153690871309337594691656926790000000000
The constant M(45,23) is = -0.0153690871309337594691656926790000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,26) has to be equal to the sum of: 
M(90,71) = -0.0553371500333776613417750566842000000000
Their sum is = -0.0553371500333776613417750566842000000000
The constant M(45,26) is = -0.0553371500333776613417750566842000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,28) has to be equal to the sum of: 
M(90,73) = -0.0540138299361186300425026977024000000000
Their sum is = -0.0540138299361186300425026977024000000000
The constant M(45,28) is = -0.0540138299361186300425026977024000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,29) has to be equal to the sum of: 
M(90,29) = -0.0364791974430310203372322138258000000000
Their sum is = -0.0364791974430310203372322138258000000000
The constant M(45,29) is = -0.0364791974430310203372322138258000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,31) has to be equal to the sum of: 
M(90,31) = -0.0383347606380324470966417809090000000000
Their sum is = -0.0383347606380324470966417809090000000000
The constant M(45,31) is = -0.0383347606380324470966417809090000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,32) has to be equal to the sum of: 
M(90,77) = -0.064246570386575880457981908737400000000
Their sum is = -0.064246570386575880457981908737400000000
The constant M(45,32) is = -0.064246570386575880457981908737400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(45,34) has to be equal to the sum of: 
M(90,79) = -0.0606225290703534710387116279153000000000
Their sum is = -0.0606225290703534710387116279153000000000
The constant M(45,34) is = -0.0606225290703534710387116279153000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,37) has to be equal to the sum of: 
M(90,37) = -0.0334143956969420781923171201987000000001
Their sum is = -0.0334143956969420781923171201987000000001
The constant M(45,37) is = -0.0334143956969420781923171201987000000001
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,38) has to be equal to the sum of: 
M(90,83) = -0.0526791526149238609681642600530000000000
Their sum is = -0.0526791526149238609681642600530000000000
The constant M(45,38) is = -0.0526791526149238609681642600530000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,41) has to be equal to the sum of: 
M(90,41) = -0.0390841332679194165189323094190000000000
Their sum is = -0.0390841332679194165189323094190000000000
The constant M(45,41) is = -0.0390841332679194165189323094190000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,43) has to be equal to the sum of: 
M(90,43) = -0.0447844934947309210965845850105000000000
Their sum is = -0.0447844934947309210965845850105000000000
The constant M(45,43) is = -0.0447844934947309210965845850105000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,44) has to be equal to the sum of: 
M(90,89) = -0.0525637328993934292521190166099000000000
Their sum is = -0.0525637328993934292521190166099000000000
The constant M(45,44) is = -0.0525637328993934292521190166099000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(7,1) has to be equal to the sum of: 
M(91,1) = -0.0240283743693321104524541671017000000000
M(91,8) = -0.0195454438258937847549570771374000000000
M(91,15) = -0.0171794521556809552620181289220000000000
M(91,22) = -0.0171240592698796317245373654177000000000
M(91,29) = 0.0133737498666117834223670905861000000000
M(91,36) = -0.0159448506637323462189051901351999999999
M(91,43) = -0.00362000566700274213015541292474000000000
M(91,50) = -0.0263943266369471080949520619821000000000
M(91,57) = -0.0200264447800569631282140386570000000000
M(91,64) = -0.0220818752617607857309835108068000000000
M(91,71) = -0.0114182590923179262705738555996000000000
M(91,85) = -0.0230858006885787237513552918358000000000
Their sum is = -0.187075142544571294096739009933939999998
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 6.00000021 E-32
**************************
The constant M(7,2) has to be equal to the sum of: 
M(91,2) = 0.476271732312532069494164938434000000000
M(91,9) = -0.0190290712610290190472358345130000000000
M(91,16) = -0.0163485661525782954277237118646000000000
M(91,23) = 0.0196264076371392387278445962160000000000
M(91,30) = -0.0262591722968065143689577663503000000000
M(91,37) = 0.0042013901191751394285430934430599999999
M(91,44) = -0.0212720171973232807957754309476000000000
M(91,51) = -0.0226325663051341213774766102827000000000
M(91,58) = -0.0155650363750231151912984338551000000000
M(91,72) = -0.0194306786527625409153327716288000000000
M(91,79) = -0.0125333720993361195079786346176000000000
M(91,86) = -0.0210113203579198934209046793345000000000
Their sum is = 0.326017729370933547597868754698860000006
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = -1.399999945 E-31
**************************
The constant M(7,3) has to be equal to the sum of: 
M(91,3) = 0.310046688041737061288461927853000000000
M(91,10) = -0.0115679674947027719555623279951000000000
M(91,17) = 0.0386330862534054365668538538192000000000
M(91,24) = -0.0237594585407363365646801613361000000000
M(91,31) = 0.0091320276951045789875365920889200000000
M(91,38) = -0.0219144854503544287527675243270000000000
M(91,45) = -0.0189204374831008569997456144356000000000
M(91,59) = -0.00344784478829649539835412500239000000000
M(91,66) = -0.0186564638626028109529955324922000000000
M(91,73) = -0.0118446538462298158688903277480000000000
M(91,80) = -0.0248578446728737126111396721394000000000
M(91,87) = -0.0218017556772375730280848373313000000000
Their sum is = 0.201040890174112274710632250954030000005
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 3.000000513 E-32
**************************
The constant M(7,4) has to be equal to the sum of: 
M(91,4) = -0.0206403981710520167378169623469000000000
M(91,11) = 0.072711773446291954496125228471900000000
M(91,18) = -0.0158973481454562163363580882331000000000
M(91,25) = -0.0218583807772166167047024376485000000000
M(91,32) = -0.0249499099980905107593959477214000000000
M(91,46) = -0.0188201170594959033410439815168000000000
M(91,53) = -0.0064153517641169505829058776198100000000
M(91,60) = -0.0200340481724969613960143323500000000000
M(91,67) = -0.0070455654149746329409392796750100000000
M(91,74) = -0.0240004445576577116291028147196000000000
M(91,81) = -0.0219498597351791056054001357153000000000
M(91,88) = -0.0207800167307207275935375635516000000000
Their sum is = -0.129679667080165399131092192626119999998
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -1.199999984 E-31
**************************
The constant M(7,5) has to be equal to the sum of: 
M(91,5) = 0.174760687564948086598069768516000000000
M(91,12) = -0.0146329396721549870520848396118000000000
M(91,19) = 0.0288442543562151311896500284981000000000
M(91,33) = -0.0232703420022453780387658843560000000000
M(91,40) = -0.0142851245996462570282611845447000000000
M(91,47) = 0.000274672189671477598010164875981000000000
M(91,54) = -0.0233047380920355346519171277695000000000
M(91,61) = -0.0074696094616771083102232047865600000000
M(91,68) = -0.0233298953610710537138988019507000000000
M(91,75) = -0.0211805445152862026266928844225000000000
M(91,82) = -0.0187219960990737761189103562686000000000
M(91,89) = -0.0114100872369207280670551605531000000000
Their sum is = 0.0462743370707236697779205176266210000028
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = -2.789999973 E-31
**************************
The constant M(7,6) has to be equal to the sum of: 
M(91,6) = -0.0131529102598303284737635950545000000000
M(91,20) = -0.0212150450509136770308836944625000000000
M(91,27) = -0.0247670947858064023014592878766000000000
M(91,34) = -0.0224262200773114674148357128097000000000
M(91,41) = 0.0042372760826867978558983732355300000000
M(91,48) = -0.0164223782290448839710332158740999999999
M(91,55) = -0.0226795307672351893511009510954000000000
M(91,62) = -0.0251569060525680167174936964689000000000
M(91,69) = -0.0199243738699824170906839703883000000000
M(91,76) = -0.0184890118434833863622298276379000000000
M(91,83) = -0.0145962662697706585288654913814000000000
M(91,90) = -0.0202686928003501659364926320777000000000
And of the summand: 1/13
Their sum is = -0.137938077000532872246020624968393076920
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -3.930769201 E-31
**************************
The constant M(13,1) has to be equal to the sum of: 
M(91,1) = -0.0240283743693321104524541671017000000000
M(91,27) = -0.0247670947858064023014592878766000000000
M(91,40) = -0.0142851245996462570282611845447000000000
M(91,53) = -0.0064153517641169505829058776198100000000
M(91,66) = -0.0186564638626028109529955324922000000000
M(91,79) = -0.0125333720993361195079786346176000000000
Their sum is = -0.100685781480840650826054684252609999999
The constant M(13,1) is = -0.100685781480840650826054684253000000000
The difference (constant-sum) is = 3.900000008 E-31
**************************
The constant M(13,2) has to be equal to the sum of: 
M(91,2) = 0.476271732312532069494164938434000000000
M(91,15) = -0.0171794521556809552620181289220000000000
M(91,41) = 0.0042372760826867978558983732355300000000
M(91,54) = -0.0233047380920355346519171277695000000000
M(91,67) = -0.0070455654149746329409392796750100000000
M(91,80) = -0.0248578446728737126111396721394000000000
Their sum is = 0.408121408059654031884049103163620000002
The constant M(13,2) is = 0.408121408059654031884049103164000000000
The difference (constant-sum) is = -3.799999987 E-31
**************************
The constant M(13,3) has to be equal to the sum of: 
M(91,3) = 0.310046688041737061288461927853000000000
M(91,16) = -0.0163485661525782954277237118646000000000
M(91,29) = 0.0133737498666117834223670905861000000000
M(91,55) = -0.0226795307672351893511009510954000000000
M(91,68) = -0.0233298953610710537138988019507000000000
M(91,81) = -0.0219498597351791056054001357153000000000
Their sum is = 0.239112585892285200612705417813100000003
The constant M(13,3) is = 0.239112585892285200612705417813000000000
The difference (constant-sum) is = 1.000000031 E-31
**************************
The constant M(13,4) has to be equal to the sum of: 
M(91,4) = -0.0206403981710520167378169623469000000000
M(91,17) = 0.0386330862534054365668538538192000000000
M(91,30) = -0.0262591722968065143689577663503000000000
M(91,43) = -0.00362000566700274213015541292474000000000
M(91,69) = -0.0199243738699824170906839703883000000000
M(91,82) = -0.0187219960990737761189103562686000000000
Their sum is = -0.0505328598505120298796706144596399999998
The constant M(13,4) is = -0.0505328598505120298796706144595000000000
The difference (constant-sum) is = -1.399999998 E-31
**************************
The constant M(13,5) has to be equal to the sum of: 
M(91,5) = 0.174760687564948086598069768516000000000
M(91,18) = -0.0158973481454562163363580882331000000000
M(91,31) = 0.0091320276951045789875365920889200000000
M(91,44) = -0.0212720171973232807957754309476000000000
M(91,57) = -0.0200264447800569631282140386570000000000
M(91,83) = -0.0145962662697706585288654913814000000000
Their sum is = 0.112100638867445546796393311385820000001
The constant M(13,5) is = 0.112100638867445546796393311386000000000
The difference (constant-sum) is = -1.799999987 E-31
**************************
The constant M(13,6) has to be equal to the sum of: 
M(91,6) = -0.0131529102598303284737635950545000000000
M(91,19) = 0.0288442543562151311896500284981000000000
M(91,32) = -0.0249499099980905107593959477214000000000
M(91,45) = -0.0189204374831008569997456144356000000000
M(91,58) = -0.0155650363750231151912984338551000000000
M(91,71) = -0.0114182590923179262705738555996000000000
Their sum is = -0.0551622988521476065051274181680999999998
The constant M(13,6) is = -0.0551622988521476065051274181682000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(13,7) has to be equal to the sum of: 
M(91,20) = -0.0212150450509136770308836944625000000000
M(91,33) = -0.0232703420022453780387658843560000000000
M(91,46) = -0.0188201170594959033410439815168000000000
M(91,59) = -0.00344784478829649539835412500239000000000
M(91,72) = -0.0194306786527625409153327716288000000000
M(91,85) = -0.0230858006885787237513552918358000000000
And of the summand: 1/7
Their sum is = 0.0335873146148501386671213940548528571434
The constant M(13,7) is = 0.0335873146148501386671213940549000000000
The difference (constant-sum) is = -4.714285656 E-32
**************************
The constant M(13,8) has to be equal to the sum of: 
M(91,8) = -0.0195454438258937847549570771374000000000
M(91,34) = -0.0224262200773114674148357128097000000000
M(91,47) = 0.000274672189671477598010164875981000000000
M(91,60) = -0.0200340481724969613960143323500000000000
M(91,73) = -0.0118446538462298158688903277480000000000
M(91,86) = -0.0210113203579198934209046793345000000000
Their sum is = -0.094587014090180445257591964503618999999
The constant M(13,8) is = -0.094587014090180445257591964503600000000
The difference (constant-sum) is = -1.899999935 E-32
**************************
The constant M(13,9) has to be equal to the sum of: 
M(91,9) = -0.0190290712610290190472358345130000000000
M(91,22) = -0.0171240592698796317245373654177000000000
M(91,48) = -0.0164223782290448839710332158740999999999
M(91,61) = -0.0074696094616771083102232047865600000000
M(91,74) = -0.0240004445576577116291028147196000000000
M(91,87) = -0.0218017556772375730280848373313000000000
Their sum is = -0.105847318456525927710217272642259999999
The constant M(13,9) is = -0.105847318456525927710217272642000000000
The difference (constant-sum) is = -2.599999996 E-31
**************************
The constant M(13,10) has to be equal to the sum of: 
M(91,10) = -0.0115679674947027719555623279951000000000
M(91,23) = 0.0196264076371392387278445962160000000000
M(91,36) = -0.0159448506637323462189051901351999999999
M(91,62) = -0.0251569060525680167174936964689000000000
M(91,75) = -0.0211805445152862026266928844225000000000
M(91,88) = -0.0207800167307207275935375635516000000000
Their sum is = -0.075003877819870826384347066357299999999
The constant M(13,10) is = -0.075003877819870826384347066357300000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(13,11) has to be equal to the sum of: 
M(91,11) = 0.072711773446291954496125228471900000000
M(91,24) = -0.0237594585407363365646801613361000000000
M(91,37) = 0.0042013901191751394285430934430599999999
M(91,50) = -0.0263943266369471080949520619821000000000
M(91,76) = -0.0184890118434833863622298276379000000000
M(91,89) = -0.0114100872369207280670551605531000000000
Their sum is = -0.00313972069262046516424888959423999999982
The constant M(13,11) is = -0.00313972069262046516424888959427000000000
The difference (constant-sum) is = 3.000000019 E-32
**************************
The constant M(13,12) has to be equal to the sum of: 
M(91,12) = -0.0146329396721549870520848396118000000000
M(91,25) = -0.0218583807772166167047024376485000000000
M(91,38) = -0.0219144854503544287527675243270000000000
M(91,51) = -0.0226325663051341213774766102827000000000
M(91,64) = -0.0220818752617607857309835108068000000000
M(91,90) = -0.0202686928003501659364926320777000000000
Their sum is = -0.123388940266971105554507554754499999999
The constant M(13,12) is = -0.123388940266971105554507554754000000000
The difference (constant-sum) is = -4.999999994 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(92,1) = -0.0365469858365401415516506139808000000000
M(92,3) = 0.293631070044969060284783676152000000001
M(92,5) = 0.174399554032714396993681075251000000000
M(92,7) = 0.111136960069051705814505066915000000000
M(92,9) = -0.0257552369831575078296689729572000000000
M(92,11) = 0.0609276863202830991621378669989000000000
M(92,13) = 0.0379231630307359207558039411548000000000
M(92,15) = -0.0236553758273744841831343194487000000000
M(92,17) = 0.0316629767773723241946833785428999999999
M(92,19) = 0.0144846773724790064626662662386000000000
M(92,21) = -0.0294187482861813332308826292386000000000
M(92,25) = -0.0405009133672240217149445529541000000000
M(92,27) = -0.0361318602693069109713951083001000000000
M(92,29) = -0.0046653787160150760683257479207800000000
M(92,31) = -0.0048701603903739583228154191181000000000
M(92,33) = -0.0373954598362617096745859133736000000000
M(92,35) = -0.0309001801535110906685724336625000000000
M(92,37) = -0.0117334144462280561633372503453000000000
M(92,39) = -0.0263740441999522797581522166789000000000
M(92,41) = -0.0125104616277770467358401357064000000000
M(92,43) = -0.0141264012851343381024518796809000000000
M(92,45) = -0.0326864368067268719647023845697999999999
M(92,47) = -0.0115357432310949321122412385543000000000
M(92,49) = -0.0341383628099546952709133880639000000000
M(92,51) = -0.0393717300202317934895369507212000000000
M(92,53) = -0.0218854407541088217696079167083000000000
M(92,55) = -0.0354711815628210888486379129877000000000
M(92,57) = -0.0305771332580056976696603428228000000000
M(92,59) = -0.0184982470701939274948254192033000000000
M(92,61) = -0.0217915830171756617073474232078000000000
M(92,63) = -0.0391199368626976499894256410454000000000
M(92,65) = -0.0326479329523393171052268993590000000001
M(92,67) = -0.0231515676671961278272024637626000000000
M(92,71) = -0.0184715737190979667798111427034000000000
M(92,73) = -0.0223972207482906523508712633439000000000
M(92,75) = -0.0338367344863001117710775935502000000000
M(92,77) = -0.0408601900178035444683452400186000000000
M(92,79) = -0.0241984681734682457874414162100000000000
M(92,81) = -0.0333620107794810749959029337468000000000
M(92,83) = -0.0267671937009047754388218852625000000000
M(92,85) = -0.0392303910196332328473945455515000000000
M(92,87) = -0.0319584959691256952690755242355000000000
M(92,89) = -0.0226244488040933774789053825657000000000
M(92,91) = -0.0369804910137447298914066789107000000000
And of the summand: 1/23
Their sum is = -0.238502787152357216244573161391593043464
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -2.889025161 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(92,1) = -0.0365469858365401415516506139808000000000
M(92,5) = 0.174399554032714396993681075251000000000
M(92,9) = -0.0257552369831575078296689729572000000000
M(92,13) = 0.0379231630307359207558039411548000000000
M(92,17) = 0.0316629767773723241946833785428999999999
M(92,21) = -0.0294187482861813332308826292386000000000
M(92,25) = -0.0405009133672240217149445529541000000000
M(92,29) = -0.0046653787160150760683257479207800000000
M(92,33) = -0.0373954598362617096745859133736000000000
M(92,37) = -0.0117334144462280561633372503453000000000
M(92,41) = -0.0125104616277770467358401357064000000000
M(92,45) = -0.0326864368067268719647023845697999999999
M(92,49) = -0.0341383628099546952709133880639000000000
M(92,53) = -0.0218854407541088217696079167083000000000
M(92,57) = -0.0305771332580056976696603428228000000000
M(92,61) = -0.0217915830171756617073474232078000000000
M(92,65) = -0.0326479329523393171052268993590000000001
M(92,73) = -0.0223972207482906523508712633439000000000
M(92,77) = -0.0408601900178035444683452400186000000000
M(92,81) = -0.0333620107794810749959029337468000000000
M(92,85) = -0.0392303910196332328473945455515000000000
M(92,89) = -0.0226244488040933774789053825657000000000
Their sum is = -0.286742056226175198653945141486179999996
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -1.799999954 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(92,3) = 0.293631070044969060284783676152000000001
M(92,7) = 0.111136960069051705814505066915000000000
M(92,11) = 0.0609276863202830991621378669989000000000
M(92,15) = -0.0236553758273744841831343194487000000000
M(92,19) = 0.0144846773724790064626662662386000000000
M(92,27) = -0.0361318602693069109713951083001000000000
M(92,31) = -0.0048701603903739583228154191181000000000
M(92,35) = -0.0309001801535110906685724336625000000000
M(92,39) = -0.0263740441999522797581522166789000000000
M(92,43) = -0.0141264012851343381024518796809000000000
M(92,47) = -0.0115357432310949321122412385543000000000
M(92,51) = -0.0393717300202317934895369507212000000000
M(92,55) = -0.0354711815628210888486379129877000000000
M(92,59) = -0.0184982470701939274948254192033000000000
M(92,63) = -0.0391199368626976499894256410454000000000
M(92,67) = -0.0231515676671961278272024637626000000000
M(92,71) = -0.0184715737190979667798111427034000000000
M(92,75) = -0.0338367344863001117710775935502000000000
M(92,79) = -0.0241984681734682457874414162100000000000
M(92,83) = -0.0267671937009047754388218852625000000000
M(92,87) = -0.0319584959691256952690755242355000000000
M(92,91) = -0.0369804910137447298914066789107000000000
And of the summand: 1/23
Their sum is = 0.0482392690738179824093719800945869565277494142619
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = -3.130434723 E-31
**************************
The constant M(23,1) has to be equal to the sum of: 
M(92,1) = -0.0365469858365401415516506139808000000000
M(92,47) = -0.0115357432310949321122412385543000000000
Their sum is = -0.0480827290676350736638918525351000000000
The constant M(23,1) is = -0.0480827290676350736638918525352000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(23,2) has to be equal to the sum of: 
M(92,25) = -0.0405009133672240217149445529541000000000
M(92,71) = -0.0184715737190979667798111427034000000000
And of the summand: 1/2
Their sum is = 0.441027512913678011505244304342500000000
The constant M(23,2) is = 0.441027512913678011505244304343000000000
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(23,3) has to be equal to the sum of: 
M(92,3) = 0.293631070044969060284783676152000000001
M(92,49) = -0.0341383628099546952709133880639000000000
Their sum is = 0.259492707235014365013870288088100000001
The constant M(23,3) is = 0.259492707235014365013870288088000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(23,4) has to be equal to the sum of: 
M(92,27) = -0.0361318602693069109713951083001000000000
M(92,73) = -0.0223972207482906523508712633439000000000
Their sum is = -0.0585290810175975633222663716440000000000
The constant M(23,4) is = -0.0585290810175975633222663716440000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(23,5) has to be equal to the sum of: 
M(92,5) = 0.174399554032714396993681075251000000000
M(92,51) = -0.0393717300202317934895369507212000000000
Their sum is = 0.135027824012482603504144124529800000000
The constant M(23,5) is = 0.135027824012482603504144124529999999999
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(23,6) has to be equal to the sum of: 
M(92,29) = -0.0046653787160150760683257479207800000000
M(92,75) = -0.0338367344863001117710775935502000000000
Their sum is = -0.0385021132023151878394033414709799999998
The constant M(23,6) is = -0.0385021132023151878394033414710000000000
The difference (constant-sum) is = 2.000000029 E-32
**************************
The constant M(23,7) has to be equal to the sum of: 
M(92,7) = 0.111136960069051705814505066915000000000
M(92,53) = -0.0218854407541088217696079167083000000000
Their sum is = 0.089251519314942884044897150206700000000
The constant M(23,7) is = 0.089251519314942884044897150206800000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(23,8) has to be equal to the sum of: 
M(92,31) = -0.0048701603903739583228154191181000000000
M(92,77) = -0.0408601900178035444683452400186000000000
Their sum is = -0.0457303504081775027911606591367000000000
The constant M(23,8) is = -0.0457303504081775027911606591367000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,9) has to be equal to the sum of: 
M(92,9) = -0.0257552369831575078296689729572000000000
M(92,55) = -0.0354711815628210888486379129877000000000
Their sum is = -0.0612264185459785966783068859448999999998
The constant M(23,9) is = -0.0612264185459785966783068859450000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(23,10) has to be equal to the sum of: 
M(92,33) = -0.0373954598362617096745859133736000000000
M(92,79) = -0.0241984681734682457874414162100000000000
Their sum is = -0.0615939280097299554620273295836000000000
The constant M(23,10) is = -0.0615939280097299554620273295835000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(23,11) has to be equal to the sum of: 
M(92,11) = 0.0609276863202830991621378669989000000000
M(92,57) = -0.0305771332580056976696603428228000000000
Their sum is = 0.0303505530622774014924775241761000000001
The constant M(23,11) is = 0.0303505530622774014924775241761000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(23,12) has to be equal to the sum of: 
M(92,35) = -0.0309001801535110906685724336625000000000
M(92,81) = -0.0333620107794810749959029337468000000000
Their sum is = -0.064262190932992165664475367409299999999
The constant M(23,12) is = -0.064262190932992165664475367409400000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(23,13) has to be equal to the sum of: 
M(92,13) = 0.0379231630307359207558039411548000000000
M(92,59) = -0.0184982470701939274948254192033000000000
Their sum is = 0.0194249159605419932609785219515000000001
The constant M(23,13) is = 0.0194249159605419932609785219515000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(23,14) has to be equal to the sum of: 
M(92,37) = -0.0117334144462280561633372503453000000000
M(92,83) = -0.0267671937009047754388218852625000000000
Their sum is = -0.0385006081471328316021591356078000000000
The constant M(23,14) is = -0.0385006081471328316021591356077000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(23,15) has to be equal to the sum of: 
M(92,15) = -0.0236553758273744841831343194487000000000
M(92,61) = -0.0217915830171756617073474232078000000000
Their sum is = -0.0454469588445501458904817426565000000000
The constant M(23,15) is = -0.0454469588445501458904817426565000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,16) has to be equal to the sum of: 
M(92,39) = -0.0263740441999522797581522166789000000000
M(92,85) = -0.0392303910196332328473945455515000000000
Their sum is = -0.065604435219585512605546762230399999999
The constant M(23,16) is = -0.065604435219585512605546762230400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(23,17) has to be equal to the sum of: 
M(92,17) = 0.0316629767773723241946833785428999999999
M(92,63) = -0.0391199368626976499894256410454000000000
Their sum is = -0.0074569600853253257947422625025000000000
The constant M(23,17) is = -0.0074569600853253257947422625024800000000
The difference (constant-sum) is = -2.000000006 E-32
**************************
The constant M(23,18) has to be equal to the sum of: 
M(92,41) = -0.0125104616277770467358401357064000000000
M(92,87) = -0.0319584959691256952690755242355000000000
Their sum is = -0.0444689575969027420049156599418999999998
The constant M(23,18) is = -0.0444689575969027420049156599419000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(23,19) has to be equal to the sum of: 
M(92,19) = 0.0144846773724790064626662662386000000000
M(92,65) = -0.0326479329523393171052268993590000000001
Their sum is = -0.0181632555798603106425606331204000000002
The constant M(23,19) is = -0.0181632555798603106425606331204000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(23,20) has to be equal to the sum of: 
M(92,43) = -0.0141264012851343381024518796809000000000
M(92,89) = -0.0226244488040933774789053825657000000000
Their sum is = -0.0367508500892277155813572622466000000000
The constant M(23,20) is = -0.0367508500892277155813572622467000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(23,21) has to be equal to the sum of: 
M(92,21) = -0.0294187482861813332308826292386000000000
M(92,67) = -0.0231515676671961278272024637626000000000
Their sum is = -0.0525703159533774610580850930012000000000
The constant M(23,21) is = -0.0525703159533774610580850930012000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,22) has to be equal to the sum of: 
M(92,45) = -0.0326864368067268719647023845697999999999
M(92,91) = -0.0369804910137447298914066789107000000000
Their sum is = -0.069666927820471601856109063480500000000
The constant M(23,22) is = -0.069666927820471601856109063480500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(46,1) has to be equal to the sum of: 
M(92,1) = -0.0365469858365401415516506139808000000000
M(92,47) = -0.0115357432310949321122412385543000000000
Their sum is = -0.0480827290676350736638918525351000000000
The constant M(46,1) is = -0.0480827290676350736638918525352000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(46,3) has to be equal to the sum of: 
M(92,3) = 0.293631070044969060284783676152000000001
M(92,49) = -0.0341383628099546952709133880639000000000
Their sum is = 0.259492707235014365013870288088100000001
The constant M(46,3) is = 0.259492707235014365013870288088000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(46,5) has to be equal to the sum of: 
M(92,5) = 0.174399554032714396993681075251000000000
M(92,51) = -0.0393717300202317934895369507212000000000
Their sum is = 0.135027824012482603504144124529800000000
The constant M(46,5) is = 0.135027824012482603504144124529999999999
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(46,7) has to be equal to the sum of: 
M(92,7) = 0.111136960069051705814505066915000000000
M(92,53) = -0.0218854407541088217696079167083000000000
Their sum is = 0.089251519314942884044897150206700000000
The constant M(46,7) is = 0.089251519314942884044897150206800000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(46,9) has to be equal to the sum of: 
M(92,9) = -0.0257552369831575078296689729572000000000
M(92,55) = -0.0354711815628210888486379129877000000000
Their sum is = -0.0612264185459785966783068859448999999998
The constant M(46,9) is = -0.0612264185459785966783068859450000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(46,11) has to be equal to the sum of: 
M(92,11) = 0.0609276863202830991621378669989000000000
M(92,57) = -0.0305771332580056976696603428228000000000
Their sum is = 0.0303505530622774014924775241761000000001
The constant M(46,11) is = 0.0303505530622774014924775241761000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(46,13) has to be equal to the sum of: 
M(92,13) = 0.0379231630307359207558039411548000000000
M(92,59) = -0.0184982470701939274948254192033000000000
Their sum is = 0.0194249159605419932609785219515000000001
The constant M(46,13) is = 0.0194249159605419932609785219515000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(46,15) has to be equal to the sum of: 
M(92,15) = -0.0236553758273744841831343194487000000000
M(92,61) = -0.0217915830171756617073474232078000000000
Their sum is = -0.0454469588445501458904817426565000000000
The constant M(46,15) is = -0.0454469588445501458904817426565000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(46,17) has to be equal to the sum of: 
M(92,17) = 0.0316629767773723241946833785428999999999
M(92,63) = -0.0391199368626976499894256410454000000000
Their sum is = -0.0074569600853253257947422625025000000000
The constant M(46,17) is = -0.0074569600853253257947422625024800000000
The difference (constant-sum) is = -2.000000006 E-32
**************************
The constant M(46,19) has to be equal to the sum of: 
M(92,19) = 0.0144846773724790064626662662386000000000
M(92,65) = -0.0326479329523393171052268993590000000001
Their sum is = -0.0181632555798603106425606331204000000002
The constant M(46,19) is = -0.0181632555798603106425606331204000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(46,21) has to be equal to the sum of: 
M(92,21) = -0.0294187482861813332308826292386000000000
M(92,67) = -0.0231515676671961278272024637626000000000
Their sum is = -0.0525703159533774610580850930012000000000
The constant M(46,21) is = -0.0525703159533774610580850930012000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(46,25) has to be equal to the sum of: 
M(92,25) = -0.0405009133672240217149445529541000000000
M(92,71) = -0.0184715737190979667798111427034000000000
Their sum is = -0.0589724870863219884947556956575000000000
The constant M(46,25) is = -0.0589724870863219884947556956574000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(46,27) has to be equal to the sum of: 
M(92,27) = -0.0361318602693069109713951083001000000000
M(92,73) = -0.0223972207482906523508712633439000000000
Their sum is = -0.0585290810175975633222663716440000000000
The constant M(46,27) is = -0.0585290810175975633222663716440000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(46,29) has to be equal to the sum of: 
M(92,29) = -0.0046653787160150760683257479207800000000
M(92,75) = -0.0338367344863001117710775935502000000000
Their sum is = -0.0385021132023151878394033414709799999998
The constant M(46,29) is = -0.0385021132023151878394033414710000000000
The difference (constant-sum) is = 2.000000029 E-32
**************************
The constant M(46,31) has to be equal to the sum of: 
M(92,31) = -0.0048701603903739583228154191181000000000
M(92,77) = -0.0408601900178035444683452400186000000000
Their sum is = -0.0457303504081775027911606591367000000000
The constant M(46,31) is = -0.0457303504081775027911606591367000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(46,33) has to be equal to the sum of: 
M(92,33) = -0.0373954598362617096745859133736000000000
M(92,79) = -0.0241984681734682457874414162100000000000
Their sum is = -0.0615939280097299554620273295836000000000
The constant M(46,33) is = -0.0615939280097299554620273295835000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(46,35) has to be equal to the sum of: 
M(92,35) = -0.0309001801535110906685724336625000000000
M(92,81) = -0.0333620107794810749959029337468000000000
Their sum is = -0.064262190932992165664475367409299999999
The constant M(46,35) is = -0.064262190932992165664475367409400000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(46,37) has to be equal to the sum of: 
M(92,37) = -0.0117334144462280561633372503453000000000
M(92,83) = -0.0267671937009047754388218852625000000000
Their sum is = -0.0385006081471328316021591356078000000000
The constant M(46,37) is = -0.0385006081471328316021591356077000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(46,39) has to be equal to the sum of: 
M(92,39) = -0.0263740441999522797581522166789000000000
M(92,85) = -0.0392303910196332328473945455515000000000
Their sum is = -0.065604435219585512605546762230399999999
The constant M(46,39) is = -0.065604435219585512605546762230400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(46,41) has to be equal to the sum of: 
M(92,41) = -0.0125104616277770467358401357064000000000
M(92,87) = -0.0319584959691256952690755242355000000000
Their sum is = -0.0444689575969027420049156599418999999998
The constant M(46,41) is = -0.0444689575969027420049156599419000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(46,43) has to be equal to the sum of: 
M(92,43) = -0.0141264012851343381024518796809000000000
M(92,89) = -0.0226244488040933774789053825657000000000
Their sum is = -0.0367508500892277155813572622466000000000
The constant M(46,43) is = -0.0367508500892277155813572622467000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(46,45) has to be equal to the sum of: 
M(92,45) = -0.0326864368067268719647023845697999999999
M(92,91) = -0.0369804910137447298914066789107000000000
Their sum is = -0.069666927820471601856109063480500000000
The constant M(46,45) is = -0.069666927820471601856109063480500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(3,1) has to be equal to the sum of: 
M(93,1) = -0.0289233389077598418658276919163000000000
M(93,4) = -0.0181729451882465131741994278887000000000
M(93,7) = 0.120491143996455788417327952952000000000
M(93,10) = -0.0212579494179208479865421950248000000000
M(93,13) = 0.0531291038491130076988751409406000000000
M(93,16) = -0.0212385536845049291910445146609000000000
M(93,19) = 0.0225231684184971169636304930219000000000
M(93,22) = -0.0274685426911771123190278493740000000000
M(93,25) = -0.0239379736897400215891100878261000000000
M(93,28) = -0.0284776978282995921382486648436000000000
M(93,34) = -0.0197467757536207177766412583697000000000
M(93,37) = 0.00194736318617689781549160229491000000000
M(93,40) = -0.0284862997480917240802244728090000000000
M(93,43) = -0.00220637951427425637646591435244000000000
M(93,46) = -0.0234466314487445137870638954043000000000
M(93,49) = -0.0294624852351293385056423317171000000000
M(93,52) = -0.0299975452077697707727797386627000000000
M(93,55) = -0.0264720463729878274206572156165000000000
M(93,58) = -0.0197934727391379302434372992010000000000
M(93,61) = -0.0118511842624810666765562511977000000000
M(93,64) = -0.0244272141263002196197024721639000000000
M(93,67) = -0.0137756252973785614513706164167000000000
M(93,70) = -0.0222974033734927533385647296824000000000
M(93,73) = -0.0175114393935940112730551542721000000000
M(93,76) = -0.0296514414343503798389846341986000000000
M(93,79) = -0.0174084161206325541533264516689000000000
M(93,82) = -0.0289742351076064739796123419259000000000
M(93,85) = -0.0227461076428705754171847664257000000000
M(93,88) = -0.0229190873940368305774325566602000000000
M(93,91) = -0.0265885318956666087203367402600000000000
And of the summand: 1/31
Their sum is = -0.356890479509443129119649567200797741928
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 2.022580721 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(93,2) = 0.475249036414835593157681353982000000000
M(93,5) = 0.174968767688343509570354751974000000000
M(93,8) = -0.0210734546406720081287574394482000000000
M(93,11) = 0.068646091828178818065346563081999999999
M(93,14) = -0.0169115850803290036271029593637999999999
M(93,17) = 0.0309571257789445694168906531903000000000
M(93,20) = -0.0210222620849318490361413054702000000000
M(93,23) = 0.0121191837682043936570969112895000000000
M(93,26) = -0.0275241995936594791382764682790000000000
M(93,29) = 0.0065793692623240972831976443730000000000
M(93,32) = -0.0277446094297896654679816492732000000000
M(93,35) = -0.0302381633553075208516401466134000000000
M(93,38) = -0.0192550975913066256914056580174000000000
M(93,41) = -0.00088083282861010202214147057871400000000
M(93,44) = -0.0215928471139953549647473062668000000000
M(93,47) = -0.00311753505726198463440361115515000000000
M(93,50) = -0.0305103137374220885999621505045000000000
M(93,53) = -0.0085536974733759534393417104550800000000
M(93,56) = -0.0236010881452262099874492717615000000000
M(93,59) = -0.0107982249989587096175470471985000000000
M(93,65) = -0.0260851704719371399382159152437000000000
M(93,68) = -0.0273627549487822793116067851784000000000
M(93,71) = -0.0116535918991022453975988462887000000000
M(93,74) = -0.0211774685808749124373641835181000000000
M(93,77) = -0.0263844220777531152547111082180000000000
M(93,80) = -0.0233701773083359861411645129921000000000
M(93,83) = -0.0133712794436677590876007154234000000000
M(93,86) = -0.0256501569447125570569494525541000000000
M(93,89) = -0.0177228618445175037365899234396000000000
M(93,92) = -0.0278634210665483480401251681730000000000
Their sum is = 0.285054359023752579541743072476256000017
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -7.439999824 E-31
**************************
The constant M(31,1) has to be equal to the sum of: 
M(93,1) = -0.0289233389077598418658276919163000000000
M(93,32) = -0.0277446094297896654679816492732000000000
Their sum is = -0.0566679483375495073338093411895000000000
The constant M(31,1) is = -0.0566679483375495073338093411895000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(31,2) has to be equal to the sum of: 
M(93,2) = 0.475249036414835593157681353982000000000
M(93,64) = -0.0244272141263002196197024721639000000000
Their sum is = 0.450821822288535373537978881818100000000
The constant M(31,2) is = 0.450821822288535373537978881819000000000
The difference (constant-sum) is = -8.99999999 E-31
**************************
The constant M(31,3) has to be equal to the sum of: 
M(93,34) = -0.0197467757536207177766412583697000000000
M(93,65) = -0.0260851704719371399382159152437000000000
And of the summand: 1/3
Their sum is = 0.287501387107775475618476159719933333334
The constant M(31,3) is = 0.287501387107775475618476159720000000001
The difference (constant-sum) is = -6.66666663 E-32
**************************
The constant M(31,4) has to be equal to the sum of: 
M(93,4) = -0.0181729451882465131741994278887000000000
M(93,35) = -0.0302381633553075208516401466134000000000
Their sum is = -0.0484111085435540340258395745021000000000
The constant M(31,4) is = -0.0484111085435540340258395745021000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,5) has to be equal to the sum of: 
M(93,5) = 0.174968767688343509570354751974000000000
M(93,67) = -0.0137756252973785614513706164167000000000
Their sum is = 0.161193142390964948118984135557300000000
The constant M(31,5) is = 0.161193142390964948118984135557000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(31,6) has to be equal to the sum of: 
M(93,37) = 0.00194736318617689781549160229491000000000
M(93,68) = -0.0273627549487822793116067851784000000000
Their sum is = -0.0254153917626053814961151828834900000000
The constant M(31,6) is = -0.0254153917626053814961151828834000000000
The difference (constant-sum) is = -8.99999999 E-32
**************************
The constant M(31,7) has to be equal to the sum of: 
M(93,7) = 0.120491143996455788417327952952000000000
M(93,38) = -0.0192550975913066256914056580174000000000
Their sum is = 0.101236046405149162725922294934600000000
The constant M(31,7) is = 0.101236046405149162725922294934000000000
The difference (constant-sum) is = 6.000000006 E-31
**************************
The constant M(31,8) has to be equal to the sum of: 
M(93,8) = -0.0210734546406720081287574394482000000000
M(93,70) = -0.0222974033734927533385647296824000000000
Their sum is = -0.0433708580141647614673221691306000000000
The constant M(31,8) is = -0.0433708580141647614673221691307000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(31,9) has to be equal to the sum of: 
M(93,40) = -0.0284862997480917240802244728090000000000
M(93,71) = -0.0116535918991022453975988462887000000000
Their sum is = -0.0401398916471939694778233190977000000000
The constant M(31,9) is = -0.0401398916471939694778233190976000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(31,10) has to be equal to the sum of: 
M(93,10) = -0.0212579494179208479865421950248000000000
M(93,41) = -0.00088083282861010202214147057871400000000
Their sum is = -0.0221387822465309500086836656035139999999
The constant M(31,10) is = -0.0221387822465309500086836656036000000000
The difference (constant-sum) is = 8.60000000 E-32
**************************
The constant M(31,11) has to be equal to the sum of: 
M(93,11) = 0.068646091828178818065346563081999999999
M(93,73) = -0.0175114393935940112730551542721000000000
Their sum is = 0.0511346524345848067922914088098999999998
The constant M(31,11) is = 0.0511346524345848067922914088100000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(31,12) has to be equal to the sum of: 
M(93,43) = -0.00220637951427425637646591435244000000000
M(93,74) = -0.0211774685808749124373641835181000000000
Their sum is = -0.0233838480951491688138300978705400000000
The constant M(31,12) is = -0.0233838480951491688138300978705000000000
The difference (constant-sum) is = -4.000000004 E-32
**************************
The constant M(31,13) has to be equal to the sum of: 
M(93,13) = 0.0531291038491130076988751409406000000000
M(93,44) = -0.0215928471139953549647473062668000000000
Their sum is = 0.0315362567351176527341278346737999999999
The constant M(31,13) is = 0.0315362567351176527341278346738000000001
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(31,14) has to be equal to the sum of: 
M(93,14) = -0.0169115850803290036271029593637999999999
M(93,76) = -0.0296514414343503798389846341986000000000
Their sum is = -0.0465630265146793834660875935624000000000
The constant M(31,14) is = -0.0465630265146793834660875935624000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,15) has to be equal to the sum of: 
M(93,46) = -0.0234466314487445137870638954043000000000
M(93,77) = -0.0263844220777531152547111082180000000000
Their sum is = -0.0498310535264976290417750036223000000000
The constant M(31,15) is = -0.0498310535264976290417750036223000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,16) has to be equal to the sum of: 
M(93,16) = -0.0212385536845049291910445146609000000000
M(93,47) = -0.00311753505726198463440361115515000000000
Their sum is = -0.0243560887417669138254481258160500000000
The constant M(31,16) is = -0.0243560887417669138254481258160000000000
The difference (constant-sum) is = -5.00000000 E-32
**************************
The constant M(31,17) has to be equal to the sum of: 
M(93,17) = 0.0309571257789445694168906531903000000000
M(93,79) = -0.0174084161206325541533264516689000000000
Their sum is = 0.0135487096583120152635642015213999999999
The constant M(31,17) is = 0.0135487096583120152635642015214000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(31,18) has to be equal to the sum of: 
M(93,49) = -0.0294624852351293385056423317171000000000
M(93,80) = -0.0233701773083359861411645129921000000000
Their sum is = -0.0528326625434653246468068447092000000000
The constant M(31,18) is = -0.0528326625434653246468068447092000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,19) has to be equal to the sum of: 
M(93,19) = 0.0225231684184971169636304930219000000000
M(93,50) = -0.0305103137374220885999621505045000000000
Their sum is = -0.0079871453189249716363316574826000000000
The constant M(31,19) is = -0.0079871453189249716363316574825899999999
The difference (constant-sum) is = -1.000000005 E-32
**************************
The constant M(31,20) has to be equal to the sum of: 
M(93,20) = -0.0210222620849318490361413054702000000000
M(93,82) = -0.0289742351076064739796123419259000000000
Their sum is = -0.0499964971925383230157536473961000000000
The constant M(31,20) is = -0.0499964971925383230157536473961000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,21) has to be equal to the sum of: 
M(93,52) = -0.0299975452077697707727797386627000000000
M(93,83) = -0.0133712794436677590876007154234000000000
Their sum is = -0.0433688246514375298603804540861000000000
The constant M(31,21) is = -0.0433688246514375298603804540861000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,22) has to be equal to the sum of: 
M(93,22) = -0.0274685426911771123190278493740000000000
M(93,53) = -0.0085536974733759534393417104550800000000
Their sum is = -0.0360222401645530657583695598290799999998
The constant M(31,22) is = -0.0360222401645530657583695598291000000000
The difference (constant-sum) is = 2.000000011 E-32
**************************
The constant M(31,23) has to be equal to the sum of: 
M(93,23) = 0.0121191837682043936570969112895000000000
M(93,85) = -0.0227461076428705754171847664257000000000
Their sum is = -0.0106269238746661817600878551362000000000
The constant M(31,23) is = -0.0106269238746661817600878551362000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,24) has to be equal to the sum of: 
M(93,55) = -0.0264720463729878274206572156165000000000
M(93,86) = -0.0256501569447125570569494525541000000000
Their sum is = -0.0521222033177003844776066681706000000000
The constant M(31,24) is = -0.0521222033177003844776066681706000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,25) has to be equal to the sum of: 
M(93,25) = -0.0239379736897400215891100878261000000000
M(93,56) = -0.0236010881452262099874492717615000000000
Their sum is = -0.0475390618349662315765593595875999999998
The constant M(31,25) is = -0.0475390618349662315765593595876000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(31,26) has to be equal to the sum of: 
M(93,26) = -0.0275241995936594791382764682790000000000
M(93,88) = -0.0229190873940368305774325566602000000000
Their sum is = -0.0504432869876963097157090249392000000000
The constant M(31,26) is = -0.0504432869876963097157090249393000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(31,27) has to be equal to the sum of: 
M(93,58) = -0.0197934727391379302434372992010000000000
M(93,89) = -0.0177228618445175037365899234396000000000
Their sum is = -0.0375163345836554339800272226406000000000
The constant M(31,27) is = -0.0375163345836554339800272226406000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,28) has to be equal to the sum of: 
M(93,28) = -0.0284776978282995921382486648436000000000
M(93,59) = -0.0107982249989587096175470471985000000000
Their sum is = -0.0392759228272583017557957120421000000000
The constant M(31,28) is = -0.0392759228272583017557957120422000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(31,29) has to be equal to the sum of: 
M(93,29) = 0.0065793692623240972831976443730000000000
M(93,91) = -0.0265885318956666087203367402600000000000
Their sum is = -0.0200091626333425114371390958870000000000
The constant M(31,29) is = -0.0200091626333425114371390958870000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,30) has to be equal to the sum of: 
M(93,61) = -0.0118511842624810666765562511977000000000
M(93,92) = -0.0278634210665483480401251681730000000000
Their sum is = -0.0397146053290294147166814193707000000000
The constant M(31,30) is = -0.0397146053290294147166814193707000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(94,1) = -0.0349255469870738957139230357598000000000
M(94,3) = 0.310748644609182286214774547743000000000
M(94,5) = 0.166917674110251243475303810099000000000
M(94,7) = 0.117064664390914560910070182886000000000
M(94,9) = -0.0252820750543983696623527268073000000000
M(94,11) = 0.0579212395183440856928601997951000000000
M(94,13) = 0.0499495619865152470844144350553000000000
M(94,15) = -0.0302811857735460630603702043194000000000
M(94,17) = 0.0212496974559292876343936642363000000000
M(94,19) = 0.0202586181181924187386046306782000000000
M(94,21) = -0.0369613710395166051854027649348000000000
M(94,23) = 0.0087244800580869558143182584153800000000
M(94,25) = -0.0355183389568826767428483980828000000000
M(94,27) = -0.0403496215591503677549820176480000000000
M(94,29) = 0.000159314859312884913877467697995999999999
M(94,31) = -0.0052792272869081932304078520398300000000
M(94,33) = -0.0292932115000980785158537033558000000000
M(94,35) = -0.0317445836744101320411987529471999999999
M(94,37) = -0.00388532429928706713461528514563000000000
M(94,39) = -0.0363225919251680596655489115821000000000
M(94,41) = -0.0118963258936323080460361354322000000000
M(94,43) = -0.0051395859300471920268367368057200000000
M(94,45) = -0.0269522243210401005183731562030000000000
M(94,49) = -0.0381599966900080480896310777998000000000
M(94,51) = -0.0348444730856003784152763479991000000000
M(94,53) = -0.0149461794738645466841860531913000000000
M(94,55) = -0.0278555472085499462544215761211000000000
M(94,57) = -0.0306229018326726343766941669287000000000
M(94,59) = -0.0229474908686210638578070136678000000000
M(94,61) = -0.0222924557846060856370002855553000000000
M(94,63) = -0.0298956086263589571008628425965000000000
M(94,65) = -0.0379615424555931595293219385131000000000
M(94,67) = -0.0206130044500999053264456630163000000000
M(94,69) = -0.0279901878765323389097379331017000000000
M(94,71) = -0.0230160712129899593426637310564000000000
M(94,73) = -0.0185028755788315842826019681893000000000
M(94,75) = -0.0347526468377501151623940314202000000000
M(94,77) = -0.0355285039262149737261674545992000000000
M(94,79) = -0.0206749934011537530983677179064000000000
M(94,81) = -0.0347349501071108937091180390318000000000
M(94,83) = -0.0237369989665539578971093004958000000000
M(94,85) = -0.0289001553458269499702435386775000000000
M(94,87) = -0.0330492510293304103211034809946000000000
M(94,89) = -0.0261584301313359267460681785482000000000
M(94,91) = -0.0370658862630970480222606239544000000000
M(94,93) = -0.0346919126499052920287875008022000000000
And of the summand: 1/47
Their sum is = -0.238502787152357216244573161389961446797
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 1.342694151 E-30
**************************
The constant M(47,1) has to be equal to the sum of: 
M(94,1) = -0.0349255469870738957139230357598000000000
Their sum is = -0.0349255469870738957139230357598000000000
The constant M(47,1) is = -0.0349255469870738957139230357598000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,2) has to be equal to the sum of: 
M(94,49) = -0.0381599966900080480896310777998000000000
And of the summand: 1/2
Their sum is = 0.461840003309991951910368922200200000000
The constant M(47,2) is = 0.461840003309991951910368922200000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(47,3) has to be equal to the sum of: 
M(94,3) = 0.310748644609182286214774547743000000000
Their sum is = 0.310748644609182286214774547743000000000
The constant M(47,3) is = 0.310748644609182286214774547743000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(47,4) has to be equal to the sum of: 
M(94,51) = -0.0348444730856003784152763479991000000000
Their sum is = -0.0348444730856003784152763479991000000000
The constant M(47,4) is = -0.0348444730856003784152763479991000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,5) has to be equal to the sum of: 
M(94,5) = 0.166917674110251243475303810099000000000
Their sum is = 0.166917674110251243475303810099000000000
The constant M(47,5) is = 0.166917674110251243475303810099000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(47,6) has to be equal to the sum of: 
M(94,53) = -0.0149461794738645466841860531913000000000
Their sum is = -0.0149461794738645466841860531913000000000
The constant M(47,6) is = -0.0149461794738645466841860531913000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,7) has to be equal to the sum of: 
M(94,7) = 0.117064664390914560910070182886000000000
Their sum is = 0.117064664390914560910070182886000000000
The constant M(47,7) is = 0.117064664390914560910070182886000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(47,8) has to be equal to the sum of: 
M(94,55) = -0.0278555472085499462544215761211000000000
Their sum is = -0.0278555472085499462544215761211000000000
The constant M(47,8) is = -0.0278555472085499462544215761211000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,9) has to be equal to the sum of: 
M(94,9) = -0.0252820750543983696623527268073000000000
Their sum is = -0.0252820750543983696623527268073000000000
The constant M(47,9) is = -0.0252820750543983696623527268073000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,10) has to be equal to the sum of: 
M(94,57) = -0.0306229018326726343766941669287000000000
Their sum is = -0.0306229018326726343766941669287000000000
The constant M(47,10) is = -0.0306229018326726343766941669287000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,11) has to be equal to the sum of: 
M(94,11) = 0.0579212395183440856928601997951000000000
Their sum is = 0.0579212395183440856928601997951000000000
The constant M(47,11) is = 0.0579212395183440856928601997951000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,12) has to be equal to the sum of: 
M(94,59) = -0.0229474908686210638578070136678000000000
Their sum is = -0.0229474908686210638578070136678000000000
The constant M(47,12) is = -0.0229474908686210638578070136678000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,13) has to be equal to the sum of: 
M(94,13) = 0.0499495619865152470844144350553000000000
Their sum is = 0.0499495619865152470844144350553000000000
The constant M(47,13) is = 0.0499495619865152470844144350553000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,14) has to be equal to the sum of: 
M(94,61) = -0.0222924557846060856370002855553000000000
Their sum is = -0.0222924557846060856370002855553000000000
The constant M(47,14) is = -0.0222924557846060856370002855553000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,15) has to be equal to the sum of: 
M(94,15) = -0.0302811857735460630603702043194000000000
Their sum is = -0.0302811857735460630603702043194000000000
The constant M(47,15) is = -0.0302811857735460630603702043194000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,16) has to be equal to the sum of: 
M(94,63) = -0.0298956086263589571008628425965000000000
Their sum is = -0.0298956086263589571008628425965000000000
The constant M(47,16) is = -0.0298956086263589571008628425965000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,17) has to be equal to the sum of: 
M(94,17) = 0.0212496974559292876343936642363000000000
Their sum is = 0.0212496974559292876343936642363000000000
The constant M(47,17) is = 0.0212496974559292876343936642363000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,18) has to be equal to the sum of: 
M(94,65) = -0.0379615424555931595293219385131000000000
Their sum is = -0.0379615424555931595293219385131000000000
The constant M(47,18) is = -0.0379615424555931595293219385131000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,19) has to be equal to the sum of: 
M(94,19) = 0.0202586181181924187386046306782000000000
Their sum is = 0.0202586181181924187386046306782000000000
The constant M(47,19) is = 0.0202586181181924187386046306782000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,20) has to be equal to the sum of: 
M(94,67) = -0.0206130044500999053264456630163000000000
Their sum is = -0.0206130044500999053264456630163000000000
The constant M(47,20) is = -0.0206130044500999053264456630163000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,21) has to be equal to the sum of: 
M(94,21) = -0.0369613710395166051854027649348000000000
Their sum is = -0.0369613710395166051854027649348000000000
The constant M(47,21) is = -0.0369613710395166051854027649348000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,22) has to be equal to the sum of: 
M(94,69) = -0.0279901878765323389097379331017000000000
Their sum is = -0.0279901878765323389097379331017000000000
The constant M(47,22) is = -0.0279901878765323389097379331017000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,23) has to be equal to the sum of: 
M(94,23) = 0.0087244800580869558143182584153800000000
Their sum is = 0.0087244800580869558143182584153800000000
The constant M(47,23) is = 0.0087244800580869558143182584153800000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,24) has to be equal to the sum of: 
M(94,71) = -0.0230160712129899593426637310564000000000
Their sum is = -0.0230160712129899593426637310564000000000
The constant M(47,24) is = -0.0230160712129899593426637310564000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,25) has to be equal to the sum of: 
M(94,25) = -0.0355183389568826767428483980828000000000
Their sum is = -0.0355183389568826767428483980828000000000
The constant M(47,25) is = -0.0355183389568826767428483980828000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,26) has to be equal to the sum of: 
M(94,73) = -0.0185028755788315842826019681893000000000
Their sum is = -0.0185028755788315842826019681893000000000
The constant M(47,26) is = -0.0185028755788315842826019681893000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,27) has to be equal to the sum of: 
M(94,27) = -0.0403496215591503677549820176480000000000
Their sum is = -0.0403496215591503677549820176480000000000
The constant M(47,27) is = -0.0403496215591503677549820176480000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,28) has to be equal to the sum of: 
M(94,75) = -0.0347526468377501151623940314202000000000
Their sum is = -0.0347526468377501151623940314202000000000
The constant M(47,28) is = -0.0347526468377501151623940314202000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,29) has to be equal to the sum of: 
M(94,29) = 0.000159314859312884913877467697995999999999
Their sum is = 0.000159314859312884913877467697995999999999
The constant M(47,29) is = 0.000159314859312884913877467697995999999999
The difference (constant-sum) is = 0.E-42
**************************
The constant M(47,30) has to be equal to the sum of: 
M(94,77) = -0.0355285039262149737261674545992000000000
Their sum is = -0.0355285039262149737261674545992000000000
The constant M(47,30) is = -0.0355285039262149737261674545992000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,31) has to be equal to the sum of: 
M(94,31) = -0.0052792272869081932304078520398300000000
Their sum is = -0.0052792272869081932304078520398300000000
The constant M(47,31) is = -0.0052792272869081932304078520398300000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,32) has to be equal to the sum of: 
M(94,79) = -0.0206749934011537530983677179064000000000
Their sum is = -0.0206749934011537530983677179064000000000
The constant M(47,32) is = -0.0206749934011537530983677179064000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,33) has to be equal to the sum of: 
M(94,33) = -0.0292932115000980785158537033558000000000
Their sum is = -0.0292932115000980785158537033558000000000
The constant M(47,33) is = -0.0292932115000980785158537033558000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,34) has to be equal to the sum of: 
M(94,81) = -0.0347349501071108937091180390318000000000
Their sum is = -0.0347349501071108937091180390318000000000
The constant M(47,34) is = -0.0347349501071108937091180390318000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,35) has to be equal to the sum of: 
M(94,35) = -0.0317445836744101320411987529471999999999
Their sum is = -0.0317445836744101320411987529471999999999
The constant M(47,35) is = -0.0317445836744101320411987529471999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,36) has to be equal to the sum of: 
M(94,83) = -0.0237369989665539578971093004958000000000
Their sum is = -0.0237369989665539578971093004958000000000
The constant M(47,36) is = -0.0237369989665539578971093004958000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,37) has to be equal to the sum of: 
M(94,37) = -0.00388532429928706713461528514563000000000
Their sum is = -0.00388532429928706713461528514563000000000
The constant M(47,37) is = -0.00388532429928706713461528514563000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(47,38) has to be equal to the sum of: 
M(94,85) = -0.0289001553458269499702435386775000000000
Their sum is = -0.0289001553458269499702435386775000000000
The constant M(47,38) is = -0.0289001553458269499702435386775000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,39) has to be equal to the sum of: 
M(94,39) = -0.0363225919251680596655489115821000000000
Their sum is = -0.0363225919251680596655489115821000000000
The constant M(47,39) is = -0.0363225919251680596655489115821000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,40) has to be equal to the sum of: 
M(94,87) = -0.0330492510293304103211034809946000000000
Their sum is = -0.0330492510293304103211034809946000000000
The constant M(47,40) is = -0.0330492510293304103211034809946000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,41) has to be equal to the sum of: 
M(94,41) = -0.0118963258936323080460361354322000000000
Their sum is = -0.0118963258936323080460361354322000000000
The constant M(47,41) is = -0.0118963258936323080460361354322000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,42) has to be equal to the sum of: 
M(94,89) = -0.0261584301313359267460681785482000000000
Their sum is = -0.0261584301313359267460681785482000000000
The constant M(47,42) is = -0.0261584301313359267460681785482000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,43) has to be equal to the sum of: 
M(94,43) = -0.0051395859300471920268367368057200000000
Their sum is = -0.0051395859300471920268367368057200000000
The constant M(47,43) is = -0.0051395859300471920268367368057200000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,44) has to be equal to the sum of: 
M(94,91) = -0.0370658862630970480222606239544000000000
Their sum is = -0.0370658862630970480222606239544000000000
The constant M(47,44) is = -0.0370658862630970480222606239544000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,45) has to be equal to the sum of: 
M(94,45) = -0.0269522243210401005183731562030000000000
Their sum is = -0.0269522243210401005183731562030000000000
The constant M(47,45) is = -0.0269522243210401005183731562030000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,46) has to be equal to the sum of: 
M(94,93) = -0.0346919126499052920287875008022000000000
Their sum is = -0.0346919126499052920287875008022000000000
The constant M(47,46) is = -0.0346919126499052920287875008022000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(5,1) has to be equal to the sum of: 
M(95,1) = -0.0198135461814668874185619724865000000000
M(95,6) = -0.0168241648637502454063896947368000000000
M(95,11) = 0.064287726112182530538158111480900000000
M(95,16) = -0.0254440213727481596016802554857000000000
M(95,21) = -0.0193437885580691636554497875382000000000
M(95,26) = -0.0209557962706122659823625381076000000000
M(95,31) = 0.0079795075198942736752066012483000000000
M(95,36) = -0.0183156512406996642883476088495000000000
M(95,41) = 0.000100102794375744899489350680973000000000
M(95,46) = -0.0222343463607779235334735825857000000000
M(95,51) = -0.0183182270350637910661514632087000000000
M(95,56) = -0.0184870737582260961512108931824000000000
M(95,61) = -0.0044278544894175375969276846519000000000
M(95,66) = -0.0246994661259635570708496965344000000000
M(95,71) = -0.0108933582626794174574223130436000000000
M(95,81) = -0.0202820087733671526195838009012000000000
M(95,86) = -0.0192436343841930482123228162088000000000
M(95,91) = -0.0219188487366766221914878995871000000000
Their sum is = -0.208834449987258983139367943697926999997
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 7.30000028 E-32
**************************
The constant M(5,2) has to be equal to the sum of: 
M(95,2) = 0.485245909648186036815491227160000000000
M(95,7) = 0.122174795924354590907458896823000000000
M(95,12) = -0.0150931647694536357803106182892000000000
M(95,17) = 0.0358476858438841332481997665691000000000
M(95,22) = -0.0217020207057420825196950359239000000000
M(95,27) = -0.0257426694802004027226887193020000000000
M(95,32) = -0.0159511607023865304468408515159000000000
M(95,37) = 0.0074994893419642914481679174051400000000
M(95,42) = -0.0179500956119097594281345727365000000000
M(95,47) = -0.00294375960041479566527368829758000000000
M(95,52) = -0.0226125983043194712800648463389000000000
M(95,62) = -0.0160799398639228604047910167378000000000
M(95,67) = -0.0074192511878858009841927630089800000000
M(95,72) = -0.0190287565545880097277580493134000000000
M(95,77) = -0.0224385655690946243082325038537000000000
M(95,82) = -0.0215116670825443240219818015117000000000
M(95,87) = -0.0218546396049109864218482967371000000000
M(95,92) = -0.0243431153690405505454622160991000000000
Their sum is = 0.396096476351975218162042828291480000012
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = -5.199999888 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(95,3) = 0.314799623437068117022386815634000000000
M(95,8) = -0.0116925265572924342187561508777000000000
M(95,13) = 0.0517548474492192105914121015923000000000
M(95,18) = -0.0158754673060944002552211494783000000000
M(95,23) = 0.0194193936991622957259197309435000000000
M(95,28) = -0.0210912929731242948229126971078000000000
M(95,33) = -0.0214924028413369228735282920700000000000
M(95,43) = 0.00178168783865870779497115981574000000000
M(95,48) = -0.0234344572624763502256816363049000000000
M(95,53) = -0.0057999597963506185947851777968200000000
M(95,58) = -0.0270048313802884576043629989618000000000
M(95,63) = -0.0229889115734185657177501958214000000000
M(95,68) = -0.0156971667257567583794269376926999999999
M(95,73) = -0.0082792990516461134652144519662600000000
M(95,78) = -0.0196512388272890666201962889672000000000
M(95,83) = -0.0110998452147402450592184703038000000000
M(95,88) = -0.0227750375117193721568738540708000000000
M(95,93) = -0.0222227113607979712942578778462000000000
Their sum is = 0.138650404041776759846503628719860000005
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = -1.399999945 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(95,4) = -0.0230515254275502521578360999187000000000
M(95,9) = -0.0195598173770782794714266801801000000000
M(95,14) = -0.0176049799880506650336343351033000000000
M(95,24) = -0.0243093582082771108696205956829000000000
M(95,29) = 0.0113348068951620448765863868951000000000
M(95,34) = -0.0247324031874291883151625692520000000000
M(95,39) = -0.0207112794805409811925915633704000000000
M(95,44) = -0.0191670565756558507827949434744000000000
M(95,49) = -0.0201842426959549696531759706370000000000
M(95,54) = -0.0189560528389340441642640324638000000000
M(95,59) = -0.0073728263551412355252120105098300000000
M(95,64) = -0.0230395490238853778121082414097000000000
M(95,69) = -0.0234878845154638765574112528470000000000
M(95,74) = -0.0219731279928502828385527470816000000000
M(95,79) = -0.0086545984831080653064797475687800000000
M(95,84) = -0.0197205844079507767389297096598000000000
M(95,89) = -0.0127371493789467510005749626102000000000
M(95,94) = -0.0231191674645629696231941787787000000000
And of the summand: 1/19
Their sum is = -0.264415217558850211113751674705741578939
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 2.584210616 E-31
**************************
The constant M(19,1) has to be equal to the sum of: 
M(95,1) = -0.0198135461814668874185619724865000000000
M(95,39) = -0.0207112794805409811925915633704000000000
M(95,58) = -0.0270048313802884576043629989618000000000
M(95,77) = -0.0224385655690946243082325038537000000000
Their sum is = -0.089968222611390950523749038672399999999
The constant M(19,1) is = -0.089968222611390950523749038672500000000
The difference (constant-sum) is = 1.000000005 E-31
**************************
The constant M(19,2) has to be equal to the sum of: 
M(95,2) = 0.485245909648186036815491227160000000000
M(95,21) = -0.0193437885580691636554497875382000000000
M(95,59) = -0.0073728263551412355252120105098300000000
M(95,78) = -0.0196512388272890666201962889672000000000
Their sum is = 0.438878055907686571014633140144770000002
The constant M(19,2) is = 0.438878055907686571014633140145000000000
The difference (constant-sum) is = -2.299999974 E-31
**************************
The constant M(19,3) has to be equal to the sum of: 
M(95,3) = 0.314799623437068117022386815634000000000
M(95,22) = -0.0217020207057420825196950359239000000000
M(95,41) = 0.000100102794375744899489350680973000000000
M(95,79) = -0.0086545984831080653064797475687800000000
Their sum is = 0.284543107042593714095701382822293000002
The constant M(19,3) is = 0.284543107042593714095701382823000000000
The difference (constant-sum) is = -7.069999974 E-31
**************************
The constant M(19,4) has to be equal to the sum of: 
M(95,4) = -0.0230515254275502521578360999187000000000
M(95,23) = 0.0194193936991622957259197309435000000000
M(95,42) = -0.0179500956119097594281345727365000000000
M(95,61) = -0.0044278544894175375969276846519000000000
Their sum is = -0.0260100818297152534569786263635999999999
The constant M(19,4) is = -0.0260100818297152534569786263636000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(19,5) has to be equal to the sum of: 
M(95,24) = -0.0243093582082771108696205956829000000000
M(95,43) = 0.00178168783865870779497115981574000000000
M(95,62) = -0.0160799398639228604047910167378000000000
M(95,81) = -0.0202820087733671526195838009012000000000
And of the summand: 1/5
Their sum is = 0.141110380993091583900975746493840000000
The constant M(19,5) is = 0.141110380993091583900975746493999999999
The difference (constant-sum) is = -1.599999994 E-31
**************************
The constant M(19,6) has to be equal to the sum of: 
M(95,6) = -0.0168241648637502454063896947368000000000
M(95,44) = -0.0191670565756558507827949434744000000000
M(95,63) = -0.0229889115734185657177501958214000000000
M(95,82) = -0.0215116670825443240219818015117000000000
Their sum is = -0.080491800095368985928916635544299999999
The constant M(19,6) is = -0.080491800095368985928916635544200000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(19,7) has to be equal to the sum of: 
M(95,7) = 0.122174795924354590907458896823000000000
M(95,26) = -0.0209557962706122659823625381076000000000
M(95,64) = -0.0230395490238853778121082414097000000000
M(95,83) = -0.0110998452147402450592184703038000000000
Their sum is = 0.067079605415116702053769647001900000000
The constant M(19,7) is = 0.067079605415116702053769647002100000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(19,8) has to be equal to the sum of: 
M(95,8) = -0.0116925265572924342187561508777000000000
M(95,27) = -0.0257426694802004027226887193020000000000
M(95,46) = -0.0222343463607779235334735825857000000000
M(95,84) = -0.0197205844079507767389297096598000000000
Their sum is = -0.079390126806221537213848162425199999999
The constant M(19,8) is = -0.079390126806221537213848162425200000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(19,9) has to be equal to the sum of: 
M(95,9) = -0.0195598173770782794714266801801000000000
M(95,28) = -0.0210912929731242948229126971078000000000
M(95,47) = -0.00294375960041479566527368829758000000000
M(95,66) = -0.0246994661259635570708496965344000000000
Their sum is = -0.068294336076580927030462762119879999999
The constant M(19,9) is = -0.068294336076580927030462762119800000000
The difference (constant-sum) is = -7.99999997 E-32
**************************
The constant M(19,10) has to be equal to the sum of: 
M(95,29) = 0.0113348068951620448765863868951000000000
M(95,48) = -0.0234344572624763502256816363049000000000
M(95,67) = -0.0074192511878858009841927630089800000000
M(95,86) = -0.0192436343841930482123228162088000000000
Their sum is = -0.0387625359393931545456108286275800000002
The constant M(19,10) is = -0.0387625359393931545456108286277000000000
The difference (constant-sum) is = 1.199999999 E-31
**************************
The constant M(19,11) has to be equal to the sum of: 
M(95,11) = 0.064287726112182530538158111480900000000
M(95,49) = -0.0201842426959549696531759706370000000000
M(95,68) = -0.0156971667257567583794269376926999999999
M(95,87) = -0.0218546396049109864218482967371000000000
Their sum is = 0.0065516770855598160837069064141000000000
The constant M(19,11) is = 0.0065516770855598160837069064142600000000
The difference (constant-sum) is = -1.5999999994166563982 E-31
**************************
The constant M(19,12) has to be equal to the sum of: 
M(95,12) = -0.0150931647694536357803106182892000000000
M(95,31) = 0.0079795075198942736752066012483000000000
M(95,69) = -0.0234878845154638765574112528470000000000
M(95,88) = -0.0227750375117193721568738540708000000000
Their sum is = -0.0533765792767426108193891239587000000000
The constant M(19,12) is = -0.0533765792767426108193891239587000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(19,13) has to be equal to the sum of: 
M(95,13) = 0.0517548474492192105914121015923000000000
M(95,32) = -0.0159511607023865304468408515159000000000
M(95,51) = -0.0183182270350637910661514632087000000000
M(95,89) = -0.0127371493789467510005749626102000000000
Their sum is = 0.0047483103328221380778448242575000000001
The constant M(19,13) is = 0.0047483103328221380778448242575200000000
The difference (constant-sum) is = -1.999999988 E-32
**************************
The constant M(19,14) has to be equal to the sum of: 
M(95,14) = -0.0176049799880506650336343351033000000000
M(95,33) = -0.0214924028413369228735282920700000000000
M(95,52) = -0.0226125983043194712800648463389000000000
M(95,71) = -0.0108933582626794174574223130436000000000
Their sum is = -0.072603339396386476644649786555799999999
The constant M(19,14) is = -0.072603339396386476644649786555900000000
The difference (constant-sum) is = 1.000000005 E-31
**************************
The constant M(19,15) has to be equal to the sum of: 
M(95,34) = -0.0247324031874291883151625692520000000000
M(95,53) = -0.0057999597963506185947851777968200000000
M(95,72) = -0.0190287565545880097277580493134000000000
M(95,91) = -0.0219188487366766221914878995871000000000
Their sum is = -0.071479968275044438829193695949320000000
The constant M(19,15) is = -0.071479968275044438829193695949200000000
The difference (constant-sum) is = -1.199999999 E-31
**************************
The constant M(19,16) has to be equal to the sum of: 
M(95,16) = -0.0254440213727481596016802554857000000000
M(95,54) = -0.0189560528389340441642640324638000000000
M(95,73) = -0.0082792990516461134652144519662600000000
M(95,92) = -0.0243431153690405505454622160991000000000
Their sum is = -0.077022488632368867776620956014859999999
The constant M(19,16) is = -0.077022488632368867776620956014900000000
The difference (constant-sum) is = 4.000000059 E-32
**************************
The constant M(19,17) has to be equal to the sum of: 
M(95,17) = 0.0358476858438841332481997665691000000000
M(95,36) = -0.0183156512406996642883476088495000000000
M(95,74) = -0.0219731279928502828385527470816000000000
M(95,93) = -0.0222227113607979712942578778462000000000
Their sum is = -0.0266638047504637851729584672082000000000
The constant M(19,17) is = -0.0266638047504637851729584672082000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(19,18) has to be equal to the sum of: 
M(95,18) = -0.0158754673060944002552211494783000000000
M(95,37) = 0.0074994893419642914481679174051400000000
M(95,56) = -0.0184870737582260961512108931824000000000
M(95,94) = -0.0231191674645629696231941787787000000000
Their sum is = -0.0499822191869191745814583040342600000000
The constant M(19,18) is = -0.0499822191869191745814583040343000000000
The difference (constant-sum) is = 4.000000004 E-32
**************************
The constant M(2,1) has to be equal to the sum of: 
M(96,1) = -0.0417876211784385611805875756868000000000
M(96,5) = 0.162056141033836913555110710080000000000
M(96,7) = 0.100803509499900111521769942922000000000
M(96,11) = 0.0459736420039055350161738004936000000000
M(96,13) = 0.0293169619341097711701447916378000000000
M(96,17) = 0.0121164708791075744096628087123000000000
M(96,19) = 0.0049108909560789464402529789688300000000
M(96,23) = -0.0090098873809420274655168969723200000000
M(96,25) = -0.0550132437834271797066984941407000000000
M(96,29) = -0.0174275375810142477325509735832000000000
M(96,31) = -0.0123485046867313552514516179194000000000
M(96,35) = -0.0448584546240277698297576825412000000000
M(96,37) = -0.0226818691588990355899024458176000000000
M(96,41) = -0.0195553508191631917562427489297000000000
M(96,43) = -0.0220633814123108494730196124594000000000
M(96,47) = -0.0295380434869938828655942727441000000000
M(96,49) = -0.0507817453745676018418390674882000000000
M(96,53) = -0.0318121648008241597420840395087000000000
M(96,55) = -0.0476016462371453059914321352492000000000
M(96,59) = -0.0333986532925614415457900554977000000000
M(96,61) = -0.0294569322487464695984491405602000000000
M(96,65) = -0.0483069321024502058347961637165000000000
M(96,67) = -0.0353897721515559936040843198847000000000
M(96,71) = -0.0295695474981004052903347113008000000000
M(96,73) = -0.0422890480134961933825687212446000000000
M(96,77) = -0.0449866490381073496174455596583000000000
M(96,79) = -0.0369558566130168543650025824638000000000
M(96,83) = -0.0359642993470930683065700527912000000000
M(96,85) = -0.0453322662444409959750378583341000000000
M(96,89) = -0.0408002697296542658306606632474000000000
M(96,91) = -0.0502199547967555622917437094809000000000
M(96,95) = -0.0498641051921654276218604263180000000000
And of the summand: 1/3
Their sum is = -0.238502787152357216244573161390856666654
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 4.474742942 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(96,1) = -0.0417876211784385611805875756868000000000
M(96,7) = 0.100803509499900111521769942922000000000
M(96,13) = 0.0293169619341097711701447916378000000000
M(96,19) = 0.0049108909560789464402529789688300000000
M(96,25) = -0.0550132437834271797066984941407000000000
M(96,31) = -0.0123485046867313552514516179194000000000
M(96,37) = -0.0226818691588990355899024458176000000000
M(96,43) = -0.0220633814123108494730196124594000000000
M(96,49) = -0.0507817453745676018418390674882000000000
M(96,55) = -0.0476016462371453059914321352492000000000
M(96,61) = -0.0294569322487464695984491405602000000000
M(96,67) = -0.0353897721515559936040843198847000000000
M(96,73) = -0.0422890480134961933825687212446000000000
M(96,79) = -0.0369558566130168543650025824638000000000
M(96,85) = -0.0453322662444409959750378583341000000000
M(96,91) = -0.0502199547967555622917437094809000000000
Their sum is = -0.356890479509443129119649567200969999996
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 3.000000439 E-32
**************************
The constant M(3,2) has to be equal to the sum of: 
M(96,5) = 0.162056141033836913555110710080000000000
M(96,11) = 0.0459736420039055350161738004936000000000
M(96,17) = 0.0121164708791075744096628087123000000000
M(96,23) = -0.0090098873809420274655168969723200000000
M(96,29) = -0.0174275375810142477325509735832000000000
M(96,35) = -0.0448584546240277698297576825412000000000
M(96,41) = -0.0195553508191631917562427489297000000000
M(96,47) = -0.0295380434869938828655942727441000000000
M(96,53) = -0.0318121648008241597420840395087000000000
M(96,59) = -0.0333986532925614415457900554977000000000
M(96,65) = -0.0483069321024502058347961637165000000000
M(96,71) = -0.0295695474981004052903347113008000000000
M(96,77) = -0.0449866490381073496174455596583000000000
M(96,83) = -0.0359642993470930683065700527912000000000
M(96,89) = -0.0408002697296542658306606632474000000000
M(96,95) = -0.0498641051921654276218604263180000000000
And of the summand: 1/2
Their sum is = 0.285054359023752579541743072476780000003
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -2.199999964 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(96,1) = -0.0417876211784385611805875756868000000000
M(96,5) = 0.162056141033836913555110710080000000000
M(96,13) = 0.0293169619341097711701447916378000000000
M(96,17) = 0.0121164708791075744096628087123000000000
M(96,25) = -0.0550132437834271797066984941407000000000
M(96,29) = -0.0174275375810142477325509735832000000000
M(96,37) = -0.0226818691588990355899024458176000000000
M(96,41) = -0.0195553508191631917562427489297000000000
M(96,49) = -0.0507817453745676018418390674882000000000
M(96,53) = -0.0318121648008241597420840395087000000000
M(96,61) = -0.0294569322487464695984491405602000000000
M(96,65) = -0.0483069321024502058347961637165000000000
M(96,73) = -0.0422890480134961933825687212446000000000
M(96,77) = -0.0449866490381073496174455596583000000000
M(96,85) = -0.0453322662444409959750378583341000000000
M(96,89) = -0.0408002697296542658306606632474000000000
Their sum is = -0.286742056226175198653945141485899999998
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = 1.000000023 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(96,7) = 0.100803509499900111521769942922000000000
M(96,11) = 0.0459736420039055350161738004936000000000
M(96,19) = 0.0049108909560789464402529789688300000000
M(96,23) = -0.0090098873809420274655168969723200000000
M(96,31) = -0.0123485046867313552514516179194000000000
M(96,35) = -0.0448584546240277698297576825412000000000
M(96,43) = -0.0220633814123108494730196124594000000000
M(96,47) = -0.0295380434869938828655942727441000000000
M(96,55) = -0.0476016462371453059914321352492000000000
M(96,59) = -0.0333986532925614415457900554977000000000
M(96,67) = -0.0353897721515559936040843198847000000000
M(96,71) = -0.0295695474981004052903347113008000000000
M(96,79) = -0.0369558566130168543650025824638000000000
M(96,83) = -0.0359642993470930683065700527912000000000
M(96,91) = -0.0502199547967555622917437094809000000000
M(96,95) = -0.0498641051921654276218604263180000000000
And of the summand: 1/3
Their sum is = 0.0482392690738179824093719800950433333354
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 1.433333354 E-31
**************************
The constant M(6,1) has to be equal to the sum of: 
M(96,1) = -0.0417876211784385611805875756868000000000
M(96,7) = 0.100803509499900111521769942922000000000
M(96,13) = 0.0293169619341097711701447916378000000000
M(96,19) = 0.0049108909560789464402529789688300000000
M(96,25) = -0.0550132437834271797066984941407000000000
M(96,31) = -0.0123485046867313552514516179194000000000
M(96,37) = -0.0226818691588990355899024458176000000000
M(96,43) = -0.0220633814123108494730196124594000000000
M(96,49) = -0.0507817453745676018418390674882000000000
M(96,55) = -0.0476016462371453059914321352492000000000
M(96,61) = -0.0294569322487464695984491405602000000000
M(96,67) = -0.0353897721515559936040843198847000000000
M(96,73) = -0.0422890480134961933825687212446000000000
M(96,79) = -0.0369558566130168543650025824638000000000
M(96,85) = -0.0453322662444409959750378583341000000000
M(96,91) = -0.0502199547967555622917437094809000000000
Their sum is = -0.356890479509443129119649567200969999996
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 3.000000439 E-32
**************************
The constant M(6,5) has to be equal to the sum of: 
M(96,5) = 0.162056141033836913555110710080000000000
M(96,11) = 0.0459736420039055350161738004936000000000
M(96,17) = 0.0121164708791075744096628087123000000000
M(96,23) = -0.0090098873809420274655168969723200000000
M(96,29) = -0.0174275375810142477325509735832000000000
M(96,35) = -0.0448584546240277698297576825412000000000
M(96,41) = -0.0195553508191631917562427489297000000000
M(96,47) = -0.0295380434869938828655942727441000000000
M(96,53) = -0.0318121648008241597420840395087000000000
M(96,59) = -0.0333986532925614415457900554977000000000
M(96,65) = -0.0483069321024502058347961637165000000000
M(96,71) = -0.0295695474981004052903347113008000000000
M(96,77) = -0.0449866490381073496174455596583000000000
M(96,83) = -0.0359642993470930683065700527912000000000
M(96,89) = -0.0408002697296542658306606632474000000000
M(96,95) = -0.0498641051921654276218604263180000000000
Their sum is = -0.214945640976247420458256927523219999998
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -2.199999979 E-31
**************************
The constant M(8,1) has to be equal to the sum of: 
M(96,1) = -0.0417876211784385611805875756868000000000
M(96,17) = 0.0121164708791075744096628087123000000000
M(96,25) = -0.0550132437834271797066984941407000000000
M(96,41) = -0.0195553508191631917562427489297000000000
M(96,49) = -0.0507817453745676018418390674882000000000
M(96,65) = -0.0483069321024502058347961637165000000000
M(96,73) = -0.0422890480134961933825687212446000000000
M(96,89) = -0.0408002697296542658306606632474000000000
Their sum is = -0.286417740122089625123730625741599999999
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(8,3) has to be equal to the sum of: 
M(96,11) = 0.0459736420039055350161738004936000000000
M(96,19) = 0.0049108909560789464402529789688300000000
M(96,35) = -0.0448584546240277698297576825412000000000
M(96,43) = -0.0220633814123108494730196124594000000000
M(96,59) = -0.0333986532925614415457900554977000000000
M(96,67) = -0.0353897721515559936040843198847000000000
M(96,83) = -0.0359642993470930683065700527912000000000
M(96,91) = -0.0502199547967555622917437094809000000000
And of the summand: 1/3
Their sum is = 0.162323350669013129738794680140663333334
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = -3.366666654 E-31
**************************
The constant M(8,5) has to be equal to the sum of: 
M(96,5) = 0.162056141033836913555110710080000000000
M(96,13) = 0.0293169619341097711701447916378000000000
M(96,29) = -0.0174275375810142477325509735832000000000
M(96,37) = -0.0226818691588990355899024458176000000000
M(96,53) = -0.0318121648008241597420840395087000000000
M(96,61) = -0.0294569322487464695984491405602000000000
M(96,77) = -0.0449866490381073496174455596583000000000
M(96,85) = -0.0453322662444409959750378583341000000000
Their sum is = -0.000324316104085573530214515744299999998427
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = 2.690000015724704292 E-31
**************************
The constant M(8,7) has to be equal to the sum of: 
M(96,7) = 0.100803509499900111521769942922000000000
M(96,23) = -0.0090098873809420274655168969723200000000
M(96,31) = -0.0123485046867313552514516179194000000000
M(96,47) = -0.0295380434869938828655942727441000000000
M(96,55) = -0.0476016462371453059914321352492000000000
M(96,71) = -0.0295695474981004052903347113008000000000
M(96,79) = -0.0369558566130168543650025824638000000000
M(96,95) = -0.0498641051921654276218604263180000000000
Their sum is = -0.114084081595195147329422700045619999999
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = 3.800000009 E-31
**************************
The constant M(12,1) has to be equal to the sum of: 
M(96,1) = -0.0417876211784385611805875756868000000000
M(96,13) = 0.0293169619341097711701447916378000000000
M(96,25) = -0.0550132437834271797066984941407000000000
M(96,37) = -0.0226818691588990355899024458176000000000
M(96,49) = -0.0507817453745676018418390674882000000000
M(96,61) = -0.0294569322487464695984491405602000000000
M(96,73) = -0.0422890480134961933825687212446000000000
M(96,85) = -0.0453322662444409959750378583341000000000
Their sum is = -0.258025764067906266104938511634399999997
The constant M(12,1) is = -0.258025764067906266104938511634000000000
The difference (constant-sum) is = -3.999999978 E-31
**************************
The constant M(12,5) has to be equal to the sum of: 
M(96,5) = 0.162056141033836913555110710080000000000
M(96,17) = 0.0121164708791075744096628087123000000000
M(96,29) = -0.0174275375810142477325509735832000000000
M(96,41) = -0.0195553508191631917562427489297000000000
M(96,53) = -0.0318121648008241597420840395087000000000
M(96,65) = -0.0483069321024502058347961637165000000000
M(96,77) = -0.0449866490381073496174455596583000000000
M(96,89) = -0.0408002697296542658306606632474000000000
Their sum is = -0.0287162921582689325490066298514999999983
The constant M(12,5) is = -0.0287162921582689325490066298518000000000
The difference (constant-sum) is = 3.000000017 E-31
**************************
The constant M(12,7) has to be equal to the sum of: 
M(96,7) = 0.100803509499900111521769942922000000000
M(96,19) = 0.0049108909560789464402529789688300000000
M(96,31) = -0.0123485046867313552514516179194000000000
M(96,43) = -0.0220633814123108494730196124594000000000
M(96,55) = -0.0476016462371453059914321352492000000000
M(96,67) = -0.0353897721515559936040843198847000000000
M(96,79) = -0.0369558566130168543650025824638000000000
M(96,91) = -0.0502199547967555622917437094809000000000
Their sum is = -0.098864715441536863014711055566570000000
The constant M(12,7) is = -0.098864715441536863014711055566800000000
The difference (constant-sum) is = 2.300000003 E-31
**************************
The constant M(12,11) has to be equal to the sum of: 
M(96,11) = 0.0459736420039055350161738004936000000000
M(96,23) = -0.0090098873809420274655168969723200000000
M(96,35) = -0.0448584546240277698297576825412000000000
M(96,47) = -0.0295380434869938828655942727441000000000
M(96,59) = -0.0333986532925614415457900554977000000000
M(96,71) = -0.0295695474981004052903347113008000000000
M(96,83) = -0.0359642993470930683065700527912000000000
M(96,95) = -0.0498641051921654276218604263180000000000
Their sum is = -0.186229348817978487909250297671719999999
The constant M(12,11) is = -0.186229348817978487909250297672000000000
The difference (constant-sum) is = 2.800000008 E-31
**************************
The constant M(16,1) has to be equal to the sum of: 
M(96,1) = -0.0417876211784385611805875756868000000000
M(96,17) = 0.0121164708791075744096628087123000000000
M(96,49) = -0.0507817453745676018418390674882000000000
M(96,65) = -0.0483069321024502058347961637165000000000
Their sum is = -0.128759827776348794447559998179200000000
The constant M(16,1) is = -0.128759827776348794447559998179000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(16,3) has to be equal to the sum of: 
M(96,19) = 0.0049108909560789464402529789688300000000
M(96,35) = -0.0448584546240277698297576825412000000000
M(96,67) = -0.0353897721515559936040843198847000000000
M(96,83) = -0.0359642993470930683065700527912000000000
And of the summand: 1/3
Their sum is = 0.222031698166735448033174257085063333334
The constant M(16,3) is = 0.222031698166735448033174257085000000000
The difference (constant-sum) is = 6.33333338 E-32
**************************
The constant M(16,5) has to be equal to the sum of: 
M(96,5) = 0.162056141033836913555110710080000000000
M(96,37) = -0.0226818691588990355899024458176000000000
M(96,53) = -0.0318121648008241597420840395087000000000
M(96,85) = -0.0453322662444409959750378583341000000000
Their sum is = 0.0622298408296727222480863664196000000008
The constant M(16,5) is = 0.0622298408296727222480863664193000000000
The difference (constant-sum) is = 3.000000007 E-31
**************************
The constant M(16,7) has to be equal to the sum of: 
M(96,7) = 0.100803509499900111521769942922000000000
M(96,23) = -0.0090098873809420274655168969723200000000
M(96,55) = -0.0476016462371453059914321352492000000000
M(96,71) = -0.0295695474981004052903347113008000000000
Their sum is = 0.0146224283837123727744861993996800000004
The constant M(16,7) is = 0.0146224283837123727744861993995000000000
The difference (constant-sum) is = 1.800000004 E-31
**************************
The constant M(16,9) has to be equal to the sum of: 
M(96,25) = -0.0550132437834271797066984941407000000000
M(96,41) = -0.0195553508191631917562427489297000000000
M(96,73) = -0.0422890480134961933825687212446000000000
M(96,89) = -0.0408002697296542658306606632474000000000
Their sum is = -0.157657912345740830676170627562399999999
The constant M(16,9) is = -0.157657912345740830676170627562000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(16,11) has to be equal to the sum of: 
M(96,11) = 0.0459736420039055350161738004936000000000
M(96,43) = -0.0220633814123108494730196124594000000000
M(96,59) = -0.0333986532925614415457900554977000000000
M(96,91) = -0.0502199547967555622917437094809000000000
Their sum is = -0.0597083474977223182943795769443999999998
The constant M(16,11) is = -0.0597083474977223182943795769445000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(16,13) has to be equal to the sum of: 
M(96,13) = 0.0293169619341097711701447916378000000000
M(96,29) = -0.0174275375810142477325509735832000000000
M(96,61) = -0.0294569322487464695984491405602000000000
M(96,77) = -0.0449866490381073496174455596583000000000
Their sum is = -0.062554156933758295778300882163900000000
The constant M(16,13) is = -0.062554156933758295778300882163900000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(16,15) has to be equal to the sum of: 
M(96,31) = -0.0123485046867313552514516179194000000000
M(96,47) = -0.0295380434869938828655942727441000000000
M(96,79) = -0.0369558566130168543650025824638000000000
M(96,95) = -0.0498641051921654276218604263180000000000
Their sum is = -0.128706509978907520103908899445300000000
The constant M(16,15) is = -0.128706509978907520103908899445000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(24,1) has to be equal to the sum of: 
M(96,1) = -0.0417876211784385611805875756868000000000
M(96,25) = -0.0550132437834271797066984941407000000000
M(96,49) = -0.0507817453745676018418390674882000000000
M(96,73) = -0.0422890480134961933825687212446000000000
Their sum is = -0.189871658349929536111693858560299999999
The constant M(24,1) is = -0.189871658349929536111693858560000000000
The difference (constant-sum) is = -2.999999990 E-31
**************************
The constant M(24,5) has to be equal to the sum of: 
M(96,5) = 0.162056141033836913555110710080000000000
M(96,29) = -0.0174275375810142477325509735832000000000
M(96,53) = -0.0318121648008241597420840395087000000000
M(96,77) = -0.0449866490381073496174455596583000000000
Their sum is = 0.067829789613891156463030137329800000001
The constant M(24,5) is = 0.067829789613891156463030137329500000000
The difference (constant-sum) is = 3.000000012 E-31
**************************
The constant M(24,7) has to be equal to the sum of: 
M(96,7) = 0.100803509499900111521769942922000000000
M(96,31) = -0.0123485046867313552514516179194000000000
M(96,55) = -0.0476016462371453059914321352492000000000
M(96,79) = -0.0369558566130168543650025824638000000000
Their sum is = 0.00389750196300659591388360728960000000020
The constant M(24,7) is = 0.00389750196300659591388360728943000000000
The difference (constant-sum) is = 1.7000000019056735675 E-31
**************************
The constant M(24,11) has to be equal to the sum of: 
M(96,11) = 0.0459736420039055350161738004936000000000
M(96,35) = -0.0448584546240277698297576825412000000000
M(96,59) = -0.0333986532925614415457900554977000000000
M(96,83) = -0.0359642993470930683065700527912000000000
Their sum is = -0.068247765259776744665943990336500000000
The constant M(24,11) is = -0.068247765259776744665943990336500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(24,13) has to be equal to the sum of: 
M(96,13) = 0.0293169619341097711701447916378000000000
M(96,37) = -0.0226818691588990355899024458176000000000
M(96,61) = -0.0294569322487464695984491405602000000000
M(96,85) = -0.0453322662444409959750378583341000000000
Their sum is = -0.068154105717976729993244653074100000000
The constant M(24,13) is = -0.068154105717976729993244653074100000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(24,17) has to be equal to the sum of: 
M(96,17) = 0.0121164708791075744096628087123000000000
M(96,41) = -0.0195553508191631917562427489297000000000
M(96,65) = -0.0483069321024502058347961637165000000000
M(96,89) = -0.0408002697296542658306606632474000000000
Their sum is = -0.096546081772160089012036767181299999999
The constant M(24,17) is = -0.096546081772160089012036767181200000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(24,19) has to be equal to the sum of: 
M(96,19) = 0.0049108909560789464402529789688300000000
M(96,43) = -0.0220633814123108494730196124594000000000
M(96,67) = -0.0353897721515559936040843198847000000000
M(96,91) = -0.0502199547967555622917437094809000000000
Their sum is = -0.102762217404543458928594662856170000000
The constant M(24,19) is = -0.102762217404543458928594662856000000000
The difference (constant-sum) is = -1.699999996 E-31
**************************
The constant M(24,23) has to be equal to the sum of: 
M(96,23) = -0.0090098873809420274655168969723200000000
M(96,47) = -0.0295380434869938828655942727441000000000
M(96,71) = -0.0295695474981004052903347113008000000000
M(96,95) = -0.0498641051921654276218604263180000000000
Their sum is = -0.117981583558201743243306307335219999999
The constant M(24,23) is = -0.117981583558201743243306307335000000000
The difference (constant-sum) is = -2.199999997 E-31
**************************
The constant M(32,1) has to be equal to the sum of: 
M(96,1) = -0.0417876211784385611805875756868000000000
M(96,65) = -0.0483069321024502058347961637165000000000
Their sum is = -0.090094553280888767015383739403300000000
The constant M(32,1) is = -0.090094553280888767015383739403300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(32,3) has to be equal to the sum of: 
M(96,35) = -0.0448584546240277698297576825412000000000
M(96,67) = -0.0353897721515559936040843198847000000000
And of the summand: 1/3
Their sum is = 0.253085106557749569899491330907433333334
The constant M(32,3) is = 0.253085106557749569899491330908000000000
The difference (constant-sum) is = -5.666666664 E-31
**************************
The constant M(32,5) has to be equal to the sum of: 
M(96,5) = 0.162056141033836913555110710080000000000
M(96,37) = -0.0226818691588990355899024458176000000000
Their sum is = 0.139374271874937877965208264262400000000
The constant M(32,5) is = 0.139374271874937877965208264262000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(32,7) has to be equal to the sum of: 
M(96,7) = 0.100803509499900111521769942922000000000
M(96,71) = -0.0295695474981004052903347113008000000000
Their sum is = 0.071233962001799706231435231621200000000
The constant M(32,7) is = 0.071233962001799706231435231621099999999
The difference (constant-sum) is = 1.000000005 E-31
**************************
The constant M(32,9) has to be equal to the sum of: 
M(96,41) = -0.0195553508191631917562427489297000000000
M(96,73) = -0.0422890480134961933825687212446000000000
Their sum is = -0.0618443988326593851388114701742999999998
The constant M(32,9) is = -0.0618443988326593851388114701743000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(32,11) has to be equal to the sum of: 
M(96,11) = 0.0459736420039055350161738004936000000000
M(96,43) = -0.0220633814123108494730196124594000000000
Their sum is = 0.0239102605915946855431541880342000000001
The constant M(32,11) is = 0.0239102605915946855431541880342000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(32,13) has to be equal to the sum of: 
M(96,13) = 0.0293169619341097711701447916378000000000
M(96,77) = -0.0449866490381073496174455596583000000000
Their sum is = -0.0156696871039975784473007680204999999999
The constant M(32,13) is = -0.0156696871039975784473007680205000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(32,15) has to be equal to the sum of: 
M(96,47) = -0.0295380434869938828655942727441000000000
M(96,79) = -0.0369558566130168543650025824638000000000
Their sum is = -0.066493900100010737230596855207900000000
The constant M(32,15) is = -0.066493900100010737230596855207900000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(32,17) has to be equal to the sum of: 
M(96,17) = 0.0121164708791075744096628087123000000000
M(96,49) = -0.0507817453745676018418390674882000000000
Their sum is = -0.0386652744954600274321762587759000000000
The constant M(32,17) is = -0.0386652744954600274321762587759000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(32,19) has to be equal to the sum of: 
M(96,19) = 0.0049108909560789464402529789688300000000
M(96,83) = -0.0359642993470930683065700527912000000000
Their sum is = -0.0310534083910141218663170738223700000001
The constant M(32,19) is = -0.0310534083910141218663170738224000000000
The difference (constant-sum) is = 2.999999989 E-32
**************************
The constant M(32,21) has to be equal to the sum of: 
M(96,53) = -0.0318121648008241597420840395087000000000
M(96,85) = -0.0453322662444409959750378583341000000000
Their sum is = -0.077144431045265155717121897842800000000
The constant M(32,21) is = -0.077144431045265155717121897842700000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(32,23) has to be equal to the sum of: 
M(96,23) = -0.0090098873809420274655168969723200000000
M(96,55) = -0.0476016462371453059914321352492000000000
Their sum is = -0.0566115336180873334569490322215199999998
The constant M(32,23) is = -0.0566115336180873334569490322215000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(32,25) has to be equal to the sum of: 
M(96,25) = -0.0550132437834271797066984941407000000000
M(96,89) = -0.0408002697296542658306606632474000000000
Their sum is = -0.095813513513081445537359157388100000000
The constant M(32,25) is = -0.095813513513081445537359157388200000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(32,27) has to be equal to the sum of: 
M(96,59) = -0.0333986532925614415457900554977000000000
M(96,91) = -0.0502199547967555622917437094809000000000
Their sum is = -0.083618608089317003837533764978600000000
The constant M(32,27) is = -0.083618608089317003837533764978700000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(32,29) has to be equal to the sum of: 
M(96,29) = -0.0174275375810142477325509735832000000000
M(96,61) = -0.0294569322487464695984491405602000000000
Their sum is = -0.0468844698297607173310001141434000000000
The constant M(32,29) is = -0.0468844698297607173310001141434000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(32,31) has to be equal to the sum of: 
M(96,31) = -0.0123485046867313552514516179194000000000
M(96,95) = -0.0498641051921654276218604263180000000000
Their sum is = -0.0622126098788967828733120442373999999998
The constant M(32,31) is = -0.0622126098788967828733120442374000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(48,1) has to be equal to the sum of: 
M(96,1) = -0.0417876211784385611805875756868000000000
M(96,49) = -0.0507817453745676018418390674882000000000
Their sum is = -0.092569366553006163022426643175000000000
The constant M(48,1) is = -0.092569366553006163022426643175100000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(48,5) has to be equal to the sum of: 
M(96,5) = 0.162056141033836913555110710080000000000
M(96,53) = -0.0318121648008241597420840395087000000000
Their sum is = 0.130243976233012753813026670571300000000
The constant M(48,5) is = 0.130243976233012753813026670571000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(48,7) has to be equal to the sum of: 
M(96,7) = 0.100803509499900111521769942922000000000
M(96,55) = -0.0476016462371453059914321352492000000000
Their sum is = 0.0532018632627548055303378076728000000000
The constant M(48,7) is = 0.0532018632627548055303378076726000000000
The difference (constant-sum) is = 2.000000002 E-31
**************************
The constant M(48,11) has to be equal to the sum of: 
M(96,11) = 0.0459736420039055350161738004936000000000
M(96,59) = -0.0333986532925614415457900554977000000000
Their sum is = 0.0125749887113440934703837449959000000000
The constant M(48,11) is = 0.0125749887113440934703837449959000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(48,13) has to be equal to the sum of: 
M(96,13) = 0.0293169619341097711701447916378000000000
M(96,61) = -0.0294569322487464695984491405602000000000
Their sum is = -0.000139970314636698428304348922399999999948
The constant M(48,13) is = -0.000139970314636698428304348922410999999999
The difference (constant-sum) is = 1.1000000051664782284 E-32
**************************
The constant M(48,17) has to be equal to the sum of: 
M(96,17) = 0.0121164708791075744096628087123000000000
M(96,65) = -0.0483069321024502058347961637165000000000
Their sum is = -0.0361904612233426314251333550042000000000
The constant M(48,17) is = -0.0361904612233426314251333550041000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(48,19) has to be equal to the sum of: 
M(96,19) = 0.0049108909560789464402529789688300000000
M(96,67) = -0.0353897721515559936040843198847000000000
Their sum is = -0.0304788811954770471638313409158700000001
The constant M(48,19) is = -0.0304788811954770471638313409158000000000
The difference (constant-sum) is = -7.00000001 E-32
**************************
The constant M(48,23) has to be equal to the sum of: 
M(96,23) = -0.0090098873809420274655168969723200000000
M(96,71) = -0.0295695474981004052903347113008000000000
Their sum is = -0.0385794348790424327558516082731200000000
The constant M(48,23) is = -0.0385794348790424327558516082731000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(48,25) has to be equal to the sum of: 
M(96,25) = -0.0550132437834271797066984941407000000000
M(96,73) = -0.0422890480134961933825687212446000000000
Their sum is = -0.097302291796923373089267215385299999999
The constant M(48,25) is = -0.097302291796923373089267215385300000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(48,29) has to be equal to the sum of: 
M(96,29) = -0.0174275375810142477325509735832000000000
M(96,77) = -0.0449866490381073496174455596583000000000
Their sum is = -0.0624141866191215973499965332414999999998
The constant M(48,29) is = -0.0624141866191215973499965332415000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(48,31) has to be equal to the sum of: 
M(96,31) = -0.0123485046867313552514516179194000000000
M(96,79) = -0.0369558566130168543650025824638000000000
Their sum is = -0.0493043612997482096164542003831999999998
The constant M(48,31) is = -0.0493043612997482096164542003832000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(48,35) has to be equal to the sum of: 
M(96,35) = -0.0448584546240277698297576825412000000000
M(96,83) = -0.0359642993470930683065700527912000000000
Their sum is = -0.080822753971120838136327735332399999999
The constant M(48,35) is = -0.080822753971120838136327735332399999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(48,37) has to be equal to the sum of: 
M(96,37) = -0.0226818691588990355899024458176000000000
M(96,85) = -0.0453322662444409959750378583341000000000
Their sum is = -0.068014135403340031564940304151700000000
The constant M(48,37) is = -0.068014135403340031564940304151600000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(48,41) has to be equal to the sum of: 
M(96,41) = -0.0195553508191631917562427489297000000000
M(96,89) = -0.0408002697296542658306606632474000000000
Their sum is = -0.0603556205488174575869034121770999999998
The constant M(48,41) is = -0.0603556205488174575869034121771000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(48,43) has to be equal to the sum of: 
M(96,43) = -0.0220633814123108494730196124594000000000
M(96,91) = -0.0502199547967555622917437094809000000000
Their sum is = -0.072283336209066411764763321940299999999
The constant M(48,43) is = -0.072283336209066411764763321940399999999
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(48,47) has to be equal to the sum of: 
M(96,47) = -0.0295380434869938828655942727441000000000
M(96,95) = -0.0498641051921654276218604263180000000000
Their sum is = -0.079402148679159310487454699062099999999
The constant M(48,47) is = -0.079402148679159310487454699062000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(2,1) has to be equal to the sum of: 
M(98,1) = -0.0383952684863920821322161065848000000000
M(98,3) = 0.304021056431873064196943237471000000000
M(98,5) = 0.171023099103800028774957005601000000000
M(98,9) = -0.0314440963912895977385271035881000000000
M(98,11) = 0.0577984921881582920030089628241000000000
M(98,13) = 0.0387524773198199390322537909978000000000
M(98,15) = -0.0308488781234432845018936660779000000000
M(98,17) = 0.0195986211959291459426090559514000000000
M(98,19) = 0.0133682468991354737685431028844000000000
M(98,23) = 0.00230466052978230098400537215826000000000
M(98,25) = -0.0426464147446078110078918995990000000000
M(98,27) = -0.0374378875833709478805721140588000000000
M(98,29) = 0.00233308560558156280643668525366000000000
M(98,31) = -0.0052134809832995471233349841432400000000
M(98,33) = -0.0296755086999320632857781706451000000000
M(98,37) = -0.0090736048904374723634305373359600000000
M(98,39) = -0.0345717040577861492932065792807000000000
M(98,41) = -0.0099166279895581601694705160199400000000
M(98,43) = -0.0142127326094926610520991426333000000000
M(98,45) = -0.0401809395057864127328524720416000000000
M(98,47) = -0.0204916254313071702344624310624000000000
M(98,51) = -0.0336657131710882904921502706387000000000
M(98,53) = -0.0138070851162004482850782469736000000000
M(98,55) = -0.0357500842987016711227115836310000000000
M(98,57) = -0.0413510555550115789400672524948000000000
M(98,59) = -0.0179742508654979823927358225056000000000
M(98,61) = -0.0259216348255906147949948043212000000000
M(98,65) = -0.0339681108830202597858976507311000000001
M(98,67) = -0.0265481914013369628386445117114000000000
M(98,69) = -0.0375278174796028816479828233250000000000
M(98,71) = -0.0271149388284457273652853503947000000000
M(98,73) = -0.0212037385556608160434975911808000000000
M(98,75) = -0.0325587682338833973069868861771000000000
M(98,79) = -0.0282847193283593911192816919285000000000
M(98,81) = -0.0349108844507019223428814008100000000000
M(98,83) = -0.0259500822967160058800246221798000000000
M(98,85) = -0.0374853545473675229116141770022000000000
M(98,87) = -0.0380063775434451771364991725972000000000
M(98,89) = -0.0294694717414985871433572986523000000000
M(98,93) = -0.0398506864946537418868493632368000000000
M(98,95) = -0.0349938794976903973663985170756000000000
M(98,97) = -0.0301080546724031445775127567516000000000
And of the summand: 1/7
Their sum is = -0.238502787152357216244573161391077142852
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 2.269980963 E-31
**************************
The constant M(7,1) has to be equal to the sum of: 
M(98,1) = -0.0383952684863920821322161065848000000000
M(98,15) = -0.0308488781234432845018936660779000000000
M(98,29) = 0.00233308560558156280643668525366000000000
M(98,43) = -0.0142127326094926610520991426333000000000
M(98,57) = -0.0413510555550115789400672524948000000000
M(98,71) = -0.0271149388284457273652853503947000000000
M(98,85) = -0.0374853545473675229116141770022000000000
Their sum is = -0.187075142544571294096739009934040000000
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = -3.999999949 E-32
**************************
The constant M(7,2) has to be equal to the sum of: 
M(98,9) = -0.0314440963912895977385271035881000000000
M(98,23) = 0.00230466052978230098400537215826000000000
M(98,37) = -0.0090736048904374723634305373359600000000
M(98,51) = -0.0336657131710882904921502706387000000000
M(98,65) = -0.0339681108830202597858976507311000000001
M(98,79) = -0.0282847193283593911192816919285000000000
M(98,93) = -0.0398506864946537418868493632368000000000
And of the summand: 1/2
Their sum is = 0.326017729370933547597868754699100000001
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(7,3) has to be equal to the sum of: 
M(98,3) = 0.304021056431873064196943237471000000000
M(98,17) = 0.0195986211959291459426090559514000000000
M(98,31) = -0.0052134809832995471233349841432400000000
M(98,45) = -0.0401809395057864127328524720416000000000
M(98,59) = -0.0179742508654979823927358225056000000000
M(98,73) = -0.0212037385556608160434975911808000000000
M(98,87) = -0.0380063775434451771364991725972000000000
Their sum is = 0.201040890174112274710632250953960000003
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = -3.999999728 E-32
**************************
The constant M(7,4) has to be equal to the sum of: 
M(98,11) = 0.0577984921881582920030089628241000000000
M(98,25) = -0.0426464147446078110078918995990000000000
M(98,39) = -0.0345717040577861492932065792807000000000
M(98,53) = -0.0138070851162004482850782469736000000000
M(98,67) = -0.0265481914013369628386445117114000000000
M(98,81) = -0.0349108844507019223428814008100000000000
M(98,95) = -0.0349938794976903973663985170756000000000
Their sum is = -0.129679667080165399131092192626199999999
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(7,5) has to be equal to the sum of: 
M(98,5) = 0.171023099103800028774957005601000000000
M(98,19) = 0.0133682468991354737685431028844000000000
M(98,33) = -0.0296755086999320632857781706451000000000
M(98,47) = -0.0204916254313071702344624310624000000000
M(98,61) = -0.0259216348255906147949948043212000000000
M(98,75) = -0.0325587682338833973069868861771000000000
M(98,89) = -0.0294694717414985871433572986523000000000
Their sum is = 0.0462743370707236697779205176273000000016
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 4.000000016 E-31
**************************
The constant M(7,6) has to be equal to the sum of: 
M(98,13) = 0.0387524773198199390322537909978000000000
M(98,27) = -0.0374378875833709478805721140588000000000
M(98,41) = -0.0099166279895581601694705160199400000000
M(98,55) = -0.0357500842987016711227115836310000000000
M(98,69) = -0.0375278174796028816479828233250000000000
M(98,83) = -0.0259500822967160058800246221798000000000
M(98,97) = -0.0301080546724031445775127567516000000000
Their sum is = -0.137938077000532872246020624968339999999
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -3.400000000 E-31
**************************
The constant M(14,1) has to be equal to the sum of: 
M(98,1) = -0.0383952684863920821322161065848000000000
M(98,15) = -0.0308488781234432845018936660779000000000
M(98,29) = 0.00233308560558156280643668525366000000000
M(98,43) = -0.0142127326094926610520991426333000000000
M(98,57) = -0.0413510555550115789400672524948000000000
M(98,71) = -0.0271149388284457273652853503947000000000
M(98,85) = -0.0374853545473675229116141770022000000000
Their sum is = -0.187075142544571294096739009934040000000
The constant M(14,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = -3.999999949 E-32
**************************
The constant M(14,3) has to be equal to the sum of: 
M(98,3) = 0.304021056431873064196943237471000000000
M(98,17) = 0.0195986211959291459426090559514000000000
M(98,31) = -0.0052134809832995471233349841432400000000
M(98,45) = -0.0401809395057864127328524720416000000000
M(98,59) = -0.0179742508654979823927358225056000000000
M(98,73) = -0.0212037385556608160434975911808000000000
M(98,87) = -0.0380063775434451771364991725972000000000
Their sum is = 0.201040890174112274710632250953960000003
The constant M(14,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = -3.999999728 E-32
**************************
The constant M(14,5) has to be equal to the sum of: 
M(98,5) = 0.171023099103800028774957005601000000000
M(98,19) = 0.0133682468991354737685431028844000000000
M(98,33) = -0.0296755086999320632857781706451000000000
M(98,47) = -0.0204916254313071702344624310624000000000
M(98,61) = -0.0259216348255906147949948043212000000000
M(98,75) = -0.0325587682338833973069868861771000000000
M(98,89) = -0.0294694717414985871433572986523000000000
Their sum is = 0.0462743370707236697779205176273000000016
The constant M(14,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 4.000000016 E-31
**************************
The constant M(14,9) has to be equal to the sum of: 
M(98,9) = -0.0314440963912895977385271035881000000000
M(98,23) = 0.00230466052978230098400537215826000000000
M(98,37) = -0.0090736048904374723634305373359600000000
M(98,51) = -0.0336657131710882904921502706387000000000
M(98,65) = -0.0339681108830202597858976507311000000001
M(98,79) = -0.0282847193283593911192816919285000000000
M(98,93) = -0.0398506864946537418868493632368000000000
Their sum is = -0.173982270629066452402131245300900000000
The constant M(14,9) is = -0.173982270629066452402131245301000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(14,11) has to be equal to the sum of: 
M(98,11) = 0.0577984921881582920030089628241000000000
M(98,25) = -0.0426464147446078110078918995990000000000
M(98,39) = -0.0345717040577861492932065792807000000000
M(98,53) = -0.0138070851162004482850782469736000000000
M(98,67) = -0.0265481914013369628386445117114000000000
M(98,81) = -0.0349108844507019223428814008100000000000
M(98,95) = -0.0349938794976903973663985170756000000000
Their sum is = -0.129679667080165399131092192626199999999
The constant M(14,11) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(14,13) has to be equal to the sum of: 
M(98,13) = 0.0387524773198199390322537909978000000000
M(98,27) = -0.0374378875833709478805721140588000000000
M(98,41) = -0.0099166279895581601694705160199400000000
M(98,55) = -0.0357500842987016711227115836310000000000
M(98,69) = -0.0375278174796028816479828233250000000000
M(98,83) = -0.0259500822967160058800246221798000000000
M(98,97) = -0.0301080546724031445775127567516000000000
Their sum is = -0.137938077000532872246020624968339999999
The constant M(14,13) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -3.400000000 E-31
**************************
The constant M(49,1) has to be equal to the sum of: 
M(98,1) = -0.0383952684863920821322161065848000000000
Their sum is = -0.0383952684863920821322161065848000000000
The constant M(49,1) is = -0.0383952684863920821322161065848000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,2) has to be equal to the sum of: 
M(98,51) = -0.0336657131710882904921502706387000000000
And of the summand: 1/2
Their sum is = 0.466334286828911709507849729361300000000
The constant M(49,2) is = 0.466334286828911709507849729361000000000
The difference (constant-sum) is = 2.999999998 E-31
**************************
The constant M(49,3) has to be equal to the sum of: 
M(98,3) = 0.304021056431873064196943237471000000000
Their sum is = 0.304021056431873064196943237471000000000
The constant M(49,3) is = 0.304021056431873064196943237471000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(49,4) has to be equal to the sum of: 
M(98,53) = -0.0138070851162004482850782469736000000000
Their sum is = -0.0138070851162004482850782469736000000000
The constant M(49,4) is = -0.0138070851162004482850782469736000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,5) has to be equal to the sum of: 
M(98,5) = 0.171023099103800028774957005601000000000
Their sum is = 0.171023099103800028774957005601000000000
The constant M(49,5) is = 0.171023099103800028774957005601000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(49,6) has to be equal to the sum of: 
M(98,55) = -0.0357500842987016711227115836310000000000
Their sum is = -0.0357500842987016711227115836310000000000
The constant M(49,6) is = -0.0357500842987016711227115836310000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,8) has to be equal to the sum of: 
M(98,57) = -0.0413510555550115789400672524948000000000
Their sum is = -0.0413510555550115789400672524948000000000
The constant M(49,8) is = -0.0413510555550115789400672524948000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,9) has to be equal to the sum of: 
M(98,9) = -0.0314440963912895977385271035881000000000
Their sum is = -0.0314440963912895977385271035881000000000
The constant M(49,9) is = -0.0314440963912895977385271035881000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,10) has to be equal to the sum of: 
M(98,59) = -0.0179742508654979823927358225056000000000
Their sum is = -0.0179742508654979823927358225056000000000
The constant M(49,10) is = -0.0179742508654979823927358225056000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,11) has to be equal to the sum of: 
M(98,11) = 0.0577984921881582920030089628241000000000
Their sum is = 0.0577984921881582920030089628241000000000
The constant M(49,11) is = 0.0577984921881582920030089628241000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,12) has to be equal to the sum of: 
M(98,61) = -0.0259216348255906147949948043212000000000
Their sum is = -0.0259216348255906147949948043212000000000
The constant M(49,12) is = -0.0259216348255906147949948043212000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,13) has to be equal to the sum of: 
M(98,13) = 0.0387524773198199390322537909978000000000
Their sum is = 0.0387524773198199390322537909978000000000
The constant M(49,13) is = 0.0387524773198199390322537909978000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,15) has to be equal to the sum of: 
M(98,15) = -0.0308488781234432845018936660779000000000
Their sum is = -0.0308488781234432845018936660779000000000
The constant M(49,15) is = -0.0308488781234432845018936660779000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,16) has to be equal to the sum of: 
M(98,65) = -0.0339681108830202597858976507311000000001
Their sum is = -0.0339681108830202597858976507311000000001
The constant M(49,16) is = -0.0339681108830202597858976507311000000001
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,17) has to be equal to the sum of: 
M(98,17) = 0.0195986211959291459426090559514000000000
Their sum is = 0.0195986211959291459426090559514000000000
The constant M(49,17) is = 0.0195986211959291459426090559514000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,18) has to be equal to the sum of: 
M(98,67) = -0.0265481914013369628386445117114000000000
Their sum is = -0.0265481914013369628386445117114000000000
The constant M(49,18) is = -0.0265481914013369628386445117114000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,19) has to be equal to the sum of: 
M(98,19) = 0.0133682468991354737685431028844000000000
Their sum is = 0.0133682468991354737685431028844000000000
The constant M(49,19) is = 0.0133682468991354737685431028844000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,20) has to be equal to the sum of: 
M(98,69) = -0.0375278174796028816479828233250000000000
Their sum is = -0.0375278174796028816479828233250000000000
The constant M(49,20) is = -0.0375278174796028816479828233250000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,22) has to be equal to the sum of: 
M(98,71) = -0.0271149388284457273652853503947000000000
Their sum is = -0.0271149388284457273652853503947000000000
The constant M(49,22) is = -0.0271149388284457273652853503947000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,23) has to be equal to the sum of: 
M(98,23) = 0.00230466052978230098400537215826000000000
Their sum is = 0.00230466052978230098400537215826000000000
The constant M(49,23) is = 0.00230466052978230098400537215826000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(49,24) has to be equal to the sum of: 
M(98,73) = -0.0212037385556608160434975911808000000000
Their sum is = -0.0212037385556608160434975911808000000000
The constant M(49,24) is = -0.0212037385556608160434975911808000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,25) has to be equal to the sum of: 
M(98,25) = -0.0426464147446078110078918995990000000000
Their sum is = -0.0426464147446078110078918995990000000000
The constant M(49,25) is = -0.0426464147446078110078918995990000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,26) has to be equal to the sum of: 
M(98,75) = -0.0325587682338833973069868861771000000000
Their sum is = -0.0325587682338833973069868861771000000000
The constant M(49,26) is = -0.0325587682338833973069868861771000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,27) has to be equal to the sum of: 
M(98,27) = -0.0374378875833709478805721140588000000000
Their sum is = -0.0374378875833709478805721140588000000000
The constant M(49,27) is = -0.0374378875833709478805721140588000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,29) has to be equal to the sum of: 
M(98,29) = 0.00233308560558156280643668525366000000000
Their sum is = 0.00233308560558156280643668525366000000000
The constant M(49,29) is = 0.00233308560558156280643668525366000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(49,30) has to be equal to the sum of: 
M(98,79) = -0.0282847193283593911192816919285000000000
Their sum is = -0.0282847193283593911192816919285000000000
The constant M(49,30) is = -0.0282847193283593911192816919285000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,31) has to be equal to the sum of: 
M(98,31) = -0.0052134809832995471233349841432400000000
Their sum is = -0.0052134809832995471233349841432400000000
The constant M(49,31) is = -0.0052134809832995471233349841432400000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,32) has to be equal to the sum of: 
M(98,81) = -0.0349108844507019223428814008100000000000
Their sum is = -0.0349108844507019223428814008100000000000
The constant M(49,32) is = -0.0349108844507019223428814008100000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,33) has to be equal to the sum of: 
M(98,33) = -0.0296755086999320632857781706451000000000
Their sum is = -0.0296755086999320632857781706451000000000
The constant M(49,33) is = -0.0296755086999320632857781706451000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,34) has to be equal to the sum of: 
M(98,83) = -0.0259500822967160058800246221798000000000
Their sum is = -0.0259500822967160058800246221798000000000
The constant M(49,34) is = -0.0259500822967160058800246221798000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,36) has to be equal to the sum of: 
M(98,85) = -0.0374853545473675229116141770022000000000
Their sum is = -0.0374853545473675229116141770022000000000
The constant M(49,36) is = -0.0374853545473675229116141770022000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,37) has to be equal to the sum of: 
M(98,37) = -0.0090736048904374723634305373359600000000
Their sum is = -0.0090736048904374723634305373359600000000
The constant M(49,37) is = -0.0090736048904374723634305373359600000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,38) has to be equal to the sum of: 
M(98,87) = -0.0380063775434451771364991725972000000000
Their sum is = -0.0380063775434451771364991725972000000000
The constant M(49,38) is = -0.0380063775434451771364991725972000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,39) has to be equal to the sum of: 
M(98,39) = -0.0345717040577861492932065792807000000000
Their sum is = -0.0345717040577861492932065792807000000000
The constant M(49,39) is = -0.0345717040577861492932065792807000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,40) has to be equal to the sum of: 
M(98,89) = -0.0294694717414985871433572986523000000000
Their sum is = -0.0294694717414985871433572986523000000000
The constant M(49,40) is = -0.0294694717414985871433572986523000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,41) has to be equal to the sum of: 
M(98,41) = -0.0099166279895581601694705160199400000000
Their sum is = -0.0099166279895581601694705160199400000000
The constant M(49,41) is = -0.0099166279895581601694705160199400000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,43) has to be equal to the sum of: 
M(98,43) = -0.0142127326094926610520991426333000000000
Their sum is = -0.0142127326094926610520991426333000000000
The constant M(49,43) is = -0.0142127326094926610520991426333000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,44) has to be equal to the sum of: 
M(98,93) = -0.0398506864946537418868493632368000000000
Their sum is = -0.0398506864946537418868493632368000000000
The constant M(49,44) is = -0.0398506864946537418868493632368000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,45) has to be equal to the sum of: 
M(98,45) = -0.0401809395057864127328524720416000000000
Their sum is = -0.0401809395057864127328524720416000000000
The constant M(49,45) is = -0.0401809395057864127328524720416000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,46) has to be equal to the sum of: 
M(98,95) = -0.0349938794976903973663985170756000000000
Their sum is = -0.0349938794976903973663985170756000000000
The constant M(49,46) is = -0.0349938794976903973663985170756000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,47) has to be equal to the sum of: 
M(98,47) = -0.0204916254313071702344624310624000000000
Their sum is = -0.0204916254313071702344624310624000000000
The constant M(49,47) is = -0.0204916254313071702344624310624000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,48) has to be equal to the sum of: 
M(98,97) = -0.0301080546724031445775127567516000000000
Their sum is = -0.0301080546724031445775127567516000000000
The constant M(49,48) is = -0.0301080546724031445775127567516000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(3,1) has to be equal to the sum of: 
M(99,1) = -0.0246902919843640067888818927482000000000
M(99,4) = -0.0194656665638053976701159280332000000000
M(99,7) = 0.112863445425399347543158162577000000000
M(99,10) = -0.0195280849826886898044821734007000000000
M(99,13) = 0.0540564230788524978239282208069000000000
M(99,16) = -0.0269356759249561894050171262094000000000
M(99,19) = 0.0239219874173785825586634769030000000000
M(99,25) = -0.0246141758051562468524039753097000000000
M(99,28) = -0.0226524889907771847357372147929000000000
M(99,31) = 0.0046662373856199410593253004331200000000
M(99,34) = -0.0271675699865263942933655990113000000000
M(99,37) = -0.00106784877695158429648696808196000000000
M(99,40) = -0.0204474683508080943287399306142000000000
M(99,43) = -0.00124440540983750335474195675662000000000
M(99,46) = -0.0287868299994146991595164858998000000000
M(99,49) = -0.0301899198960608937043925092274000000000
M(99,52) = -0.0220894051269408769895199876627000000000
M(99,58) = -0.0251928383105541319888333380445000000000
M(99,61) = -0.0108310822961363883443298103726000000000
M(99,64) = -0.0243863723939528555523741474463000000000
M(99,67) = -0.0136385457030705411978277378742000000000
M(99,70) = -0.0305723729631728654320896816246000000000
M(99,73) = -0.0142447962513341840824923475733000000000
M(99,76) = -0.0265101974738068295013072779900000000000
M(99,79) = -0.0149180099085924910247522804979000000000
M(99,82) = -0.0221551331053825902050550154787000000000
M(99,85) = -0.0274113215719789197236580636303000000000
M(99,91) = -0.0287683730753826934265821651876000000000
M(99,94) = -0.0252041175087836973169087459122000000000
M(99,97) = -0.0196855804562575489251123685407000000000
Their sum is = -0.356890479509443129119649567200959999996
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 4.000000536 E-32
**************************
The constant M(3,2) has to be equal to the sum of: 
M(99,2) = 0.478350936267692421163583582103000000000
M(99,5) = 0.172890168933907161505041576673000000000
M(99,8) = -0.0196233858199501971079991495724000000000
M(99,14) = -0.0171711138620687402025325768147000000000
M(99,17) = 0.0273266236466420502177204561451000000000
M(99,20) = -0.0265789674988557333941861796302000000000
M(99,23) = 0.0156285158840372250575261781984000000000
M(99,26) = -0.0282511807301380351430133417014000000000
M(99,29) = 0.0093291237160385400198156832063300000000
M(99,32) = -0.0244133306138999270216193091693000000000
M(99,35) = -0.0241919489462040317378897268013000000000
M(99,38) = -0.0245015031601785345868985385838000000000
M(99,41) = -0.00194343732755251097221040804302000000000
M(99,47) = -0.0062884644788889869674987188900300000000
M(99,50) = -0.0206806133225300198071945768647000000000
M(99,53) = -0.0061324638265190612146290657265200000000
M(99,56) = -0.0291433654146152211749430288564000000000
M(99,59) = -0.0102203772158131093175659448296000000000
M(99,62) = -0.0270477632153938921315408786650000000000
M(99,65) = -0.0243870848848332934761803263102000000000
M(99,68) = -0.0230483690294669299460543954691000000000
M(99,71) = -0.0111008911580067393762330205270000000000
M(99,74) = -0.0238545587989775754629739637986000000000
M(99,80) = -0.0255217084286562935883653613559000000000
M(99,83) = -0.0140759636197568631194001605187000000000
M(99,86) = -0.0294448531988972832360967847663000000000
M(99,89) = -0.0181262356860925362810964368045000000000
M(99,92) = -0.0223929302905424340139062694371000000000
M(99,95) = -0.0257698885790688122023095715810000000000
M(99,98) = -0.0254697012267489660305157600415000000000
And of the summand: 1/11
Their sum is = 0.285054359023752579541743072476650909110
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -3.490908891 E-31
**************************
The constant M(9,1) has to be equal to the sum of: 
M(99,1) = -0.0246902919843640067888818927482000000000
M(99,10) = -0.0195280849826886898044821734007000000000
M(99,19) = 0.0239219874173785825586634769030000000000
M(99,28) = -0.0226524889907771847357372147929000000000
M(99,37) = -0.00106784877695158429648696808196000000000
M(99,46) = -0.0287868299994146991595164858998000000000
M(99,64) = -0.0243863723939528555523741474463000000000
M(99,73) = -0.0142447962513341840824923475733000000000
M(99,82) = -0.0221551331053825902050550154787000000000
M(99,91) = -0.0287683730753826934265821651876000000000
Their sum is = -0.162358232142869905492944933706459999998
The constant M(9,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 5.400000018 E-31
**************************
The constant M(9,2) has to be equal to the sum of: 
M(99,2) = 0.478350936267692421163583582103000000000
M(99,20) = -0.0265789674988557333941861796302000000000
M(99,29) = 0.0093291237160385400198156832063300000000
M(99,38) = -0.0245015031601785345868985385838000000000
M(99,47) = -0.0062884644788889869674987188900300000000
M(99,56) = -0.0291433654146152211749430288564000000000
M(99,65) = -0.0243870848848332934761803263102000000000
M(99,74) = -0.0238545587989775754629739637986000000000
M(99,83) = -0.0140759636197568631194001605187000000000
M(99,92) = -0.0223929302905424340139062694371000000000
And of the summand: 1/11
Their sum is = 0.407366312746173228078321170193390909094
The constant M(9,2) is = 0.407366312746173228078321170193000000000
The difference (constant-sum) is = 3.909090932 E-31
**************************
The constant M(9,4) has to be equal to the sum of: 
M(99,4) = -0.0194656665638053976701159280332000000000
M(99,13) = 0.0540564230788524978239282208069000000000
M(99,31) = 0.0046662373856199410593253004331200000000
M(99,40) = -0.0204474683508080943287399306142000000000
M(99,49) = -0.0301899198960608937043925092274000000000
M(99,58) = -0.0251928383105541319888333380445000000000
M(99,67) = -0.0136385457030705411978277378742000000000
M(99,76) = -0.0265101974738068295013072779900000000000
M(99,85) = -0.0274113215719789197236580636303000000000
M(99,94) = -0.0252041175087836973169087459122000000000
Their sum is = -0.129337414914396066548530010085979999999
The constant M(9,4) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = 2.000000121 E-32
**************************
The constant M(9,5) has to be equal to the sum of: 
M(99,5) = 0.172890168933907161505041576673000000000
M(99,14) = -0.0171711138620687402025325768147000000000
M(99,23) = 0.0156285158840372250575261781984000000000
M(99,32) = -0.0244133306138999270216193091693000000000
M(99,41) = -0.00194343732755251097221040804302000000000
M(99,50) = -0.0206806133225300198071945768647000000000
M(99,59) = -0.0102203772158131093175659448296000000000
M(99,68) = -0.0230483690294669299460543954691000000000
M(99,86) = -0.0294448531988972832360967847663000000000
M(99,95) = -0.0257698885790688122023095715810000000000
Their sum is = 0.0358267016686470538569841873336800000020
The constant M(9,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = -3.199999979 E-31
**************************
The constant M(9,7) has to be equal to the sum of: 
M(99,7) = 0.112863445425399347543158162577000000000
M(99,16) = -0.0269356759249561894050171262094000000000
M(99,25) = -0.0246141758051562468524039753097000000000
M(99,34) = -0.0271675699865263942933655990113000000000
M(99,43) = -0.00124440540983750335474195675662000000000
M(99,52) = -0.0220894051269408769895199876627000000000
M(99,61) = -0.0108310822961363883443298103726000000000
M(99,70) = -0.0305723729631728654320896816246000000000
M(99,79) = -0.0149180099085924910247522804979000000000
M(99,97) = -0.0196855804562575489251123685407000000000
Their sum is = -0.065194832452177157078174623408519999999
The constant M(9,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 8.00000008 E-32
**************************
The constant M(9,8) has to be equal to the sum of: 
M(99,8) = -0.0196233858199501971079991495724000000000
M(99,17) = 0.0273266236466420502177204561451000000000
M(99,26) = -0.0282511807301380351430133417014000000000
M(99,35) = -0.0241919489462040317378897268013000000000
M(99,53) = -0.0061324638265190612146290657265200000000
M(99,62) = -0.0270477632153938921315408786650000000000
M(99,71) = -0.0111008911580067393762330205270000000000
M(99,80) = -0.0255217084286562935883653613559000000000
M(99,89) = -0.0181262356860925362810964368045000000000
M(99,98) = -0.0254697012267489660305157600415000000000
Their sum is = -0.158138655391067702393562285050419999999
The constant M(9,8) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -4.199999990 E-31
**************************
The constant M(11,1) has to be equal to the sum of: 
M(99,1) = -0.0246902919843640067888818927482000000000
M(99,23) = 0.0156285158840372250575261781984000000000
M(99,34) = -0.0271675699865263942933655990113000000000
M(99,56) = -0.0291433654146152211749430288564000000000
M(99,67) = -0.0136385457030705411978277378742000000000
M(99,89) = -0.0181262356860925362810964368045000000000
Their sum is = -0.097137492890631474678588517096199999999
The constant M(11,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = 2.000000007 E-31
**************************
The constant M(11,2) has to be equal to the sum of: 
M(99,2) = 0.478350936267692421163583582103000000000
M(99,13) = 0.0540564230788524978239282208069000000000
M(99,35) = -0.0241919489462040317378897268013000000000
M(99,46) = -0.0287868299994146991595164858998000000000
M(99,68) = -0.0230483690294669299460543954691000000000
M(99,79) = -0.0149180099085924910247522804979000000000
Their sum is = 0.441462201462866767119298914241800000004
The constant M(11,2) is = 0.441462201462866767119298914241000000000
The difference (constant-sum) is = 8.00000004 E-31
**************************
The constant M(11,3) has to be equal to the sum of: 
M(99,14) = -0.0171711138620687402025325768147000000000
M(99,25) = -0.0246141758051562468524039753097000000000
M(99,47) = -0.0062884644788889869674987188900300000000
M(99,58) = -0.0251928383105541319888333380445000000000
M(99,80) = -0.0255217084286562935883653613559000000000
M(99,91) = -0.0287683730753826934265821651876000000000
And of the summand: 1/3
Their sum is = 0.205776659372626240307117197730903333334
The constant M(11,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = -9.66666662 E-32
**************************
The constant M(11,4) has to be equal to the sum of: 
M(99,4) = -0.0194656665638053976701159280332000000000
M(99,26) = -0.0282511807301380351430133417014000000000
M(99,37) = -0.00106784877695158429648696808196000000000
M(99,59) = -0.0102203772158131093175659448296000000000
M(99,70) = -0.0305723729631728654320896816246000000000
M(99,92) = -0.0223929302905424340139062694371000000000
Their sum is = -0.111970376540423425873178133707859999999
The constant M(11,4) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 1.400000004 E-31
**************************
The constant M(11,5) has to be equal to the sum of: 
M(99,5) = 0.172890168933907161505041576673000000000
M(99,16) = -0.0269356759249561894050171262094000000000
M(99,38) = -0.0245015031601785345868985385838000000000
M(99,49) = -0.0301899198960608937043925092274000000000
M(99,71) = -0.0111008911580067393762330205270000000000
M(99,82) = -0.0221551331053825902050550154787000000000
Their sum is = 0.0580070456893222142274453666467000000014
The constant M(11,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = -2.999999987 E-31
**************************
The constant M(11,6) has to be equal to the sum of: 
M(99,17) = 0.0273266236466420502177204561451000000000
M(99,28) = -0.0226524889907771847357372147929000000000
M(99,50) = -0.0206806133225300198071945768647000000000
M(99,61) = -0.0108310822961363883443298103726000000000
M(99,83) = -0.0140759636197568631194001605187000000000
M(99,94) = -0.0252041175087836973169087459122000000000
Their sum is = -0.066117642091342103105850052315999999999
The constant M(11,6) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(11,7) has to be equal to the sum of: 
M(99,7) = 0.112863445425399347543158162577000000000
M(99,29) = 0.0093291237160385400198156832063300000000
M(99,40) = -0.0204474683508080943287399306142000000000
M(99,62) = -0.0270477632153938921315408786650000000000
M(99,73) = -0.0142447962513341840824923475733000000000
M(99,95) = -0.0257698885790688122023095715810000000000
Their sum is = 0.0346826527448329048178911173498300000004
The constant M(11,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = 3.000000035 E-32
**************************
The constant M(11,8) has to be equal to the sum of: 
M(99,8) = -0.0196233858199501971079991495724000000000
M(99,19) = 0.0239219874173785825586634769030000000000
M(99,41) = -0.00194343732755251097221040804302000000000
M(99,52) = -0.0220894051269408769895199876627000000000
M(99,74) = -0.0238545587989775754629739637986000000000
M(99,85) = -0.0274113215719789197236580636303000000000
Their sum is = -0.071000121228021497697698095804019999999
The constant M(11,8) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = -1.999999974 E-32
**************************
The constant M(11,9) has to be equal to the sum of: 
M(99,20) = -0.0265789674988557333941861796302000000000
M(99,31) = 0.0046662373856199410593253004331200000000
M(99,53) = -0.0061324638265190612146290657265200000000
M(99,64) = -0.0243863723939528555523741474463000000000
M(99,86) = -0.0294448531988972832360967847663000000000
M(99,97) = -0.0196855804562575489251123685407000000000
Their sum is = -0.101561999988862541263073245676899999999
The constant M(11,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 1.000000005 E-31
**************************
The constant M(11,10) has to be equal to the sum of: 
M(99,10) = -0.0195280849826886898044821734007000000000
M(99,32) = -0.0244133306138999270216193091693000000000
M(99,43) = -0.00124440540983750335474195675662000000000
M(99,65) = -0.0243870848848332934761803263102000000000
M(99,76) = -0.0265101974738068295013072779900000000000
M(99,98) = -0.0254697012267489660305157600415000000000
Their sum is = -0.121552804591815209188846803668319999999
The constant M(11,10) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = -3.199999995 E-31
**************************
The constant M(33,1) has to be equal to the sum of: 
M(99,1) = -0.0246902919843640067888818927482000000000
M(99,34) = -0.0271675699865263942933655990113000000000
M(99,67) = -0.0136385457030705411978277378742000000000
Their sum is = -0.065496407673960942280075229633699999999
The constant M(33,1) is = -0.065496407673960942280075229633799999999
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(33,2) has to be equal to the sum of: 
M(99,2) = 0.478350936267692421163583582103000000000
M(99,35) = -0.0241919489462040317378897268013000000000
M(99,68) = -0.0230483690294669299460543954691000000000
Their sum is = 0.431110618292021459479639459832600000002
The constant M(33,2) is = 0.431110618292021459479639459832000000000
The difference (constant-sum) is = 6.000000010 E-31
**************************
The constant M(33,4) has to be equal to the sum of: 
M(99,4) = -0.0194656665638053976701159280332000000000
M(99,37) = -0.00106784877695158429648696808196000000000
M(99,70) = -0.0305723729631728654320896816246000000000
Their sum is = -0.0511058883039298473986925777397600000000
The constant M(33,4) is = -0.0511058883039298473986925777398000000000
The difference (constant-sum) is = 4.000000004 E-32
**************************
The constant M(33,5) has to be equal to the sum of: 
M(99,5) = 0.172890168933907161505041576673000000000
M(99,38) = -0.0245015031601785345868985385838000000000
M(99,71) = -0.0111008911580067393762330205270000000000
Their sum is = 0.137287774615721887541910017562200000001
The constant M(33,5) is = 0.137287774615721887541910017562000000000
The difference (constant-sum) is = 2.000000011 E-31
**************************
The constant M(33,7) has to be equal to the sum of: 
M(99,7) = 0.112863445425399347543158162577000000000
M(99,40) = -0.0204474683508080943287399306142000000000
M(99,73) = -0.0142447962513341840824923475733000000000
Their sum is = 0.078171180823257069131925884389500000000
The constant M(33,7) is = 0.078171180823257069131925884389400000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(33,8) has to be equal to the sum of: 
M(99,8) = -0.0196233858199501971079991495724000000000
M(99,41) = -0.00194343732755251097221040804302000000000
M(99,74) = -0.0238545587989775754629739637986000000000
Their sum is = -0.0454213819464802835431835214140199999998
The constant M(33,8) is = -0.0454213819464802835431835214140000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(33,10) has to be equal to the sum of: 
M(99,10) = -0.0195280849826886898044821734007000000000
M(99,43) = -0.00124440540983750335474195675662000000000
M(99,76) = -0.0265101974738068295013072779900000000000
Their sum is = -0.0472826878663330226605314081473200000000
The constant M(33,10) is = -0.0472826878663330226605314081473000000000
The difference (constant-sum) is = -2.000000011 E-32
**************************
The constant M(33,13) has to be equal to the sum of: 
M(99,13) = 0.0540564230788524978239282208069000000000
M(99,46) = -0.0287868299994146991595164858998000000000
M(99,79) = -0.0149180099085924910247522804979000000000
Their sum is = 0.0103515831708453076396594544092000000000
The constant M(33,13) is = 0.0103515831708453076396594544091000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(33,14) has to be equal to the sum of: 
M(99,14) = -0.0171711138620687402025325768147000000000
M(99,47) = -0.0062884644788889869674987188900300000000
M(99,80) = -0.0255217084286562935883653613559000000000
Their sum is = -0.0489812867696140207583966570606300000000
The constant M(33,14) is = -0.0489812867696140207583966570606000000000
The difference (constant-sum) is = -2.999999998 E-32
**************************
The constant M(33,16) has to be equal to the sum of: 
M(99,16) = -0.0269356759249561894050171262094000000000
M(99,49) = -0.0301899198960608937043925092274000000000
M(99,82) = -0.0221551331053825902050550154787000000000
Their sum is = -0.079280728926399673314464650915499999999
The constant M(33,16) is = -0.079280728926399673314464650915500000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(33,17) has to be equal to the sum of: 
M(99,17) = 0.0273266236466420502177204561451000000000
M(99,50) = -0.0206806133225300198071945768647000000000
M(99,83) = -0.0140759636197568631194001605187000000000
Their sum is = -0.0074299532956448327088742812383000000000
The constant M(33,17) is = -0.0074299532956448327088742812382300000000
The difference (constant-sum) is = -6.99999999 E-32
**************************
The constant M(33,19) has to be equal to the sum of: 
M(99,19) = 0.0239219874173785825586634769030000000000
M(99,52) = -0.0220894051269408769895199876627000000000
M(99,85) = -0.0274113215719789197236580636303000000000
Their sum is = -0.0255787392815412141545145743899999999999
The constant M(33,19) is = -0.0255787392815412141545145743900000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(33,20) has to be equal to the sum of: 
M(99,20) = -0.0265789674988557333941861796302000000000
M(99,53) = -0.0061324638265190612146290657265200000000
M(99,86) = -0.0294448531988972832360967847663000000000
Their sum is = -0.0621562845242720778449120301230200000000
The constant M(33,20) is = -0.0621562845242720778449120301230000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(33,23) has to be equal to the sum of: 
M(99,23) = 0.0156285158840372250575261781984000000000
M(99,56) = -0.0291433654146152211749430288564000000000
M(99,89) = -0.0181262356860925362810964368045000000000
Their sum is = -0.0316410852166705323985132874624999999999
The constant M(33,23) is = -0.0316410852166705323985132874625999999999
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(33,25) has to be equal to the sum of: 
M(99,25) = -0.0246141758051562468524039753097000000000
M(99,58) = -0.0251928383105541319888333380445000000000
M(99,91) = -0.0287683730753826934265821651876000000000
Their sum is = -0.078575387191093072267819478541800000000
The constant M(33,25) is = -0.078575387191093072267819478541800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(33,26) has to be equal to the sum of: 
M(99,26) = -0.0282511807301380351430133417014000000000
M(99,59) = -0.0102203772158131093175659448296000000000
M(99,92) = -0.0223929302905424340139062694371000000000
Their sum is = -0.0608644882364935784744855559681000000000
The constant M(33,26) is = -0.0608644882364935784744855559681000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,28) has to be equal to the sum of: 
M(99,28) = -0.0226524889907771847357372147929000000000
M(99,61) = -0.0108310822961363883443298103726000000000
M(99,94) = -0.0252041175087836973169087459122000000000
Their sum is = -0.0586876887956972703969757710777000000000
The constant M(33,28) is = -0.0586876887956972703969757710777000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,29) has to be equal to the sum of: 
M(99,29) = 0.0093291237160385400198156832063300000000
M(99,62) = -0.0270477632153938921315408786650000000000
M(99,95) = -0.0257698885790688122023095715810000000000
Their sum is = -0.0434885280784241643140347670396700000000
The constant M(33,29) is = -0.0434885280784241643140347670396000000000
The difference (constant-sum) is = -7.00000000 E-32
**************************
The constant M(33,31) has to be equal to the sum of: 
M(99,31) = 0.0046662373856199410593253004331200000000
M(99,64) = -0.0243863723939528555523741474463000000000
M(99,97) = -0.0196855804562575489251123685407000000000
Their sum is = -0.0394057154645904634181612155538799999998
The constant M(33,31) is = -0.0394057154645904634181612155539000000000
The difference (constant-sum) is = 2.000000011 E-32
**************************
The constant M(33,32) has to be equal to the sum of: 
M(99,32) = -0.0244133306138999270216193091693000000000
M(99,65) = -0.0243870848848332934761803263102000000000
M(99,98) = -0.0254697012267489660305157600415000000000
Their sum is = -0.074270116725482186528315395520999999999
The constant M(33,32) is = -0.074270116725482186528315395521000000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(100,1) = -0.0327328506433100964865591320752000000000
M(100,3) = 0.296796051280987294742970937495000000000
M(100,7) = 0.109164660582488612007924295132000000000
M(100,9) = -0.0317072585110717311614975891209000000000
M(100,11) = 0.0525392593617032986211242723163000000000
M(100,13) = 0.0426109269250587204358452633092000000000
M(100,17) = 0.0150314878146081597086876326530000000000
M(100,19) = 0.0109334390998046805514799426251000000000
M(100,21) = -0.0417987666199882381554101070194000000000
M(100,23) = 0.0042998073385063933320881218890500000000
M(100,27) = -0.0341176432026934031798118898001000000000
M(100,29) = -0.0068455655084566722827777802956700000000
M(100,31) = -0.00088201974708926719168945172996500000000
M(100,33) = -0.0398162557586811487218938785461000000000
M(100,37) = -0.0102279906317679444335912720258000000000
M(100,39) = -0.0321595332963616451080367909583999999999
M(100,41) = -0.0174449250429062421986041546218000000000
M(100,43) = -0.0211360658221425540355687928302000000000
M(100,47) = -0.0204531829766119508711316300152000000000
M(100,49) = -0.0366254740517904877152631123756000000000
M(100,51) = -0.0351434786950777268987719834982000000000
M(100,53) = -0.0226972066993157647309792376412000000000
M(100,57) = -0.0325765749024211602755096901541000000001
M(100,59) = -0.0255972500173944737573300789065000000000
M(100,61) = -0.0278286463430071239161270301844000000000
M(100,63) = -0.0335981132403069486459144502605000000000
M(100,67) = -0.0215622199307553304269482499472000000000
M(100,69) = -0.0425884782618983166596496197348000000000
M(100,71) = -0.0281279461582123388760458288424000000000
M(100,73) = -0.0242942021393837676448545675071000000000
M(100,77) = -0.0403016818292845344264159233543000000000
M(100,79) = -0.0258608096502094405172333083641000000000
M(100,81) = -0.0382936433211064890956609926045000000000
M(100,83) = -0.0266126795143592885540643412312000000000
M(100,87) = -0.0412427727572622471627739267697000000000
M(100,89) = -0.0340854865585412017841720068044000000000
M(100,91) = -0.0391214327782647589416235354382000000000
M(100,93) = -0.0369018583285861763311254259566000000000
M(100,97) = -0.0276176058143249827783865174265000000000
M(100,99) = -0.0398788008029309226792713307706000000000
And of the summand: 1/5
Their sum is = -0.238502787152357216244573161391184999988
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 1.191409604 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(100,1) = -0.0327328506433100964865591320752000000000
M(100,9) = -0.0317072585110717311614975891209000000000
M(100,13) = 0.0426109269250587204358452633092000000000
M(100,17) = 0.0150314878146081597086876326530000000000
M(100,21) = -0.0417987666199882381554101070194000000000
M(100,29) = -0.0068455655084566722827777802956700000000
M(100,33) = -0.0398162557586811487218938785461000000000
M(100,37) = -0.0102279906317679444335912720258000000000
M(100,41) = -0.0174449250429062421986041546218000000000
M(100,49) = -0.0366254740517904877152631123756000000000
M(100,53) = -0.0226972066993157647309792376412000000000
M(100,57) = -0.0325765749024211602755096901541000000001
M(100,61) = -0.0278286463430071239161270301844000000000
M(100,69) = -0.0425884782618983166596496197348000000000
M(100,73) = -0.0242942021393837676448545675071000000000
M(100,77) = -0.0403016818292845344264159233543000000000
M(100,81) = -0.0382936433211064890956609926045000000000
M(100,89) = -0.0340854865585412017841720068044000000000
M(100,93) = -0.0369018583285861763311254259566000000000
M(100,97) = -0.0276176058143249827783865174265000000000
And of the summand: 1/5
Their sum is = -0.286742056226175198653945141486169999996
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -1.699999959 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(100,3) = 0.296796051280987294742970937495000000000
M(100,7) = 0.109164660582488612007924295132000000000
M(100,11) = 0.0525392593617032986211242723163000000000
M(100,19) = 0.0109334390998046805514799426251000000000
M(100,23) = 0.0042998073385063933320881218890500000000
M(100,27) = -0.0341176432026934031798118898001000000000
M(100,31) = -0.00088201974708926719168945172996500000000
M(100,39) = -0.0321595332963616451080367909583999999999
M(100,43) = -0.0211360658221425540355687928302000000000
M(100,47) = -0.0204531829766119508711316300152000000000
M(100,51) = -0.0351434786950777268987719834982000000000
M(100,59) = -0.0255972500173944737573300789065000000000
M(100,63) = -0.0335981132403069486459144502605000000000
M(100,67) = -0.0215622199307553304269482499472000000000
M(100,71) = -0.0281279461582123388760458288424000000000
M(100,79) = -0.0258608096502094405172333083641000000000
M(100,83) = -0.0266126795143592885540643412312000000000
M(100,87) = -0.0412427727572622471627739267697000000000
M(100,91) = -0.0391214327782647589416235354382000000000
M(100,99) = -0.0398788008029309226792713307706000000000
Their sum is = 0.0482392690738179824093719800949850000062
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 8.50000062 E-32
**************************
The constant M(5,1) has to be equal to the sum of: 
M(100,1) = -0.0327328506433100964865591320752000000000
M(100,11) = 0.0525392593617032986211242723163000000000
M(100,21) = -0.0417987666199882381554101070194000000000
M(100,31) = -0.00088201974708926719168945172996500000000
M(100,41) = -0.0174449250429062421986041546218000000000
M(100,51) = -0.0351434786950777268987719834982000000000
M(100,61) = -0.0278286463430071239161270301844000000000
M(100,71) = -0.0281279461582123388760458288424000000000
M(100,81) = -0.0382936433211064890956609926045000000000
M(100,91) = -0.0391214327782647589416235354382000000000
Their sum is = -0.208834449987258983139367943697764999999
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 2.350000008 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(100,7) = 0.109164660582488612007924295132000000000
M(100,17) = 0.0150314878146081597086876326530000000000
M(100,27) = -0.0341176432026934031798118898001000000000
M(100,37) = -0.0102279906317679444335912720258000000000
M(100,47) = -0.0204531829766119508711316300152000000000
M(100,57) = -0.0325765749024211602755096901541000000001
M(100,67) = -0.0215622199307553304269482499472000000000
M(100,77) = -0.0403016818292845344264159233543000000000
M(100,87) = -0.0412427727572622471627739267697000000000
M(100,97) = -0.0276176058143249827783865174265000000000
And of the summand: 1/2
Their sum is = 0.396096476351975218162042828292100000000
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(100,3) = 0.296796051280987294742970937495000000000
M(100,13) = 0.0426109269250587204358452633092000000000
M(100,23) = 0.0042998073385063933320881218890500000000
M(100,33) = -0.0398162557586811487218938785461000000000
M(100,43) = -0.0211360658221425540355687928302000000000
M(100,53) = -0.0226972066993157647309792376412000000000
M(100,63) = -0.0335981132403069486459144502605000000000
M(100,73) = -0.0242942021393837676448545675071000000000
M(100,83) = -0.0266126795143592885540643412312000000000
M(100,93) = -0.0369018583285861763311254259566000000000
Their sum is = 0.138650404041776759846503628720350000001
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 3.500000010 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(100,9) = -0.0317072585110717311614975891209000000000
M(100,19) = 0.0109334390998046805514799426251000000000
M(100,29) = -0.0068455655084566722827777802956700000000
M(100,39) = -0.0321595332963616451080367909583999999999
M(100,49) = -0.0366254740517904877152631123756000000000
M(100,59) = -0.0255972500173944737573300789065000000000
M(100,69) = -0.0425884782618983166596496197348000000000
M(100,79) = -0.0258608096502094405172333083641000000000
M(100,89) = -0.0340854865585412017841720068044000000000
M(100,99) = -0.0398788008029309226792713307706000000000
Their sum is = -0.264415217558850211113751674705869999998
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.300000023 E-31
**************************
The constant M(10,1) has to be equal to the sum of: 
M(100,1) = -0.0327328506433100964865591320752000000000
M(100,11) = 0.0525392593617032986211242723163000000000
M(100,21) = -0.0417987666199882381554101070194000000000
M(100,31) = -0.00088201974708926719168945172996500000000
M(100,41) = -0.0174449250429062421986041546218000000000
M(100,51) = -0.0351434786950777268987719834982000000000
M(100,61) = -0.0278286463430071239161270301844000000000
M(100,71) = -0.0281279461582123388760458288424000000000
M(100,81) = -0.0382936433211064890956609926045000000000
M(100,91) = -0.0391214327782647589416235354382000000000
Their sum is = -0.208834449987258983139367943697764999999
The constant M(10,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 2.350000008 E-31
**************************
The constant M(10,3) has to be equal to the sum of: 
M(100,3) = 0.296796051280987294742970937495000000000
M(100,13) = 0.0426109269250587204358452633092000000000
M(100,23) = 0.0042998073385063933320881218890500000000
M(100,33) = -0.0398162557586811487218938785461000000000
M(100,43) = -0.0211360658221425540355687928302000000000
M(100,53) = -0.0226972066993157647309792376412000000000
M(100,63) = -0.0335981132403069486459144502605000000000
M(100,73) = -0.0242942021393837676448545675071000000000
M(100,83) = -0.0266126795143592885540643412312000000000
M(100,93) = -0.0369018583285861763311254259566000000000
Their sum is = 0.138650404041776759846503628720350000001
The constant M(10,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 3.500000010 E-31
**************************
The constant M(10,7) has to be equal to the sum of: 
M(100,7) = 0.109164660582488612007924295132000000000
M(100,17) = 0.0150314878146081597086876326530000000000
M(100,27) = -0.0341176432026934031798118898001000000000
M(100,37) = -0.0102279906317679444335912720258000000000
M(100,47) = -0.0204531829766119508711316300152000000000
M(100,57) = -0.0325765749024211602755096901541000000001
M(100,67) = -0.0215622199307553304269482499472000000000
M(100,77) = -0.0403016818292845344264159233543000000000
M(100,87) = -0.0412427727572622471627739267697000000000
M(100,97) = -0.0276176058143249827783865174265000000000
Their sum is = -0.103903523648024781837957171707900000000
The constant M(10,7) is = -0.103903523648024781837957171708000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(10,9) has to be equal to the sum of: 
M(100,9) = -0.0317072585110717311614975891209000000000
M(100,19) = 0.0109334390998046805514799426251000000000
M(100,29) = -0.0068455655084566722827777802956700000000
M(100,39) = -0.0321595332963616451080367909583999999999
M(100,49) = -0.0366254740517904877152631123756000000000
M(100,59) = -0.0255972500173944737573300789065000000000
M(100,69) = -0.0425884782618983166596496197348000000000
M(100,79) = -0.0258608096502094405172333083641000000000
M(100,89) = -0.0340854865585412017841720068044000000000
M(100,99) = -0.0398788008029309226792713307706000000000
Their sum is = -0.264415217558850211113751674705869999998
The constant M(10,9) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.300000023 E-31
**************************
The constant M(20,1) has to be equal to the sum of: 
M(100,1) = -0.0327328506433100964865591320752000000000
M(100,21) = -0.0417987666199882381554101070194000000000
M(100,41) = -0.0174449250429062421986041546218000000000
M(100,61) = -0.0278286463430071239161270301844000000000
M(100,81) = -0.0382936433211064890956609926045000000000
Their sum is = -0.158098831970318189852361416505299999999
The constant M(20,1) is = -0.158098831970318189852361416505000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(20,3) has to be equal to the sum of: 
M(100,3) = 0.296796051280987294742970937495000000000
M(100,23) = 0.0042998073385063933320881218890500000000
M(100,43) = -0.0211360658221425540355687928302000000000
M(100,63) = -0.0335981132403069486459144502605000000000
M(100,83) = -0.0266126795143592885540643412312000000000
Their sum is = 0.219749000042684896839511475062150000001
The constant M(20,3) is = 0.219749000042684896839511475062000000000
The difference (constant-sum) is = 1.500000006 E-31
**************************
The constant M(20,7) has to be equal to the sum of: 
M(100,7) = 0.109164660582488612007924295132000000000
M(100,27) = -0.0341176432026934031798118898001000000000
M(100,47) = -0.0204531829766119508711316300152000000000
M(100,67) = -0.0215622199307553304269482499472000000000
M(100,87) = -0.0412427727572622471627739267697000000000
Their sum is = -0.0082111582848343196327414014001999999999
The constant M(20,7) is = -0.0082111582848343196327414014000600000000
The difference (constant-sum) is = -1.399999999 E-31
**************************
The constant M(20,9) has to be equal to the sum of: 
M(100,9) = -0.0317072585110717311614975891209000000000
M(100,29) = -0.0068455655084566722827777802956700000000
M(100,49) = -0.0366254740517904877152631123756000000000
M(100,69) = -0.0425884782618983166596496197348000000000
M(100,89) = -0.0340854865585412017841720068044000000000
Their sum is = -0.151852262891758409603360108331369999999
The constant M(20,9) is = -0.151852262891758409603360108330999999999
The difference (constant-sum) is = -3.700000000 E-31
**************************
The constant M(20,11) has to be equal to the sum of: 
M(100,11) = 0.0525392593617032986211242723163000000000
M(100,31) = -0.00088201974708926719168945172996500000000
M(100,51) = -0.0351434786950777268987719834982000000000
M(100,71) = -0.0281279461582123388760458288424000000000
M(100,91) = -0.0391214327782647589416235354382000000000
Their sum is = -0.0507356180169407932870065271924649999998
The constant M(20,11) is = -0.0507356180169407932870065271925000000000
The difference (constant-sum) is = 3.500000028 E-32
**************************
The constant M(20,13) has to be equal to the sum of: 
M(100,13) = 0.0426109269250587204358452633092000000000
M(100,33) = -0.0398162557586811487218938785461000000000
M(100,53) = -0.0226972066993157647309792376412000000000
M(100,73) = -0.0242942021393837676448545675071000000000
M(100,93) = -0.0369018583285861763311254259566000000000
Their sum is = -0.081098596000908136993007846341800000000
The constant M(20,13) is = -0.081098596000908136993007846341800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(20,17) has to be equal to the sum of: 
M(100,17) = 0.0150314878146081597086876326530000000000
M(100,37) = -0.0102279906317679444335912720258000000000
M(100,57) = -0.0325765749024211602755096901541000000001
M(100,77) = -0.0403016818292845344264159233543000000000
M(100,97) = -0.0276176058143249827783865174265000000000
Their sum is = -0.095692365363190462205215770307700000000
The constant M(20,17) is = -0.095692365363190462205215770307700000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(20,19) has to be equal to the sum of: 
M(100,19) = 0.0109334390998046805514799426251000000000
M(100,39) = -0.0321595332963616451080367909583999999999
M(100,59) = -0.0255972500173944737573300789065000000000
M(100,79) = -0.0258608096502094405172333083641000000000
M(100,99) = -0.0398788008029309226792713307706000000000
Their sum is = -0.112562954667091801510391566374500000000
The constant M(20,19) is = -0.112562954667091801510391566375000000000
The difference (constant-sum) is = 5.000000002 E-31
**************************
The constant M(25,1) has to be equal to the sum of: 
M(100,1) = -0.0327328506433100964865591320752000000000
M(100,51) = -0.0351434786950777268987719834982000000000
Their sum is = -0.067876329338387823385331115573400000000
The constant M(25,1) is = -0.067876329338387823385331115573400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(25,2) has to be equal to the sum of: 
M(100,27) = -0.0341176432026934031798118898001000000000
M(100,77) = -0.0403016818292845344264159233543000000000
And of the summand: 1/2
Their sum is = 0.425580674968022062393772186845600000000
The constant M(25,2) is = 0.425580674968022062393772186846000000000
The difference (constant-sum) is = -4.000000007 E-31
**************************
The constant M(25,3) has to be equal to the sum of: 
M(100,3) = 0.296796051280987294742970937495000000000
M(100,53) = -0.0226972066993157647309792376412000000000
Their sum is = 0.274098844581671530011991699853800000000
The constant M(25,3) is = 0.274098844581671530011991699854000000000
The difference (constant-sum) is = -2.000000003 E-31
**************************
The constant M(25,4) has to be equal to the sum of: 
M(100,29) = -0.0068455655084566722827777802956700000000
M(100,79) = -0.0258608096502094405172333083641000000000
Their sum is = -0.0327063751586661128000110886597700000000
The constant M(25,4) is = -0.0327063751586661128000110886598000000000
The difference (constant-sum) is = 2.999999998 E-32
**************************
The constant M(25,6) has to be equal to the sum of: 
M(100,31) = -0.00088201974708926719168945172996500000000
M(100,81) = -0.0382936433211064890956609926045000000000
Their sum is = -0.0391756630681957562873504443344650000000
The constant M(25,6) is = -0.0391756630681957562873504443345000000000
The difference (constant-sum) is = 3.500000010 E-32
**************************
The constant M(25,7) has to be equal to the sum of: 
M(100,7) = 0.109164660582488612007924295132000000000
M(100,57) = -0.0325765749024211602755096901541000000001
Their sum is = 0.076588085680067451732414604977899999999
The constant M(25,7) is = 0.076588085680067451732414604978200000000
The difference (constant-sum) is = -3.000000001 E-31
**************************
The constant M(25,8) has to be equal to the sum of: 
M(100,33) = -0.0398162557586811487218938785461000000000
M(100,83) = -0.0266126795143592885540643412312000000000
Their sum is = -0.066428935273040437275958219777299999999
The constant M(25,8) is = -0.066428935273040437275958219777300000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(25,9) has to be equal to the sum of: 
M(100,9) = -0.0317072585110717311614975891209000000000
M(100,59) = -0.0255972500173944737573300789065000000000
Their sum is = -0.0573045085284662049188276680274000000000
The constant M(25,9) is = -0.0573045085284662049188276680274000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,11) has to be equal to the sum of: 
M(100,11) = 0.0525392593617032986211242723163000000000
M(100,61) = -0.0278286463430071239161270301844000000000
Their sum is = 0.0247106130186961747049972421319000000000
The constant M(25,11) is = 0.0247106130186961747049972421318000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(25,12) has to be equal to the sum of: 
M(100,37) = -0.0102279906317679444335912720258000000000
M(100,87) = -0.0412427727572622471627739267697000000000
Their sum is = -0.0514707633890301915963651987955000000000
The constant M(25,12) is = -0.0514707633890301915963651987955000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,13) has to be equal to the sum of: 
M(100,13) = 0.0426109269250587204358452633092000000000
M(100,63) = -0.0335981132403069486459144502605000000000
Their sum is = 0.0090128136847517717899308130487000000000
The constant M(25,13) is = 0.0090128136847517717899308130486400000000
The difference (constant-sum) is = 6.00000000 E-32
**************************
The constant M(25,14) has to be equal to the sum of: 
M(100,39) = -0.0321595332963616451080367909583999999999
M(100,89) = -0.0340854865585412017841720068044000000000
Their sum is = -0.066245019854902846892208797762800000000
The constant M(25,14) is = -0.066245019854902846892208797762700000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(25,16) has to be equal to the sum of: 
M(100,41) = -0.0174449250429062421986041546218000000000
M(100,91) = -0.0391214327782647589416235354382000000000
Their sum is = -0.0565663578211710011402276900600000000000
The constant M(25,16) is = -0.0565663578211710011402276900600000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,17) has to be equal to the sum of: 
M(100,17) = 0.0150314878146081597086876326530000000000
M(100,67) = -0.0215622199307553304269482499472000000000
Their sum is = -0.0065307321161471707182606172941999999999
The constant M(25,17) is = -0.0065307321161471707182606172942700000000
The difference (constant-sum) is = 7.00000000 E-32
**************************
The constant M(25,18) has to be equal to the sum of: 
M(100,43) = -0.0211360658221425540355687928302000000000
M(100,93) = -0.0369018583285861763311254259566000000000
Their sum is = -0.0580379241507287303666942187868000000000
The constant M(25,18) is = -0.0580379241507287303666942187868000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,19) has to be equal to the sum of: 
M(100,19) = 0.0109334390998046805514799426251000000000
M(100,69) = -0.0425884782618983166596496197348000000000
Their sum is = -0.0316550391620936361081696771097000000001
The constant M(25,19) is = -0.0316550391620936361081696771097000000001
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,21) has to be equal to the sum of: 
M(100,21) = -0.0417987666199882381554101070194000000000
M(100,71) = -0.0281279461582123388760458288424000000000
Their sum is = -0.069926712778200577031455935861799999999
The constant M(25,21) is = -0.069926712778200577031455935861800000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(25,22) has to be equal to the sum of: 
M(100,47) = -0.0204531829766119508711316300152000000000
M(100,97) = -0.0276176058143249827783865174265000000000
Their sum is = -0.0480707887909369336495181474417000000000
The constant M(25,22) is = -0.0480707887909369336495181474417000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(25,23) has to be equal to the sum of: 
M(100,23) = 0.0042998073385063933320881218890500000000
M(100,73) = -0.0242942021393837676448545675071000000000
Their sum is = -0.0199943948008773743127664456180500000001
The constant M(25,23) is = -0.0199943948008773743127664456181000000000
The difference (constant-sum) is = 4.99999999 E-32
**************************
The constant M(25,24) has to be equal to the sum of: 
M(100,49) = -0.0366254740517904877152631123756000000000
M(100,99) = -0.0398788008029309226792713307706000000000
Their sum is = -0.076504274854721410394534443146200000000
The constant M(25,24) is = -0.076504274854721410394534443146200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(50,1) has to be equal to the sum of: 
M(100,1) = -0.0327328506433100964865591320752000000000
M(100,51) = -0.0351434786950777268987719834982000000000
Their sum is = -0.067876329338387823385331115573400000000
The constant M(50,1) is = -0.067876329338387823385331115573400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(50,3) has to be equal to the sum of: 
M(100,3) = 0.296796051280987294742970937495000000000
M(100,53) = -0.0226972066993157647309792376412000000000
Their sum is = 0.274098844581671530011991699853800000000
The constant M(50,3) is = 0.274098844581671530011991699854000000000
The difference (constant-sum) is = -2.000000003 E-31
**************************
The constant M(50,7) has to be equal to the sum of: 
M(100,7) = 0.109164660582488612007924295132000000000
M(100,57) = -0.0325765749024211602755096901541000000001
Their sum is = 0.076588085680067451732414604977899999999
The constant M(50,7) is = 0.076588085680067451732414604978200000000
The difference (constant-sum) is = -3.000000001 E-31
**************************
The constant M(50,9) has to be equal to the sum of: 
M(100,9) = -0.0317072585110717311614975891209000000000
M(100,59) = -0.0255972500173944737573300789065000000000
Their sum is = -0.0573045085284662049188276680274000000000
The constant M(50,9) is = -0.0573045085284662049188276680274000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(50,11) has to be equal to the sum of: 
M(100,11) = 0.0525392593617032986211242723163000000000
M(100,61) = -0.0278286463430071239161270301844000000000
Their sum is = 0.0247106130186961747049972421319000000000
The constant M(50,11) is = 0.0247106130186961747049972421318000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(50,13) has to be equal to the sum of: 
M(100,13) = 0.0426109269250587204358452633092000000000
M(100,63) = -0.0335981132403069486459144502605000000000
Their sum is = 0.0090128136847517717899308130487000000000
The constant M(50,13) is = 0.0090128136847517717899308130486400000000
The difference (constant-sum) is = 6.00000000 E-32
**************************
The constant M(50,17) has to be equal to the sum of: 
M(100,17) = 0.0150314878146081597086876326530000000000
M(100,67) = -0.0215622199307553304269482499472000000000
Their sum is = -0.0065307321161471707182606172941999999999
The constant M(50,17) is = -0.0065307321161471707182606172942700000000
The difference (constant-sum) is = 7.00000000 E-32
**************************
The constant M(50,19) has to be equal to the sum of: 
M(100,19) = 0.0109334390998046805514799426251000000000
M(100,69) = -0.0425884782618983166596496197348000000000
Their sum is = -0.0316550391620936361081696771097000000001
The constant M(50,19) is = -0.0316550391620936361081696771097000000001
The difference (constant-sum) is = 0.E-40
**************************
The constant M(50,21) has to be equal to the sum of: 
M(100,21) = -0.0417987666199882381554101070194000000000
M(100,71) = -0.0281279461582123388760458288424000000000
Their sum is = -0.069926712778200577031455935861799999999
The constant M(50,21) is = -0.069926712778200577031455935861800000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(50,23) has to be equal to the sum of: 
M(100,23) = 0.0042998073385063933320881218890500000000
M(100,73) = -0.0242942021393837676448545675071000000000
Their sum is = -0.0199943948008773743127664456180500000001
The constant M(50,23) is = -0.0199943948008773743127664456181000000000
The difference (constant-sum) is = 4.99999999 E-32
**************************
The constant M(50,27) has to be equal to the sum of: 
M(100,27) = -0.0341176432026934031798118898001000000000
M(100,77) = -0.0403016818292845344264159233543000000000
Their sum is = -0.074419325031977937606227813154399999999
The constant M(50,27) is = -0.074419325031977937606227813154400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(50,29) has to be equal to the sum of: 
M(100,29) = -0.0068455655084566722827777802956700000000
M(100,79) = -0.0258608096502094405172333083641000000000
Their sum is = -0.0327063751586661128000110886597700000000
The constant M(50,29) is = -0.0327063751586661128000110886598000000000
The difference (constant-sum) is = 2.999999998 E-32
**************************
The constant M(50,31) has to be equal to the sum of: 
M(100,31) = -0.00088201974708926719168945172996500000000
M(100,81) = -0.0382936433211064890956609926045000000000
Their sum is = -0.0391756630681957562873504443344650000000
The constant M(50,31) is = -0.0391756630681957562873504443345000000000
The difference (constant-sum) is = 3.500000010 E-32
**************************
The constant M(50,33) has to be equal to the sum of: 
M(100,33) = -0.0398162557586811487218938785461000000000
M(100,83) = -0.0266126795143592885540643412312000000000
Their sum is = -0.066428935273040437275958219777299999999
The constant M(50,33) is = -0.066428935273040437275958219777300000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(50,37) has to be equal to the sum of: 
M(100,37) = -0.0102279906317679444335912720258000000000
M(100,87) = -0.0412427727572622471627739267697000000000
Their sum is = -0.0514707633890301915963651987955000000000
The constant M(50,37) is = -0.0514707633890301915963651987955000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(50,39) has to be equal to the sum of: 
M(100,39) = -0.0321595332963616451080367909583999999999
M(100,89) = -0.0340854865585412017841720068044000000000
Their sum is = -0.066245019854902846892208797762800000000
The constant M(50,39) is = -0.066245019854902846892208797762700000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(50,41) has to be equal to the sum of: 
M(100,41) = -0.0174449250429062421986041546218000000000
M(100,91) = -0.0391214327782647589416235354382000000000
Their sum is = -0.0565663578211710011402276900600000000000
The constant M(50,41) is = -0.0565663578211710011402276900600000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(50,43) has to be equal to the sum of: 
M(100,43) = -0.0211360658221425540355687928302000000000
M(100,93) = -0.0369018583285861763311254259566000000000
Their sum is = -0.0580379241507287303666942187868000000000
The constant M(50,43) is = -0.0580379241507287303666942187868000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(50,47) has to be equal to the sum of: 
M(100,47) = -0.0204531829766119508711316300152000000000
M(100,97) = -0.0276176058143249827783865174265000000000
Their sum is = -0.0480707887909369336495181474417000000000
The constant M(50,47) is = -0.0480707887909369336495181474417000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(50,49) has to be equal to the sum of: 
M(100,49) = -0.0366254740517904877152631123756000000000
M(100,99) = -0.0398788008029309226792713307706000000000
Their sum is = -0.076504274854721410394534443146200000000
The constant M(50,49) is = -0.076504274854721410394534443146200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(102,1) = -0.0413802927484254231142681132961000000000
M(102,5) = 0.155235979252307926075832012610000000000
M(102,7) = 0.101254713512669190274593762326000000000
M(102,11) = 0.0483892404908861190325668920419000000000
M(102,13) = 0.0231651572781525552280922192446000000000
M(102,19) = 0.000105384018179213301209125379456000000000
M(102,23) = -0.0092073757293028494863378835513300000000
M(102,25) = -0.0417507801009758043064122000814000000000
M(102,29) = -0.0100539961152704307691594930504000000000
M(102,31) = -0.0194565491924201701935610826092000000000
M(102,35) = -0.0441558958124875345152962093560000000000
M(102,37) = -0.0189168710415554574393938162210000000000
M(102,41) = -0.0273322995835306054722435543214000000000
M(102,43) = -0.0319313792859224109431353822207000000000
M(102,47) = -0.0215871841394887167252273069281000000000
M(102,49) = -0.0486707404794465092358846153483000000000
M(102,53) = -0.0306489163585815782732614182973000000000
M(102,55) = -0.0510949530868769859215370283886000000000
M(102,59) = -0.0335333032151440449893052412951000000001
M(102,61) = -0.0320484371390822167192180658848000000001
M(102,65) = -0.0464073321936055678519603725343000000000
M(102,67) = -0.0367002287393586475890705405204000000000
M(102,71) = -0.0351345001340933529507801784614000000000
M(102,73) = -0.0385903558622062242021270093564000000000
M(102,77) = -0.0470159086472548942164080380487000000000
M(102,79) = -0.0341608450880932059484646016388000000000
M(102,83) = -0.0404465197429237233468168380183000000000
M(102,89) = -0.0371736520031550661777029539141000000000
M(102,91) = -0.0475614462476608436691915198268000000000
M(102,95) = -0.0471514588244000229215089339187000000000
M(102,97) = -0.0391528553064201886412806987588000000000
M(102,101) = -0.0475460476319677837530003516570000000000
And of the summand: 1/3
And of the summand: 1/17
Their sum is = -0.238502787152357216244573161391670078417
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -3.659374687 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(102,1) = -0.0413802927484254231142681132961000000000
M(102,7) = 0.101254713512669190274593762326000000000
M(102,13) = 0.0231651572781525552280922192446000000000
M(102,19) = 0.000105384018179213301209125379456000000000
M(102,25) = -0.0417507801009758043064122000814000000000
M(102,31) = -0.0194565491924201701935610826092000000000
M(102,37) = -0.0189168710415554574393938162210000000000
M(102,43) = -0.0319313792859224109431353822207000000000
M(102,49) = -0.0486707404794465092358846153483000000000
M(102,55) = -0.0510949530868769859215370283886000000000
M(102,61) = -0.0320484371390822167192180658848000000001
M(102,67) = -0.0367002287393586475890705405204000000000
M(102,73) = -0.0385903558622062242021270093564000000000
M(102,79) = -0.0341608450880932059484646016388000000000
M(102,91) = -0.0475614462476608436691915198268000000000
M(102,97) = -0.0391528553064201886412806987588000000000
Their sum is = -0.356890479509443129119649567201243999996
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -2.439999955 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(102,5) = 0.155235979252307926075832012610000000000
M(102,11) = 0.0483892404908861190325668920419000000000
M(102,23) = -0.0092073757293028494863378835513300000000
M(102,29) = -0.0100539961152704307691594930504000000000
M(102,35) = -0.0441558958124875345152962093560000000000
M(102,41) = -0.0273322995835306054722435543214000000000
M(102,47) = -0.0215871841394887167252273069281000000000
M(102,53) = -0.0306489163585815782732614182973000000000
M(102,59) = -0.0335333032151440449893052412951000000001
M(102,65) = -0.0464073321936055678519603725343000000000
M(102,71) = -0.0351345001340933529507801784614000000000
M(102,77) = -0.0470159086472548942164080380487000000000
M(102,83) = -0.0404465197429237233468168380183000000000
M(102,89) = -0.0371736520031550661777029539141000000000
M(102,95) = -0.0471514588244000229215089339187000000000
M(102,101) = -0.0475460476319677837530003516570000000000
And of the summand: 1/2
And of the summand: 1/17
Their sum is = 0.285054359023752579541743072476240588237
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -7.594117624 E-31
**************************
The constant M(6,1) has to be equal to the sum of: 
M(102,1) = -0.0413802927484254231142681132961000000000
M(102,7) = 0.101254713512669190274593762326000000000
M(102,13) = 0.0231651572781525552280922192446000000000
M(102,19) = 0.000105384018179213301209125379456000000000
M(102,25) = -0.0417507801009758043064122000814000000000
M(102,31) = -0.0194565491924201701935610826092000000000
M(102,37) = -0.0189168710415554574393938162210000000000
M(102,43) = -0.0319313792859224109431353822207000000000
M(102,49) = -0.0486707404794465092358846153483000000000
M(102,55) = -0.0510949530868769859215370283886000000000
M(102,61) = -0.0320484371390822167192180658848000000001
M(102,67) = -0.0367002287393586475890705405204000000000
M(102,73) = -0.0385903558622062242021270093564000000000
M(102,79) = -0.0341608450880932059484646016388000000000
M(102,91) = -0.0475614462476608436691915198268000000000
M(102,97) = -0.0391528553064201886412806987588000000000
Their sum is = -0.356890479509443129119649567201243999996
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -2.439999955 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(102,5) = 0.155235979252307926075832012610000000000
M(102,11) = 0.0483892404908861190325668920419000000000
M(102,23) = -0.0092073757293028494863378835513300000000
M(102,29) = -0.0100539961152704307691594930504000000000
M(102,35) = -0.0441558958124875345152962093560000000000
M(102,41) = -0.0273322995835306054722435543214000000000
M(102,47) = -0.0215871841394887167252273069281000000000
M(102,53) = -0.0306489163585815782732614182973000000000
M(102,59) = -0.0335333032151440449893052412951000000001
M(102,65) = -0.0464073321936055678519603725343000000000
M(102,71) = -0.0351345001340933529507801784614000000000
M(102,77) = -0.0470159086472548942164080380487000000000
M(102,83) = -0.0404465197429237233468168380183000000000
M(102,89) = -0.0371736520031550661777029539141000000000
M(102,95) = -0.0471514588244000229215089339187000000000
M(102,101) = -0.0475460476319677837530003516570000000000
And of the summand: 1/17
Their sum is = -0.214945640976247420458256927523759411762
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -7.594117618 E-31
**************************
The constant M(17,1) has to be equal to the sum of: 
M(102,1) = -0.0413802927484254231142681132961000000000
M(102,35) = -0.0441558958124875345152962093560000000000
Their sum is = -0.085536188560912957629564322652100000000
The constant M(17,1) is = -0.085536188560912957629564322652000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(17,2) has to be equal to the sum of: 
M(102,19) = 0.000105384018179213301209125379456000000000
M(102,53) = -0.0306489163585815782732614182973000000000
And of the summand: 1/2
Their sum is = 0.469456467659597635027947707082156000000
The constant M(17,2) is = 0.469456467659597635027947707082000000000
The difference (constant-sum) is = 1.559999993 E-31
**************************
The constant M(17,3) has to be equal to the sum of: 
M(102,37) = -0.0189168710415554574393938162210000000000
M(102,71) = -0.0351345001340933529507801784614000000000
And of the summand: 1/3
Their sum is = 0.279281962157684522943159338650933333334
The constant M(17,3) is = 0.279281962157684522943159338651000000000
The difference (constant-sum) is = -6.66666663 E-32
**************************
The constant M(17,4) has to be equal to the sum of: 
M(102,55) = -0.0510949530868769859215370283886000000000
M(102,89) = -0.0371736520031550661777029539141000000000
Their sum is = -0.088268605090032052099239982302700000000
The constant M(17,4) is = -0.088268605090032052099239982302700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,5) has to be equal to the sum of: 
M(102,5) = 0.155235979252307926075832012610000000000
M(102,73) = -0.0385903558622062242021270093564000000000
Their sum is = 0.116645623390101701873705003253600000000
The constant M(17,5) is = 0.116645623390101701873705003254000000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(17,6) has to be equal to the sum of: 
M(102,23) = -0.0092073757293028494863378835513300000000
M(102,91) = -0.0475614462476608436691915198268000000000
Their sum is = -0.0567688219769636931555294033781299999998
The constant M(17,6) is = -0.0567688219769636931555294033781000000000
The difference (constant-sum) is = -2.999999980 E-32
**************************
The constant M(17,7) has to be equal to the sum of: 
M(102,7) = 0.101254713512669190274593762326000000000
M(102,41) = -0.0273322995835306054722435543214000000000
Their sum is = 0.073922413929138584802350208004600000000
The constant M(17,7) is = 0.073922413929138584802350208004800000000
The difference (constant-sum) is = -2.000000000 E-31
**************************
The constant M(17,8) has to be equal to the sum of: 
M(102,25) = -0.0417507801009758043064122000814000000000
M(102,59) = -0.0335333032151440449893052412951000000001
Their sum is = -0.075284083316119849295717441376500000000
The constant M(17,8) is = -0.075284083316119849295717441376600000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(17,9) has to be equal to the sum of: 
M(102,43) = -0.0319313792859224109431353822207000000000
M(102,77) = -0.0470159086472548942164080380487000000000
Their sum is = -0.078947287933177305159543420269400000000
The constant M(17,9) is = -0.078947287933177305159543420269400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,10) has to be equal to the sum of: 
M(102,61) = -0.0320484371390822167192180658848000000001
M(102,95) = -0.0471514588244000229215089339187000000000
Their sum is = -0.079199895963482239640726999803500000000
The constant M(17,10) is = -0.079199895963482239640726999803400000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(17,11) has to be equal to the sum of: 
M(102,11) = 0.0483892404908861190325668920419000000000
M(102,79) = -0.0341608450880932059484646016388000000000
Their sum is = 0.0142283954027929130841022904030999999999
The constant M(17,11) is = 0.0142283954027929130841022904031000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(17,12) has to be equal to the sum of: 
M(102,29) = -0.0100539961152704307691594930504000000000
M(102,97) = -0.0391528553064201886412806987588000000000
Their sum is = -0.0492068514216906194104401918092000000000
The constant M(17,12) is = -0.0492068514216906194104401918092000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(17,13) has to be equal to the sum of: 
M(102,13) = 0.0231651572781525552280922192446000000000
M(102,47) = -0.0215871841394887167252273069281000000000
Their sum is = 0.00157797313866383850286491231650000000007
The constant M(17,13) is = 0.00157797313866383850286491231645000000000
The difference (constant-sum) is = 5.000000006786629009 E-32
**************************
The constant M(17,14) has to be equal to the sum of: 
M(102,31) = -0.0194565491924201701935610826092000000000
M(102,65) = -0.0464073321936055678519603725343000000000
Their sum is = -0.065863881386025738045521455143499999999
The constant M(17,14) is = -0.065863881386025738045521455143500000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(17,15) has to be equal to the sum of: 
M(102,49) = -0.0486707404794465092358846153483000000000
M(102,83) = -0.0404465197429237233468168380183000000000
Their sum is = -0.089117260222370232582701453366600000000
The constant M(17,15) is = -0.089117260222370232582701453366700000000
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(17,16) has to be equal to the sum of: 
M(102,67) = -0.0367002287393586475890705405204000000000
M(102,101) = -0.0475460476319677837530003516570000000000
Their sum is = -0.084246276371326431342070892177399999999
The constant M(17,16) is = -0.084246276371326431342070892177400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(34,1) has to be equal to the sum of: 
M(102,1) = -0.0413802927484254231142681132961000000000
M(102,35) = -0.0441558958124875345152962093560000000000
Their sum is = -0.085536188560912957629564322652100000000
The constant M(34,1) is = -0.085536188560912957629564322652000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(34,3) has to be equal to the sum of: 
M(102,37) = -0.0189168710415554574393938162210000000000
M(102,71) = -0.0351345001340933529507801784614000000000
And of the summand: 1/3
Their sum is = 0.279281962157684522943159338650933333334
The constant M(34,3) is = 0.279281962157684522943159338651000000000
The difference (constant-sum) is = -6.66666663 E-32
**************************
The constant M(34,5) has to be equal to the sum of: 
M(102,5) = 0.155235979252307926075832012610000000000
M(102,73) = -0.0385903558622062242021270093564000000000
Their sum is = 0.116645623390101701873705003253600000000
The constant M(34,5) is = 0.116645623390101701873705003254000000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(34,7) has to be equal to the sum of: 
M(102,7) = 0.101254713512669190274593762326000000000
M(102,41) = -0.0273322995835306054722435543214000000000
Their sum is = 0.073922413929138584802350208004600000000
The constant M(34,7) is = 0.073922413929138584802350208004800000000
The difference (constant-sum) is = -2.000000000 E-31
**************************
The constant M(34,9) has to be equal to the sum of: 
M(102,43) = -0.0319313792859224109431353822207000000000
M(102,77) = -0.0470159086472548942164080380487000000000
Their sum is = -0.078947287933177305159543420269400000000
The constant M(34,9) is = -0.078947287933177305159543420269400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(34,11) has to be equal to the sum of: 
M(102,11) = 0.0483892404908861190325668920419000000000
M(102,79) = -0.0341608450880932059484646016388000000000
Their sum is = 0.0142283954027929130841022904030999999999
The constant M(34,11) is = 0.0142283954027929130841022904031000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(34,13) has to be equal to the sum of: 
M(102,13) = 0.0231651572781525552280922192446000000000
M(102,47) = -0.0215871841394887167252273069281000000000
Their sum is = 0.00157797313866383850286491231650000000007
The constant M(34,13) is = 0.00157797313866383850286491231645000000000
The difference (constant-sum) is = 5.000000006786629009 E-32
**************************
The constant M(34,15) has to be equal to the sum of: 
M(102,49) = -0.0486707404794465092358846153483000000000
M(102,83) = -0.0404465197429237233468168380183000000000
Their sum is = -0.089117260222370232582701453366600000000
The constant M(34,15) is = -0.089117260222370232582701453366700000000
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(34,19) has to be equal to the sum of: 
M(102,19) = 0.000105384018179213301209125379456000000000
M(102,53) = -0.0306489163585815782732614182973000000000
Their sum is = -0.0305435323404023649720522929178440000001
The constant M(34,19) is = -0.0305435323404023649720522929179000000000
The difference (constant-sum) is = 5.59999998 E-32
**************************
The constant M(34,21) has to be equal to the sum of: 
M(102,55) = -0.0510949530868769859215370283886000000000
M(102,89) = -0.0371736520031550661777029539141000000000
Their sum is = -0.088268605090032052099239982302700000000
The constant M(34,21) is = -0.088268605090032052099239982302700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(34,23) has to be equal to the sum of: 
M(102,23) = -0.0092073757293028494863378835513300000000
M(102,91) = -0.0475614462476608436691915198268000000000
Their sum is = -0.0567688219769636931555294033781299999998
The constant M(34,23) is = -0.0567688219769636931555294033781000000000
The difference (constant-sum) is = -2.999999980 E-32
**************************
The constant M(34,25) has to be equal to the sum of: 
M(102,25) = -0.0417507801009758043064122000814000000000
M(102,59) = -0.0335333032151440449893052412951000000001
Their sum is = -0.075284083316119849295717441376500000000
The constant M(34,25) is = -0.075284083316119849295717441376600000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(34,27) has to be equal to the sum of: 
M(102,61) = -0.0320484371390822167192180658848000000001
M(102,95) = -0.0471514588244000229215089339187000000000
Their sum is = -0.079199895963482239640726999803500000000
The constant M(34,27) is = -0.079199895963482239640726999803400000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(34,29) has to be equal to the sum of: 
M(102,29) = -0.0100539961152704307691594930504000000000
M(102,97) = -0.0391528553064201886412806987588000000000
Their sum is = -0.0492068514216906194104401918092000000000
The constant M(34,29) is = -0.0492068514216906194104401918092000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(34,31) has to be equal to the sum of: 
M(102,31) = -0.0194565491924201701935610826092000000000
M(102,65) = -0.0464073321936055678519603725343000000000
Their sum is = -0.065863881386025738045521455143499999999
The constant M(34,31) is = -0.065863881386025738045521455143500000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(34,33) has to be equal to the sum of: 
M(102,67) = -0.0367002287393586475890705405204000000000
M(102,101) = -0.0475460476319677837530003516570000000000
Their sum is = -0.084246276371326431342070892177399999999
The constant M(34,33) is = -0.084246276371326431342070892177400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(51,1) has to be equal to the sum of: 
M(102,1) = -0.0413802927484254231142681132961000000000
Their sum is = -0.0413802927484254231142681132961000000000
The constant M(51,1) is = -0.0413802927484254231142681132961000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,2) has to be equal to the sum of: 
M(102,53) = -0.0306489163585815782732614182973000000000
And of the summand: 1/2
Their sum is = 0.469351083641418421726738581702700000000
The constant M(51,2) is = 0.469351083641418421726738581703000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(51,4) has to be equal to the sum of: 
M(102,55) = -0.0510949530868769859215370283886000000000
Their sum is = -0.0510949530868769859215370283886000000000
The constant M(51,4) is = -0.0510949530868769859215370283886000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,5) has to be equal to the sum of: 
M(102,5) = 0.155235979252307926075832012610000000000
Their sum is = 0.155235979252307926075832012610000000000
The constant M(51,5) is = 0.155235979252307926075832012610000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(51,7) has to be equal to the sum of: 
M(102,7) = 0.101254713512669190274593762326000000000
Their sum is = 0.101254713512669190274593762326000000000
The constant M(51,7) is = 0.101254713512669190274593762326000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(51,8) has to be equal to the sum of: 
M(102,59) = -0.0335333032151440449893052412951000000001
Their sum is = -0.0335333032151440449893052412951000000001
The constant M(51,8) is = -0.0335333032151440449893052412951000000001
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,10) has to be equal to the sum of: 
M(102,61) = -0.0320484371390822167192180658848000000001
Their sum is = -0.0320484371390822167192180658848000000001
The constant M(51,10) is = -0.0320484371390822167192180658848000000001
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,11) has to be equal to the sum of: 
M(102,11) = 0.0483892404908861190325668920419000000000
Their sum is = 0.0483892404908861190325668920419000000000
The constant M(51,11) is = 0.0483892404908861190325668920419000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,13) has to be equal to the sum of: 
M(102,13) = 0.0231651572781525552280922192446000000000
Their sum is = 0.0231651572781525552280922192446000000000
The constant M(51,13) is = 0.0231651572781525552280922192446000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,14) has to be equal to the sum of: 
M(102,65) = -0.0464073321936055678519603725343000000000
Their sum is = -0.0464073321936055678519603725343000000000
The constant M(51,14) is = -0.0464073321936055678519603725343000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,16) has to be equal to the sum of: 
M(102,67) = -0.0367002287393586475890705405204000000000
Their sum is = -0.0367002287393586475890705405204000000000
The constant M(51,16) is = -0.0367002287393586475890705405204000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,19) has to be equal to the sum of: 
M(102,19) = 0.000105384018179213301209125379456000000000
Their sum is = 0.000105384018179213301209125379456000000000
The constant M(51,19) is = 0.000105384018179213301209125379456000000000
The difference (constant-sum) is = 0.E-42
**************************
The constant M(51,20) has to be equal to the sum of: 
M(102,71) = -0.0351345001340933529507801784614000000000
Their sum is = -0.0351345001340933529507801784614000000000
The constant M(51,20) is = -0.0351345001340933529507801784614000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,22) has to be equal to the sum of: 
M(102,73) = -0.0385903558622062242021270093564000000000
Their sum is = -0.0385903558622062242021270093564000000000
The constant M(51,22) is = -0.0385903558622062242021270093564000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,23) has to be equal to the sum of: 
M(102,23) = -0.0092073757293028494863378835513300000000
Their sum is = -0.0092073757293028494863378835513300000000
The constant M(51,23) is = -0.0092073757293028494863378835513300000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,25) has to be equal to the sum of: 
M(102,25) = -0.0417507801009758043064122000814000000000
Their sum is = -0.0417507801009758043064122000814000000000
The constant M(51,25) is = -0.0417507801009758043064122000814000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,26) has to be equal to the sum of: 
M(102,77) = -0.0470159086472548942164080380487000000000
Their sum is = -0.0470159086472548942164080380487000000000
The constant M(51,26) is = -0.0470159086472548942164080380487000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,28) has to be equal to the sum of: 
M(102,79) = -0.0341608450880932059484646016388000000000
Their sum is = -0.0341608450880932059484646016388000000000
The constant M(51,28) is = -0.0341608450880932059484646016388000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,29) has to be equal to the sum of: 
M(102,29) = -0.0100539961152704307691594930504000000000
Their sum is = -0.0100539961152704307691594930504000000000
The constant M(51,29) is = -0.0100539961152704307691594930504000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,31) has to be equal to the sum of: 
M(102,31) = -0.0194565491924201701935610826092000000000
Their sum is = -0.0194565491924201701935610826092000000000
The constant M(51,31) is = -0.0194565491924201701935610826092000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,32) has to be equal to the sum of: 
M(102,83) = -0.0404465197429237233468168380183000000000
Their sum is = -0.0404465197429237233468168380183000000000
The constant M(51,32) is = -0.0404465197429237233468168380183000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,35) has to be equal to the sum of: 
M(102,35) = -0.0441558958124875345152962093560000000000
Their sum is = -0.0441558958124875345152962093560000000000
The constant M(51,35) is = -0.0441558958124875345152962093560000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,37) has to be equal to the sum of: 
M(102,37) = -0.0189168710415554574393938162210000000000
Their sum is = -0.0189168710415554574393938162210000000000
The constant M(51,37) is = -0.0189168710415554574393938162210000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,38) has to be equal to the sum of: 
M(102,89) = -0.0371736520031550661777029539141000000000
Their sum is = -0.0371736520031550661777029539141000000000
The constant M(51,38) is = -0.0371736520031550661777029539141000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,40) has to be equal to the sum of: 
M(102,91) = -0.0475614462476608436691915198268000000000
Their sum is = -0.0475614462476608436691915198268000000000
The constant M(51,40) is = -0.0475614462476608436691915198268000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,41) has to be equal to the sum of: 
M(102,41) = -0.0273322995835306054722435543214000000000
Their sum is = -0.0273322995835306054722435543214000000000
The constant M(51,41) is = -0.0273322995835306054722435543214000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,43) has to be equal to the sum of: 
M(102,43) = -0.0319313792859224109431353822207000000000
Their sum is = -0.0319313792859224109431353822207000000000
The constant M(51,43) is = -0.0319313792859224109431353822207000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,44) has to be equal to the sum of: 
M(102,95) = -0.0471514588244000229215089339187000000000
Their sum is = -0.0471514588244000229215089339187000000000
The constant M(51,44) is = -0.0471514588244000229215089339187000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,46) has to be equal to the sum of: 
M(102,97) = -0.0391528553064201886412806987588000000000
Their sum is = -0.0391528553064201886412806987588000000000
The constant M(51,46) is = -0.0391528553064201886412806987588000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,47) has to be equal to the sum of: 
M(102,47) = -0.0215871841394887167252273069281000000000
Their sum is = -0.0215871841394887167252273069281000000000
The constant M(51,47) is = -0.0215871841394887167252273069281000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,49) has to be equal to the sum of: 
M(102,49) = -0.0486707404794465092358846153483000000000
Their sum is = -0.0486707404794465092358846153483000000000
The constant M(51,49) is = -0.0486707404794465092358846153483000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(51,50) has to be equal to the sum of: 
M(102,101) = -0.0475460476319677837530003516570000000000
Their sum is = -0.0475460476319677837530003516570000000000
The constant M(51,50) is = -0.0475460476319677837530003516570000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(104,1) = -0.0352923991314272200196942495120000000000
M(104,3) = 0.311419016666899804733484112994000000000
M(104,5) = 0.175894785449813063110582386763000000000
M(104,7) = 0.105550191761984232448010743135000000000
M(104,9) = -0.0303535607083393591382600636871000000000
M(104,11) = 0.0530914378612401590239148554937000000000
M(104,15) = -0.0324357284954853800671972331183999999999
M(104,17) = 0.0223469615363075863915737846315000000000
M(104,19) = 0.0213831695126366130463562175957000000000
M(104,21) = -0.0328059892870109193069464196202999999999
M(104,23) = 0.0161425643531660712323130029043000000000
M(104,25) = -0.0333470534407235628041726285178000000001
M(104,27) = -0.0285374995342237482226628163190000000000
M(104,29) = -0.00115901694742662530680670717301000000000
M(104,31) = -0.00234978501321463625570907153322000000000
M(104,33) = -0.0248364858531684919381895241971000000000
M(104,35) = -0.0270661283655341732750902543649000000000
M(104,37) = -0.0076127580680688213351734178944100000000
M(104,41) = -0.0097323630294709670377804592150700000000
M(104,43) = -0.0105822377252989214305397833719000000000
M(104,45) = -0.0298679927622918656517119778410000000000
M(104,47) = -0.0058753286664452507449826397431400000000
M(104,49) = -0.0320803327215534498171128194018000000000
M(104,51) = -0.0358765866469334173417581376490000000000
M(104,53) = -0.0123766821712446710771679199164000000000
M(104,55) = -0.0322428179696066414123755149397000000000
M(104,57) = -0.0377447058023945164937323004022000000000
M(104,59) = -0.0138853189013664068557691223727000000000
M(104,61) = -0.0175521513270981670235864275005000000000
M(104,63) = -0.0277340611342443636988422575610000000000
M(104,67) = -0.0199033148465121306066332217023000000000
M(104,69) = -0.0302818976776094935531596955986000000000
M(104,71) = -0.0221749681032243771481467693488000000000
M(104,73) = -0.0210863582629228909589929341653000000000
M(104,75) = -0.0292001937113349015210894957465000000000
M(104,77) = -0.0285715165345997647934389744625000000000
M(104,79) = -0.0244792006439450115065296985054000000000
M(104,81) = -0.0389045958575813374015964730683000000000
M(104,83) = -0.0236996557667583635647477034415000000000
M(104,85) = -0.0332410723925991949869307025101000000000
M(104,87) = -0.0308754780555542282732805270896000000000
M(104,89) = -0.0208843393515474391541480696326000000000
M(104,93) = -0.0298071855688774904043399828004000000000
M(104,95) = -0.0320156859839112012875449201205000000000
M(104,97) = -0.0245025074992679767516248885740000000000
M(104,99) = -0.0348193378738013842466699709749000000000
M(104,101) = -0.0298659157401485462784577541133000000000
M(104,103) = -0.0255937836447143606151378141250000000000
And of the summand: 1/13
Their sum is = -0.238502787152357216244573161390973076904
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 3.310640440 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(104,1) = -0.0352923991314272200196942495120000000000
M(104,5) = 0.175894785449813063110582386763000000000
M(104,9) = -0.0303535607083393591382600636871000000000
M(104,17) = 0.0223469615363075863915737846315000000000
M(104,21) = -0.0328059892870109193069464196202999999999
M(104,25) = -0.0333470534407235628041726285178000000001
M(104,29) = -0.00115901694742662530680670717301000000000
M(104,33) = -0.0248364858531684919381895241971000000000
M(104,37) = -0.0076127580680688213351734178944100000000
M(104,41) = -0.0097323630294709670377804592150700000000
M(104,45) = -0.0298679927622918656517119778410000000000
M(104,49) = -0.0320803327215534498171128194018000000000
M(104,53) = -0.0123766821712446710771679199164000000000
M(104,57) = -0.0377447058023945164937323004022000000000
M(104,61) = -0.0175521513270981670235864275005000000000
M(104,69) = -0.0302818976776094935531596955986000000000
M(104,73) = -0.0210863582629228909589929341653000000000
M(104,77) = -0.0285715165345997647934389744625000000000
M(104,81) = -0.0389045958575813374015964730683000000000
M(104,85) = -0.0332410723925991949869307025101000000000
M(104,89) = -0.0208843393515474391541480696326000000000
M(104,93) = -0.0298071855688774904043399828004000000000
M(104,97) = -0.0245025074992679767516248885740000000000
M(104,101) = -0.0298659157401485462784577541133000000000
And of the summand: 1/13
Their sum is = -0.286742056226175198653945141486213076916
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -2.130769151 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(104,3) = 0.311419016666899804733484112994000000000
M(104,7) = 0.105550191761984232448010743135000000000
M(104,11) = 0.0530914378612401590239148554937000000000
M(104,15) = -0.0324357284954853800671972331183999999999
M(104,19) = 0.0213831695126366130463562175957000000000
M(104,23) = 0.0161425643531660712323130029043000000000
M(104,27) = -0.0285374995342237482226628163190000000000
M(104,31) = -0.00234978501321463625570907153322000000000
M(104,35) = -0.0270661283655341732750902543649000000000
M(104,43) = -0.0105822377252989214305397833719000000000
M(104,47) = -0.0058753286664452507449826397431400000000
M(104,51) = -0.0358765866469334173417581376490000000000
M(104,55) = -0.0322428179696066414123755149397000000000
M(104,59) = -0.0138853189013664068557691223727000000000
M(104,63) = -0.0277340611342443636988422575610000000000
M(104,67) = -0.0199033148465121306066332217023000000000
M(104,71) = -0.0221749681032243771481467693488000000000
M(104,75) = -0.0292001937113349015210894957465000000000
M(104,79) = -0.0244792006439450115065296985054000000000
M(104,83) = -0.0236996557667583635647477034415000000000
M(104,87) = -0.0308754780555542282732805270896000000000
M(104,95) = -0.0320156859839112012875449201205000000000
M(104,99) = -0.0348193378738013842466699709749000000000
M(104,103) = -0.0255937836447143606151378141250000000000
Their sum is = 0.0482392690738179824093719800952400000100
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 3.400000101 E-31
**************************
The constant M(8,1) has to be equal to the sum of: 
M(104,1) = -0.0352923991314272200196942495120000000000
M(104,9) = -0.0303535607083393591382600636871000000000
M(104,17) = 0.0223469615363075863915737846315000000000
M(104,25) = -0.0333470534407235628041726285178000000001
M(104,33) = -0.0248364858531684919381895241971000000000
M(104,41) = -0.0097323630294709670377804592150700000000
M(104,49) = -0.0320803327215534498171128194018000000000
M(104,57) = -0.0377447058023945164937323004022000000000
M(104,73) = -0.0210863582629228909589929341653000000000
M(104,81) = -0.0389045958575813374015964730683000000000
M(104,89) = -0.0208843393515474391541480696326000000000
M(104,97) = -0.0245025074992679767516248885740000000000
Their sum is = -0.286417740122089625123730625741769999998
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 2.300000018 E-31
**************************
The constant M(8,3) has to be equal to the sum of: 
M(104,3) = 0.311419016666899804733484112994000000000
M(104,11) = 0.0530914378612401590239148554937000000000
M(104,19) = 0.0213831695126366130463562175957000000000
M(104,27) = -0.0285374995342237482226628163190000000000
M(104,35) = -0.0270661283655341732750902543649000000000
M(104,43) = -0.0105822377252989214305397833719000000000
M(104,51) = -0.0358765866469334173417581376490000000000
M(104,59) = -0.0138853189013664068557691223727000000000
M(104,67) = -0.0199033148465121306066332217023000000000
M(104,75) = -0.0292001937113349015210894957465000000000
M(104,83) = -0.0236996557667583635647477034415000000000
M(104,99) = -0.0348193378738013842466699709749000000000
Their sum is = 0.162323350669013129738794680140700000004
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = -2.999999954 E-31
**************************
The constant M(8,5) has to be equal to the sum of: 
M(104,5) = 0.175894785449813063110582386763000000000
M(104,21) = -0.0328059892870109193069464196202999999999
M(104,29) = -0.00115901694742662530680670717301000000000
M(104,37) = -0.0076127580680688213351734178944100000000
M(104,45) = -0.0298679927622918656517119778410000000000
M(104,53) = -0.0123766821712446710771679199164000000000
M(104,61) = -0.0175521513270981670235864275005000000000
M(104,69) = -0.0302818976776094935531596955986000000000
M(104,77) = -0.0285715165345997647934389744625000000000
M(104,85) = -0.0332410723925991949869307025101000000000
M(104,93) = -0.0298071855688774904043399828004000000000
M(104,101) = -0.0298659157401485462784577541133000000000
And of the summand: 1/13
Their sum is = -0.000324316104085573530214515744443076921115
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = 1.2592307888514095296 E-31
**************************
The constant M(8,7) has to be equal to the sum of: 
M(104,7) = 0.105550191761984232448010743135000000000
M(104,15) = -0.0324357284954853800671972331183999999999
M(104,23) = 0.0161425643531660712323130029043000000000
M(104,31) = -0.00234978501321463625570907153322000000000
M(104,47) = -0.0058753286664452507449826397431400000000
M(104,55) = -0.0322428179696066414123755149397000000000
M(104,63) = -0.0277340611342443636988422575610000000000
M(104,71) = -0.0221749681032243771481467693488000000000
M(104,79) = -0.0244792006439450115065296985054000000000
M(104,87) = -0.0308754780555542282732805270896000000000
M(104,95) = -0.0320156859839112012875449201205000000000
M(104,103) = -0.0255937836447143606151378141250000000000
Their sum is = -0.114084081595195147329422700045459999998
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = 5.400000014 E-31
**************************
The constant M(13,1) has to be equal to the sum of: 
M(104,1) = -0.0352923991314272200196942495120000000000
M(104,27) = -0.0285374995342237482226628163190000000000
M(104,53) = -0.0123766821712446710771679199164000000000
M(104,79) = -0.0244792006439450115065296985054000000000
Their sum is = -0.100685781480840650826054684252799999999
The constant M(13,1) is = -0.100685781480840650826054684253000000000
The difference (constant-sum) is = 2.000000007 E-31
**************************
The constant M(13,2) has to be equal to the sum of: 
M(104,15) = -0.0324357284954853800671972331183999999999
M(104,41) = -0.0097323630294709670377804592150700000000
M(104,67) = -0.0199033148465121306066332217023000000000
M(104,93) = -0.0298071855688774904043399828004000000000
And of the summand: 1/2
Their sum is = 0.408121408059654031884049103163830000002
The constant M(13,2) is = 0.408121408059654031884049103164000000000
The difference (constant-sum) is = -1.699999989 E-31
**************************
The constant M(13,3) has to be equal to the sum of: 
M(104,3) = 0.311419016666899804733484112994000000000
M(104,29) = -0.00115901694742662530680670717301000000000
M(104,55) = -0.0322428179696066414123755149397000000000
M(104,81) = -0.0389045958575813374015964730683000000000
Their sum is = 0.239112585892285200612705417812990000003
The constant M(13,3) is = 0.239112585892285200612705417813000000000
The difference (constant-sum) is = -9.99999730 E-33
**************************
The constant M(13,4) has to be equal to the sum of: 
M(104,17) = 0.0223469615363075863915737846315000000000
M(104,43) = -0.0105822377252989214305397833719000000000
M(104,69) = -0.0302818976776094935531596955986000000000
M(104,95) = -0.0320156859839112012875449201205000000000
Their sum is = -0.0505328598505120298796706144595000000002
The constant M(13,4) is = -0.0505328598505120298796706144595000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(13,5) has to be equal to the sum of: 
M(104,5) = 0.175894785449813063110582386763000000000
M(104,31) = -0.00234978501321463625570907153322000000000
M(104,57) = -0.0377447058023945164937323004022000000000
M(104,83) = -0.0236996557667583635647477034415000000000
Their sum is = 0.112100638867445546796393311386080000000
The constant M(13,5) is = 0.112100638867445546796393311386000000000
The difference (constant-sum) is = 8.00000000 E-32
**************************
The constant M(13,6) has to be equal to the sum of: 
M(104,19) = 0.0213831695126366130463562175957000000000
M(104,45) = -0.0298679927622918656517119778410000000000
M(104,71) = -0.0221749681032243771481467693488000000000
M(104,97) = -0.0245025074992679767516248885740000000000
Their sum is = -0.0551622988521476065051274181680999999998
The constant M(13,6) is = -0.0551622988521476065051274181682000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(13,7) has to be equal to the sum of: 
M(104,7) = 0.105550191761984232448010743135000000000
M(104,33) = -0.0248364858531684919381895241971000000000
M(104,59) = -0.0138853189013664068557691223727000000000
M(104,85) = -0.0332410723925991949869307025101000000000
Their sum is = 0.0335873146148501386671213940551000000007
The constant M(13,7) is = 0.0335873146148501386671213940549000000000
The difference (constant-sum) is = 2.000000007 E-31
**************************
The constant M(13,8) has to be equal to the sum of: 
M(104,21) = -0.0328059892870109193069464196202999999999
M(104,47) = -0.0058753286664452507449826397431400000000
M(104,73) = -0.0210863582629228909589929341653000000000
M(104,99) = -0.0348193378738013842466699709749000000000
Their sum is = -0.094587014090180445257591964503639999999
The constant M(13,8) is = -0.094587014090180445257591964503600000000
The difference (constant-sum) is = -3.999999949 E-32
**************************
The constant M(13,9) has to be equal to the sum of: 
M(104,9) = -0.0303535607083393591382600636871000000000
M(104,35) = -0.0270661283655341732750902543649000000000
M(104,61) = -0.0175521513270981670235864275005000000000
M(104,87) = -0.0308754780555542282732805270896000000000
Their sum is = -0.105847318456525927710217272642099999999
The constant M(13,9) is = -0.105847318456525927710217272642000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(13,10) has to be equal to the sum of: 
M(104,23) = 0.0161425643531660712323130029043000000000
M(104,49) = -0.0320803327215534498171128194018000000000
M(104,75) = -0.0292001937113349015210894957465000000000
M(104,101) = -0.0298659157401485462784577541133000000000
Their sum is = -0.075003877819870826384347066357299999999
The constant M(13,10) is = -0.075003877819870826384347066357300000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(13,11) has to be equal to the sum of: 
M(104,11) = 0.0530914378612401590239148554937000000000
M(104,37) = -0.0076127580680688213351734178944100000000
M(104,63) = -0.0277340611342443636988422575610000000000
M(104,89) = -0.0208843393515474391541480696326000000000
Their sum is = -0.00313972069262046516424888959430999999992
The constant M(13,11) is = -0.00313972069262046516424888959427000000000
The difference (constant-sum) is = -3.999999992 E-32
**************************
The constant M(13,12) has to be equal to the sum of: 
M(104,25) = -0.0333470534407235628041726285178000000001
M(104,51) = -0.0358765866469334173417581376490000000000
M(104,77) = -0.0285715165345997647934389744625000000000
M(104,103) = -0.0255937836447143606151378141250000000000
Their sum is = -0.123388940266971105554507554754299999999
The constant M(13,12) is = -0.123388940266971105554507554754000000000
The difference (constant-sum) is = -2.999999994 E-31
**************************
The constant M(26,1) has to be equal to the sum of: 
M(104,1) = -0.0352923991314272200196942495120000000000
M(104,27) = -0.0285374995342237482226628163190000000000
M(104,53) = -0.0123766821712446710771679199164000000000
M(104,79) = -0.0244792006439450115065296985054000000000
Their sum is = -0.100685781480840650826054684252799999999
The constant M(26,1) is = -0.100685781480840650826054684253000000000
The difference (constant-sum) is = 2.000000007 E-31
**************************
The constant M(26,3) has to be equal to the sum of: 
M(104,3) = 0.311419016666899804733484112994000000000
M(104,29) = -0.00115901694742662530680670717301000000000
M(104,55) = -0.0322428179696066414123755149397000000000
M(104,81) = -0.0389045958575813374015964730683000000000
Their sum is = 0.239112585892285200612705417812990000003
The constant M(26,3) is = 0.239112585892285200612705417813000000000
The difference (constant-sum) is = -9.99999730 E-33
**************************
The constant M(26,5) has to be equal to the sum of: 
M(104,5) = 0.175894785449813063110582386763000000000
M(104,31) = -0.00234978501321463625570907153322000000000
M(104,57) = -0.0377447058023945164937323004022000000000
M(104,83) = -0.0236996557667583635647477034415000000000
Their sum is = 0.112100638867445546796393311386080000000
The constant M(26,5) is = 0.112100638867445546796393311386000000000
The difference (constant-sum) is = 8.00000000 E-32
**************************
The constant M(26,7) has to be equal to the sum of: 
M(104,7) = 0.105550191761984232448010743135000000000
M(104,33) = -0.0248364858531684919381895241971000000000
M(104,59) = -0.0138853189013664068557691223727000000000
M(104,85) = -0.0332410723925991949869307025101000000000
Their sum is = 0.0335873146148501386671213940551000000007
The constant M(26,7) is = 0.0335873146148501386671213940549000000000
The difference (constant-sum) is = 2.000000007 E-31
**************************
The constant M(26,9) has to be equal to the sum of: 
M(104,9) = -0.0303535607083393591382600636871000000000
M(104,35) = -0.0270661283655341732750902543649000000000
M(104,61) = -0.0175521513270981670235864275005000000000
M(104,87) = -0.0308754780555542282732805270896000000000
Their sum is = -0.105847318456525927710217272642099999999
The constant M(26,9) is = -0.105847318456525927710217272642000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(26,11) has to be equal to the sum of: 
M(104,11) = 0.0530914378612401590239148554937000000000
M(104,37) = -0.0076127580680688213351734178944100000000
M(104,63) = -0.0277340611342443636988422575610000000000
M(104,89) = -0.0208843393515474391541480696326000000000
Their sum is = -0.00313972069262046516424888959430999999992
The constant M(26,11) is = -0.00313972069262046516424888959427000000000
The difference (constant-sum) is = -3.999999992 E-32
**************************
The constant M(26,15) has to be equal to the sum of: 
M(104,15) = -0.0324357284954853800671972331183999999999
M(104,41) = -0.0097323630294709670377804592150700000000
M(104,67) = -0.0199033148465121306066332217023000000000
M(104,93) = -0.0298071855688774904043399828004000000000
Their sum is = -0.091878591940345968115950896836169999999
The constant M(26,15) is = -0.091878591940345968115950896836200000000
The difference (constant-sum) is = 3.000000072 E-32
**************************
The constant M(26,17) has to be equal to the sum of: 
M(104,17) = 0.0223469615363075863915737846315000000000
M(104,43) = -0.0105822377252989214305397833719000000000
M(104,69) = -0.0302818976776094935531596955986000000000
M(104,95) = -0.0320156859839112012875449201205000000000
Their sum is = -0.0505328598505120298796706144595000000002
The constant M(26,17) is = -0.0505328598505120298796706144595000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(26,19) has to be equal to the sum of: 
M(104,19) = 0.0213831695126366130463562175957000000000
M(104,45) = -0.0298679927622918656517119778410000000000
M(104,71) = -0.0221749681032243771481467693488000000000
M(104,97) = -0.0245025074992679767516248885740000000000
Their sum is = -0.0551622988521476065051274181680999999998
The constant M(26,19) is = -0.0551622988521476065051274181682000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(26,21) has to be equal to the sum of: 
M(104,21) = -0.0328059892870109193069464196202999999999
M(104,47) = -0.0058753286664452507449826397431400000000
M(104,73) = -0.0210863582629228909589929341653000000000
M(104,99) = -0.0348193378738013842466699709749000000000
Their sum is = -0.094587014090180445257591964503639999999
The constant M(26,21) is = -0.094587014090180445257591964503600000000
The difference (constant-sum) is = -3.999999949 E-32
**************************
The constant M(26,23) has to be equal to the sum of: 
M(104,23) = 0.0161425643531660712323130029043000000000
M(104,49) = -0.0320803327215534498171128194018000000000
M(104,75) = -0.0292001937113349015210894957465000000000
M(104,101) = -0.0298659157401485462784577541133000000000
Their sum is = -0.075003877819870826384347066357299999999
The constant M(26,23) is = -0.075003877819870826384347066357300000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(26,25) has to be equal to the sum of: 
M(104,25) = -0.0333470534407235628041726285178000000001
M(104,51) = -0.0358765866469334173417581376490000000000
M(104,77) = -0.0285715165345997647934389744625000000000
M(104,103) = -0.0255937836447143606151378141250000000000
Their sum is = -0.123388940266971105554507554754299999999
The constant M(26,25) is = -0.123388940266971105554507554754000000000
The difference (constant-sum) is = -2.999999994 E-31
**************************
The constant M(52,1) has to be equal to the sum of: 
M(104,1) = -0.0352923991314272200196942495120000000000
M(104,53) = -0.0123766821712446710771679199164000000000
Their sum is = -0.0476690813026718910968621694284000000000
The constant M(52,1) is = -0.0476690813026718910968621694284000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(52,3) has to be equal to the sum of: 
M(104,3) = 0.311419016666899804733484112994000000000
M(104,55) = -0.0322428179696066414123755149397000000000
Their sum is = 0.279176198697293163321108598054300000000
The constant M(52,3) is = 0.279176198697293163321108598054000000001
The difference (constant-sum) is = 2.999999998 E-31
**************************
The constant M(52,5) has to be equal to the sum of: 
M(104,5) = 0.175894785449813063110582386763000000000
M(104,57) = -0.0377447058023945164937323004022000000000
Their sum is = 0.138150079647418546616850086360800000000
The constant M(52,5) is = 0.138150079647418546616850086361000000000
The difference (constant-sum) is = -2.000000003 E-31
**************************
The constant M(52,7) has to be equal to the sum of: 
M(104,7) = 0.105550191761984232448010743135000000000
M(104,59) = -0.0138853189013664068557691223727000000000
Their sum is = 0.091664872860617825592241620762300000000
The constant M(52,7) is = 0.091664872860617825592241620762100000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(52,9) has to be equal to the sum of: 
M(104,9) = -0.0303535607083393591382600636871000000000
M(104,61) = -0.0175521513270981670235864275005000000000
Their sum is = -0.0479057120354375261618464911876000000000
The constant M(52,9) is = -0.0479057120354375261618464911876000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(52,11) has to be equal to the sum of: 
M(104,11) = 0.0530914378612401590239148554937000000000
M(104,63) = -0.0277340611342443636988422575610000000000
Their sum is = 0.0253573767269957953250725979327000000000
The constant M(52,11) is = 0.0253573767269957953250725979327000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(52,15) has to be equal to the sum of: 
M(104,15) = -0.0324357284954853800671972331183999999999
M(104,67) = -0.0199033148465121306066332217023000000000
Their sum is = -0.0523390433419975106738304548206999999998
The constant M(52,15) is = -0.0523390433419975106738304548207000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(52,17) has to be equal to the sum of: 
M(104,17) = 0.0223469615363075863915737846315000000000
M(104,69) = -0.0302818976776094935531596955986000000000
Their sum is = -0.0079349361413019071615859109671000000000
The constant M(52,17) is = -0.0079349361413019071615859109671200000000
The difference (constant-sum) is = 1.999999992 E-32
**************************
The constant M(52,19) has to be equal to the sum of: 
M(104,19) = 0.0213831695126366130463562175957000000000
M(104,71) = -0.0221749681032243771481467693488000000000
Their sum is = -0.00079179859058776410179055175309999999994
The constant M(52,19) is = -0.00079179859058776410179055175319600000000
The difference (constant-sum) is = 9.600000006085268301 E-32
**************************
The constant M(52,21) has to be equal to the sum of: 
M(104,21) = -0.0328059892870109193069464196202999999999
M(104,73) = -0.0210863582629228909589929341653000000000
Their sum is = -0.0538923475499338102659393537855999999998
The constant M(52,21) is = -0.0538923475499338102659393537856000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(52,23) has to be equal to the sum of: 
M(104,23) = 0.0161425643531660712323130029043000000000
M(104,75) = -0.0292001937113349015210894957465000000000
Their sum is = -0.0130576293581688302887764928421999999999
The constant M(52,23) is = -0.0130576293581688302887764928422000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(52,25) has to be equal to the sum of: 
M(104,25) = -0.0333470534407235628041726285178000000001
M(104,77) = -0.0285715165345997647934389744625000000000
Their sum is = -0.0619185699753233275976116029803000000000
The constant M(52,25) is = -0.0619185699753233275976116029804000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(52,27) has to be equal to the sum of: 
M(104,27) = -0.0285374995342237482226628163190000000000
M(104,79) = -0.0244792006439450115065296985054000000000
Their sum is = -0.0530167001781687597291925148244000000000
The constant M(52,27) is = -0.0530167001781687597291925148243000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(52,29) has to be equal to the sum of: 
M(104,29) = -0.00115901694742662530680670717301000000000
M(104,81) = -0.0389045958575813374015964730683000000000
Their sum is = -0.0400636128050079627084031802413099999998
The constant M(52,29) is = -0.0400636128050079627084031802413000000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(52,31) has to be equal to the sum of: 
M(104,31) = -0.00234978501321463625570907153322000000000
M(104,83) = -0.0236996557667583635647477034415000000000
Their sum is = -0.0260494407799729998204567749747199999999
The constant M(52,31) is = -0.0260494407799729998204567749747000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(52,33) has to be equal to the sum of: 
M(104,33) = -0.0248364858531684919381895241971000000000
M(104,85) = -0.0332410723925991949869307025101000000000
Their sum is = -0.0580775582457676869251202267072000000000
The constant M(52,33) is = -0.0580775582457676869251202267072000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(52,35) has to be equal to the sum of: 
M(104,35) = -0.0270661283655341732750902543649000000000
M(104,87) = -0.0308754780555542282732805270896000000000
Their sum is = -0.0579416064210884015483707814545000000000
The constant M(52,35) is = -0.0579416064210884015483707814545000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(52,37) has to be equal to the sum of: 
M(104,37) = -0.0076127580680688213351734178944100000000
M(104,89) = -0.0208843393515474391541480696326000000000
Their sum is = -0.0284970974196162604893214875270100000000
The constant M(52,37) is = -0.0284970974196162604893214875270000000000
The difference (constant-sum) is = -9.99999996 E-33
**************************
The constant M(52,41) has to be equal to the sum of: 
M(104,41) = -0.0097323630294709670377804592150700000000
M(104,93) = -0.0298071855688774904043399828004000000000
Their sum is = -0.0395395485983484574421204420154700000000
The constant M(52,41) is = -0.0395395485983484574421204420155000000000
The difference (constant-sum) is = 2.999999998 E-32
**************************
The constant M(52,43) has to be equal to the sum of: 
M(104,43) = -0.0105822377252989214305397833719000000000
M(104,95) = -0.0320156859839112012875449201205000000000
Their sum is = -0.0425979237092101227180847034924000000000
The constant M(52,43) is = -0.0425979237092101227180847034924000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(52,45) has to be equal to the sum of: 
M(104,45) = -0.0298679927622918656517119778410000000000
M(104,97) = -0.0245025074992679767516248885740000000000
Their sum is = -0.0543705002615598424033368664150000000000
The constant M(52,45) is = -0.0543705002615598424033368664150000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(52,47) has to be equal to the sum of: 
M(104,47) = -0.0058753286664452507449826397431400000000
M(104,99) = -0.0348193378738013842466699709749000000000
Their sum is = -0.0406946665402466349916526107180400000000
The constant M(52,47) is = -0.0406946665402466349916526107180000000000
The difference (constant-sum) is = -3.999999985 E-32
**************************
The constant M(52,49) has to be equal to the sum of: 
M(104,49) = -0.0320803327215534498171128194018000000000
M(104,101) = -0.0298659157401485462784577541133000000000
Their sum is = -0.0619462484617019960955705735150999999998
The constant M(52,49) is = -0.0619462484617019960955705735151000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(52,51) has to be equal to the sum of: 
M(104,51) = -0.0358765866469334173417581376490000000000
M(104,103) = -0.0255937836447143606151378141250000000000
Their sum is = -0.0614703702916477779568959517740000000000
The constant M(52,51) is = -0.0614703702916477779568959517741000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(105,1) = -0.0323548851740006933131614951580000000000
M(105,4) = -0.0307247744457523329804822771580000000000
M(105,13) = 0.0459876690462284009968958074605000000000
M(105,16) = -0.0337862981551278912027498646181000000000
M(105,19) = 0.0208250201808873315999839233743000000000
M(105,22) = -0.0259089333562372324273836199119000000000
M(105,31) = -0.00302912511402304413256972655204000000000
M(105,34) = -0.0289176400327409203053474418828000000000
M(105,37) = -0.0101270380468626653572681931883000000000
M(105,43) = -0.0122000142521008076678937814935000000000
M(105,46) = -0.0316913670379428085057377488333000000000
M(105,52) = -0.0281983239646911322097365240607000000000
M(105,58) = -0.0312605546236620362825021451679000000000
M(105,61) = -0.0179860236950535129757712428668000000000
M(105,64) = -0.0379845285476208471320546943009000000000
M(105,67) = -0.0187205583417910924074816039769000000000
M(105,73) = -0.0222936624978669825575454468753000000000
M(105,76) = -0.0318002797874195819923326539515000000001
M(105,79) = -0.0238571757956465248856126086415000000000
M(105,82) = -0.0356147677866523562072879887115000000000
M(105,88) = -0.0311366020430551524204046178300000000000
M(105,94) = -0.0292396810296285781239514438308000000000
M(105,97) = -0.0249612529920934123705784350278000000000
M(105,103) = -0.0247668248737321134015328868557000000000
And of the summand: 1/7
Their sum is = -0.356890479509443129119649567201297142850
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -2.971428491 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(105,2) = 0.473545096702183200356648189838000000000
M(105,8) = -0.0285350234474092616227027019249000000000
M(105,11) = 0.0548618319687701977307930323629000000000
M(105,17) = 0.0252713584257845639944454662313000000000
M(105,23) = 0.0123962467369810320441258192578000000000
M(105,26) = -0.0304241871140422776160491760133000000000
M(105,29) = 0.00233345361978857974395995828698000000000
M(105,32) = -0.0276585214626868568513330373403000000000
M(105,38) = -0.0337575323268746058169193416802999999999
M(105,41) = -0.0074706870983927822731869472547300000000
M(105,44) = -0.0293231300323312592042273397536000000000
M(105,47) = -0.0109228629181023881109454230868000000000
M(105,53) = -0.0162574688149921428009414253343000000000
M(105,59) = -0.0172269760118924576134421888119000000000
M(105,62) = -0.0308051621024246945374656108845000000000
M(105,68) = -0.0288407949119042236309578713278000000000
M(105,71) = -0.0197655107253974588250751409864000000000
M(105,74) = -0.0283522069027152108955045145163000000000
M(105,83) = -0.0240183672831686803264511128418000000000
M(105,86) = -0.0315694174146003078705451030270999999999
M(105,89) = -0.0259952218106767898795188168855000000000
M(105,92) = -0.0326597006615935728524275344454000000000
M(105,101) = -0.0238185006400288221629818767994000000000
M(105,104) = -0.0359523567505212014375542305858000000000
And of the summand: 1/5
Their sum is = 0.285054359023752579541743072476850000007
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -1.499999925 E-31
**************************
The constant M(5,1) has to be equal to the sum of: 
M(105,1) = -0.0323548851740006933131614951580000000000
M(105,11) = 0.0548618319687701977307930323629000000000
M(105,16) = -0.0337862981551278912027498646181000000000
M(105,26) = -0.0304241871140422776160491760133000000000
M(105,31) = -0.00302912511402304413256972655204000000000
M(105,41) = -0.0074706870983927822731869472547300000000
M(105,46) = -0.0316913670379428085057377488333000000000
M(105,61) = -0.0179860236950535129757712428668000000000
M(105,71) = -0.0197655107253974588250751409864000000000
M(105,76) = -0.0318002797874195819923326539515000000001
M(105,86) = -0.0315694174146003078705451030270999999999
M(105,101) = -0.0238185006400288221629818767994000000000
Their sum is = -0.208834449987258983139367943697769999999
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 2.300000011 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(105,2) = 0.473545096702183200356648189838000000000
M(105,17) = 0.0252713584257845639944454662313000000000
M(105,22) = -0.0259089333562372324273836199119000000000
M(105,32) = -0.0276585214626868568513330373403000000000
M(105,37) = -0.0101270380468626653572681931883000000000
M(105,47) = -0.0109228629181023881109454230868000000000
M(105,52) = -0.0281983239646911322097365240607000000000
M(105,62) = -0.0308051621024246945374656108845000000000
M(105,67) = -0.0187205583417910924074816039769000000000
M(105,82) = -0.0356147677866523562072879887115000000000
M(105,92) = -0.0326597006615935728524275344454000000000
M(105,97) = -0.0249612529920934123705784350278000000000
And of the summand: 1/7
Their sum is = 0.396096476351975218162042828292342857146
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 3.428571455 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(105,8) = -0.0285350234474092616227027019249000000000
M(105,13) = 0.0459876690462284009968958074605000000000
M(105,23) = 0.0123962467369810320441258192578000000000
M(105,38) = -0.0337575323268746058169193416802999999999
M(105,43) = -0.0122000142521008076678937814935000000000
M(105,53) = -0.0162574688149921428009414253343000000000
M(105,58) = -0.0312605546236620362825021451679000000000
M(105,68) = -0.0288407949119042236309578713278000000000
M(105,73) = -0.0222936624978669825575454468753000000000
M(105,83) = -0.0240183672831686803264511128418000000000
M(105,88) = -0.0311366020430551524204046178300000000000
M(105,103) = -0.0247668248737321134015328868557000000000
And of the summand: 1/3
Their sum is = 0.138650404041776759846503628720133333334
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 1.333333340 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(105,4) = -0.0307247744457523329804822771580000000000
M(105,19) = 0.0208250201808873315999839233743000000000
M(105,29) = 0.00233345361978857974395995828698000000000
M(105,34) = -0.0289176400327409203053474418828000000000
M(105,44) = -0.0293231300323312592042273397536000000000
M(105,59) = -0.0172269760118924576134421888119000000000
M(105,64) = -0.0379845285476208471320546943009000000000
M(105,74) = -0.0283522069027152108955045145163000000000
M(105,79) = -0.0238571757956465248856126086415000000000
M(105,89) = -0.0259952218106767898795188168855000000000
M(105,94) = -0.0292396810296285781239514438308000000000
M(105,104) = -0.0359523567505212014375542305858000000000
Their sum is = -0.264415217558850211113751674705819999998
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.800000028 E-31
**************************
The constant M(7,1) has to be equal to the sum of: 
M(105,1) = -0.0323548851740006933131614951580000000000
M(105,8) = -0.0285350234474092616227027019249000000000
M(105,22) = -0.0259089333562372324273836199119000000000
M(105,29) = 0.00233345361978857974395995828698000000000
M(105,43) = -0.0122000142521008076678937814935000000000
M(105,64) = -0.0379845285476208471320546943009000000000
M(105,71) = -0.0197655107253974588250751409864000000000
M(105,92) = -0.0326597006615935728524275344454000000000
Their sum is = -0.187075142544571294096739009934019999999
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = -1.999999827 E-32
**************************
The constant M(7,2) has to be equal to the sum of: 
M(105,2) = 0.473545096702183200356648189838000000000
M(105,16) = -0.0337862981551278912027498646181000000000
M(105,23) = 0.0123962467369810320441258192578000000000
M(105,37) = -0.0101270380468626653572681931883000000000
M(105,44) = -0.0293231300323312592042273397536000000000
M(105,58) = -0.0312605546236620362825021451679000000000
M(105,79) = -0.0238571757956465248856126086415000000000
M(105,86) = -0.0315694174146003078705451030270999999999
Their sum is = 0.326017729370933547597868754699300000004
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = 3.000000042 E-31
**************************
The constant M(7,3) has to be equal to the sum of: 
M(105,17) = 0.0252713584257845639944454662313000000000
M(105,31) = -0.00302912511402304413256972655204000000000
M(105,38) = -0.0337575323268746058169193416802999999999
M(105,52) = -0.0281983239646911322097365240607000000000
M(105,59) = -0.0172269760118924576134421888119000000000
M(105,73) = -0.0222936624978669825575454468753000000000
M(105,94) = -0.0292396810296285781239514438308000000000
M(105,101) = -0.0238185006400288221629818767994000000000
And of the summand: 1/3
Their sum is = 0.201040890174112274710632250954193333334
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 1.933333340 E-31
**************************
The constant M(7,4) has to be equal to the sum of: 
M(105,4) = -0.0307247744457523329804822771580000000000
M(105,11) = 0.0548618319687701977307930323629000000000
M(105,32) = -0.0276585214626868568513330373403000000000
M(105,46) = -0.0316913670379428085057377488333000000000
M(105,53) = -0.0162574688149921428009414253343000000000
M(105,67) = -0.0187205583417910924074816039769000000000
M(105,74) = -0.0283522069027152108955045145163000000000
M(105,88) = -0.0311366020430551524204046178300000000000
Their sum is = -0.129679667080165399131092192626199999999
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(7,5) has to be equal to the sum of: 
M(105,19) = 0.0208250201808873315999839233743000000000
M(105,26) = -0.0304241871140422776160491760133000000000
M(105,47) = -0.0109228629181023881109454230868000000000
M(105,61) = -0.0179860236950535129757712428668000000000
M(105,68) = -0.0288407949119042236309578713278000000000
M(105,82) = -0.0356147677866523562072879887115000000000
M(105,89) = -0.0259952218106767898795188168855000000000
M(105,103) = -0.0247668248737321134015328868557000000000
And of the summand: 1/5
Their sum is = 0.0462743370707236697779205176269000000014
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 1.285696946 E-39
**************************
The constant M(7,6) has to be equal to the sum of: 
M(105,13) = 0.0459876690462284009968958074605000000000
M(105,34) = -0.0289176400327409203053474418828000000000
M(105,41) = -0.0074706870983927822731869472547300000000
M(105,62) = -0.0308051621024246945374656108845000000000
M(105,76) = -0.0318002797874195819923326539515000000001
M(105,83) = -0.0240183672831686803264511128418000000000
M(105,97) = -0.0249612529920934123705784350278000000000
M(105,104) = -0.0359523567505212014375542305858000000000
Their sum is = -0.137938077000532872246020624968429999999
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -4.300000000 E-31
**************************
The constant M(15,1) has to be equal to the sum of: 
M(105,1) = -0.0323548851740006933131614951580000000000
M(105,16) = -0.0337862981551278912027498646181000000000
M(105,31) = -0.00302912511402304413256972655204000000000
M(105,46) = -0.0316913670379428085057377488333000000000
M(105,61) = -0.0179860236950535129757712428668000000000
M(105,76) = -0.0318002797874195819923326539515000000001
Their sum is = -0.150647978963567532122322731979739999999
The constant M(15,1) is = -0.150647978963567532122322731980000000000
The difference (constant-sum) is = 2.600000003 E-31
**************************
The constant M(15,2) has to be equal to the sum of: 
M(105,2) = 0.473545096702183200356648189838000000000
M(105,17) = 0.0252713584257845639944454662313000000000
M(105,32) = -0.0276585214626868568513330373403000000000
M(105,47) = -0.0109228629181023881109454230868000000000
M(105,62) = -0.0308051621024246945374656108845000000000
M(105,92) = -0.0326597006615935728524275344454000000000
Their sum is = 0.396770207983160251998922050312300000002
The constant M(15,2) is = 0.396770207983160251998922050312000000000
The difference (constant-sum) is = 3.000000012 E-31
**************************
The constant M(15,4) has to be equal to the sum of: 
M(105,4) = -0.0307247744457523329804822771580000000000
M(105,19) = 0.0208250201808873315999839233743000000000
M(105,34) = -0.0289176400327409203053474418828000000000
M(105,64) = -0.0379845285476208471320546943009000000000
M(105,79) = -0.0238571757956465248856126086415000000000
M(105,94) = -0.0292396810296285781239514438308000000000
Their sum is = -0.129898779670501871827464542439699999999
The constant M(15,4) is = -0.129898779670501871827464542440000000000
The difference (constant-sum) is = 3.000000012 E-31
**************************
The constant M(15,7) has to be equal to the sum of: 
M(105,22) = -0.0259089333562372324273836199119000000000
M(105,37) = -0.0101270380468626653572681931883000000000
M(105,52) = -0.0281983239646911322097365240607000000000
M(105,67) = -0.0187205583417910924074816039769000000000
M(105,82) = -0.0356147677866523562072879887115000000000
M(105,97) = -0.0249612529920934123705784350278000000000
And of the summand: 1/7
Their sum is = -0.00067373163118503383687922201995714285673
The constant M(15,7) is = -0.00067373163118503383687922201990400000000
The difference (constant-sum) is = -5.314285673637878629 E-32
**************************
The constant M(15,8) has to be equal to the sum of: 
M(105,8) = -0.0285350234474092616227027019249000000000
M(105,23) = 0.0123962467369810320441258192578000000000
M(105,38) = -0.0337575323268746058169193416802999999999
M(105,53) = -0.0162574688149921428009414253343000000000
M(105,68) = -0.0288407949119042236309578713278000000000
M(105,83) = -0.0240183672831686803264511128418000000000
Their sum is = -0.119012940047367882153846633851299999999
The constant M(15,8) is = -0.119012940047367882153846633851000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(15,11) has to be equal to the sum of: 
M(105,11) = 0.0548618319687701977307930323629000000000
M(105,26) = -0.0304241871140422776160491760133000000000
M(105,41) = -0.0074706870983927822731869472547300000000
M(105,71) = -0.0197655107253974588250751409864000000000
M(105,86) = -0.0315694174146003078705451030270999999999
M(105,101) = -0.0238185006400288221629818767994000000000
Their sum is = -0.0581864710236914510170452117180299999998
The constant M(15,11) is = -0.0581864710236914510170452117180000000000
The difference (constant-sum) is = -2.999999980 E-32
**************************
The constant M(15,13) has to be equal to the sum of: 
M(105,13) = 0.0459876690462284009968958074605000000000
M(105,43) = -0.0122000142521008076678937814935000000000
M(105,58) = -0.0312605546236620362825021451679000000000
M(105,73) = -0.0222936624978669825575454468753000000000
M(105,88) = -0.0311366020430551524204046178300000000000
M(105,103) = -0.0247668248737321134015328868557000000000
Their sum is = -0.075669989244188691332983070761899999999
The constant M(15,13) is = -0.075669989244188691332983070761800000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(15,14) has to be equal to the sum of: 
M(105,29) = 0.00233345361978857974395995828698000000000
M(105,44) = -0.0293231300323312592042273397536000000000
M(105,59) = -0.0172269760118924576134421888119000000000
M(105,74) = -0.0283522069027152108955045145163000000000
M(105,89) = -0.0259952218106767898795188168855000000000
M(105,104) = -0.0359523567505212014375542305858000000000
Their sum is = -0.134516437888348339286287132266119999999
The constant M(15,14) is = -0.134516437888348339286287132265999999999
The difference (constant-sum) is = -1.199999999 E-31
**************************
The constant M(21,1) has to be equal to the sum of: 
M(105,1) = -0.0323548851740006933131614951580000000000
M(105,22) = -0.0259089333562372324273836199119000000000
M(105,43) = -0.0122000142521008076678937814935000000000
M(105,64) = -0.0379845285476208471320546943009000000000
Their sum is = -0.108448361329959580540493590864300000000
The constant M(21,1) is = -0.108448361329959580540493590864000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(21,2) has to be equal to the sum of: 
M(105,2) = 0.473545096702183200356648189838000000000
M(105,23) = 0.0123962467369810320441258192578000000000
M(105,44) = -0.0293231300323312592042273397536000000000
M(105,86) = -0.0315694174146003078705451030270999999999
Their sum is = 0.425048795992232665326001566315100000002
The constant M(21,2) is = 0.425048795992232665326001566315000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(21,4) has to be equal to the sum of: 
M(105,4) = -0.0307247744457523329804822771580000000000
M(105,46) = -0.0316913670379428085057377488333000000000
M(105,67) = -0.0187205583417910924074816039769000000000
M(105,88) = -0.0311366020430551524204046178300000000000
Their sum is = -0.112273301868541386314106247798199999999
The constant M(21,4) is = -0.112273301868541386314106247798000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(21,5) has to be equal to the sum of: 
M(105,26) = -0.0304241871140422776160491760133000000000
M(105,47) = -0.0109228629181023881109454230868000000000
M(105,68) = -0.0288407949119042236309578713278000000000
M(105,89) = -0.0259952218106767898795188168855000000000
And of the summand: 1/5
Their sum is = 0.103816933245274320762528712686600000000
The constant M(21,5) is = 0.103816933245274320762528712687000000000
The difference (constant-sum) is = -3.999999996 E-31
**************************
The constant M(21,8) has to be equal to the sum of: 
M(105,8) = -0.0285350234474092616227027019249000000000
M(105,29) = 0.00233345361978857974395995828698000000000
M(105,71) = -0.0197655107253974588250751409864000000000
M(105,92) = -0.0326597006615935728524275344454000000000
Their sum is = -0.078626781214611713556245419069719999999
The constant M(21,8) is = -0.078626781214611713556245419069700000000
The difference (constant-sum) is = -1.999999974 E-32
**************************
The constant M(21,10) has to be equal to the sum of: 
M(105,31) = -0.00302912511402304413256972655204000000000
M(105,52) = -0.0281983239646911322097365240607000000000
M(105,73) = -0.0222936624978669825575454468753000000000
M(105,94) = -0.0292396810296285781239514438308000000000
Their sum is = -0.082760792606209737023803141318839999999
The constant M(21,10) is = -0.082760792606209737023803141318800000000
The difference (constant-sum) is = -3.999999985 E-32
**************************
The constant M(21,11) has to be equal to the sum of: 
M(105,11) = 0.0548618319687701977307930323629000000000
M(105,32) = -0.0276585214626868568513330373403000000000
M(105,53) = -0.0162574688149921428009414253343000000000
M(105,74) = -0.0283522069027152108955045145163000000000
Their sum is = -0.0174063652116240128169859448279999999999
The constant M(21,11) is = -0.0174063652116240128169859448280000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(21,13) has to be equal to the sum of: 
M(105,13) = 0.0459876690462284009968958074605000000000
M(105,34) = -0.0289176400327409203053474418828000000000
M(105,76) = -0.0318002797874195819923326539515000000001
M(105,97) = -0.0249612529920934123705784350278000000000
Their sum is = -0.0396915037660255136713627234015999999998
The constant M(21,13) is = -0.0396915037660255136713627234016000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(21,16) has to be equal to the sum of: 
M(105,16) = -0.0337862981551278912027498646181000000000
M(105,37) = -0.0101270380468626653572681931883000000000
M(105,58) = -0.0312605546236620362825021451679000000000
M(105,79) = -0.0238571757956465248856126086415000000000
Their sum is = -0.099031066621299117728132811615799999999
The constant M(21,16) is = -0.099031066621299117728132811615900000000
The difference (constant-sum) is = 1.000000005 E-31
**************************
The constant M(21,17) has to be equal to the sum of: 
M(105,17) = 0.0252713584257845639944454662313000000000
M(105,38) = -0.0337575323268746058169193416802999999999
M(105,59) = -0.0172269760118924576134421888119000000000
M(105,101) = -0.0238185006400288221629818767994000000000
Their sum is = -0.0495316505530113215988979410602999999998
The constant M(21,17) is = -0.0495316505530113215988979410604000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(21,19) has to be equal to the sum of: 
M(105,19) = 0.0208250201808873315999839233743000000000
M(105,61) = -0.0179860236950535129757712428668000000000
M(105,82) = -0.0356147677866523562072879887115000000000
M(105,103) = -0.0247668248737321134015328868557000000000
Their sum is = -0.0575425961745506509846081950597000000000
The constant M(21,19) is = -0.0575425961745506509846081950597000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(21,20) has to be equal to the sum of: 
M(105,41) = -0.0074706870983927822731869472547300000000
M(105,62) = -0.0308051621024246945374656108845000000000
M(105,83) = -0.0240183672831686803264511128418000000000
M(105,104) = -0.0359523567505212014375542305858000000000
Their sum is = -0.098246573234507358574657901566830000000
The constant M(21,20) is = -0.098246573234507358574657901566800000000
The difference (constant-sum) is = -2.999999962 E-32
**************************
The constant M(35,1) has to be equal to the sum of: 
M(105,1) = -0.0323548851740006933131614951580000000000
M(105,71) = -0.0197655107253974588250751409864000000000
Their sum is = -0.0521203958993981521382366361444000000000
The constant M(35,1) is = -0.0521203958993981521382366361444000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,2) has to be equal to the sum of: 
M(105,2) = 0.473545096702183200356648189838000000000
M(105,37) = -0.0101270380468626653572681931883000000000
Their sum is = 0.463418058655320534999379996649700000002
The constant M(35,2) is = 0.463418058655320534999379996650000000000
The difference (constant-sum) is = -2.999999983 E-31
**************************
The constant M(35,3) has to be equal to the sum of: 
M(105,38) = -0.0337575323268746058169193416802999999999
M(105,73) = -0.0222936624978669825575454468753000000000
And of the summand: 1/3
Their sum is = 0.277282138508591744958868544777733333333
The constant M(35,3) is = 0.277282138508591744958868544777999999999
The difference (constant-sum) is = -2.666666666 E-31
**************************
The constant M(35,4) has to be equal to the sum of: 
M(105,4) = -0.0307247744457523329804822771580000000000
M(105,74) = -0.0283522069027152108955045145163000000000
Their sum is = -0.0590769813484675438759867916743000000000
The constant M(35,4) is = -0.0590769813484675438759867916742000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(35,6) has to be equal to the sum of: 
M(105,41) = -0.0074706870983927822731869472547300000000
M(105,76) = -0.0318002797874195819923326539515000000001
Their sum is = -0.0392709668858123642655196012062300000000
The constant M(35,6) is = -0.0392709668858123642655196012063000000000
The difference (constant-sum) is = 7.00000000 E-32
**************************
The constant M(35,8) has to be equal to the sum of: 
M(105,8) = -0.0285350234474092616227027019249000000000
M(105,43) = -0.0122000142521008076678937814935000000000
Their sum is = -0.0407350376995100692905964834183999999998
The constant M(35,8) is = -0.0407350376995100692905964834184000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(35,9) has to be equal to the sum of: 
M(105,44) = -0.0293231300323312592042273397536000000000
M(105,79) = -0.0238571757956465248856126086415000000000
Their sum is = -0.0531803058279777840898399483950999999998
The constant M(35,9) is = -0.0531803058279777840898399483951000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(35,11) has to be equal to the sum of: 
M(105,11) = 0.0548618319687701977307930323629000000000
M(105,46) = -0.0316913670379428085057377488333000000000
Their sum is = 0.0231704649308273892250552835296000000001
The constant M(35,11) is = 0.0231704649308273892250552835296000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(35,12) has to be equal to the sum of: 
M(105,47) = -0.0109228629181023881109454230868000000000
M(105,82) = -0.0356147677866523562072879887115000000000
Their sum is = -0.0465376307047547443182334117983000000000
The constant M(35,12) is = -0.0465376307047547443182334117983000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,13) has to be equal to the sum of: 
M(105,13) = 0.0459876690462284009968958074605000000000
M(105,83) = -0.0240183672831686803264511128418000000000
Their sum is = 0.0219693017630597206704446946187000000001
The constant M(35,13) is = 0.0219693017630597206704446946187000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(35,16) has to be equal to the sum of: 
M(105,16) = -0.0337862981551278912027498646181000000000
M(105,86) = -0.0315694174146003078705451030270999999999
Their sum is = -0.065355715569728199073294967645200000000
The constant M(35,16) is = -0.065355715569728199073294967645200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(35,17) has to be equal to the sum of: 
M(105,17) = 0.0252713584257845639944454662313000000000
M(105,52) = -0.0281983239646911322097365240607000000000
Their sum is = -0.00292696553890656821529105782939999999999
The constant M(35,17) is = -0.00292696553890656821529105782935000000000
The difference (constant-sum) is = -4.999999999324994946 E-32
**************************
The constant M(35,18) has to be equal to the sum of: 
M(105,53) = -0.0162574688149921428009414253343000000000
M(105,88) = -0.0311366020430551524204046178300000000000
Their sum is = -0.0473940708580472952213460431643000000000
The constant M(35,18) is = -0.0473940708580472952213460431642000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(35,19) has to be equal to the sum of: 
M(105,19) = 0.0208250201808873315999839233743000000000
M(105,89) = -0.0259952218106767898795188168855000000000
Their sum is = -0.0051702016297894582795348935112000000000
The constant M(35,19) is = -0.0051702016297894582795348935112200000000
The difference (constant-sum) is = 1.999999995 E-32
**************************
The constant M(35,22) has to be equal to the sum of: 
M(105,22) = -0.0259089333562372324273836199119000000000
M(105,92) = -0.0326597006615935728524275344454000000000
Their sum is = -0.0585686340178308052798111543573000000000
The constant M(35,22) is = -0.0585686340178308052798111543573000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,23) has to be equal to the sum of: 
M(105,23) = 0.0123962467369810320441258192578000000000
M(105,58) = -0.0312605546236620362825021451679000000000
Their sum is = -0.0188643078866810042383763259101000000002
The constant M(35,23) is = -0.0188643078866810042383763259101000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(35,24) has to be equal to the sum of: 
M(105,59) = -0.0172269760118924576134421888119000000000
M(105,94) = -0.0292396810296285781239514438308000000000
Their sum is = -0.0464666570415210357373936326427000000000
The constant M(35,24) is = -0.0464666570415210357373936326428000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(35,26) has to be equal to the sum of: 
M(105,26) = -0.0304241871140422776160491760133000000000
M(105,61) = -0.0179860236950535129757712428668000000000
Their sum is = -0.0484102108090957905918204188801000000000
The constant M(35,26) is = -0.0484102108090957905918204188801000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,27) has to be equal to the sum of: 
M(105,62) = -0.0308051621024246945374656108845000000000
M(105,97) = -0.0249612529920934123705784350278000000000
Their sum is = -0.0557664150945181069080440459123000000000
The constant M(35,27) is = -0.0557664150945181069080440459123000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,29) has to be equal to the sum of: 
M(105,29) = 0.00233345361978857974395995828698000000000
M(105,64) = -0.0379845285476208471320546943009000000000
Their sum is = -0.0356510749278322673880947360139200000000
The constant M(35,29) is = -0.0356510749278322673880947360139000000000
The difference (constant-sum) is = -2.000000011 E-32
**************************
The constant M(35,31) has to be equal to the sum of: 
M(105,31) = -0.00302912511402304413256972655204000000000
M(105,101) = -0.0238185006400288221629818767994000000000
Their sum is = -0.0268476257540518662955516033514400000000
The constant M(35,31) is = -0.0268476257540518662955516033514000000000
The difference (constant-sum) is = -4.000000004 E-32
**************************
The constant M(35,32) has to be equal to the sum of: 
M(105,32) = -0.0276585214626868568513330373403000000000
M(105,67) = -0.0187205583417910924074816039769000000000
Their sum is = -0.0463790798044779492588146413172000000000
The constant M(35,32) is = -0.0463790798044779492588146413172000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,33) has to be equal to the sum of: 
M(105,68) = -0.0288407949119042236309578713278000000000
M(105,103) = -0.0247668248737321134015328868557000000000
Their sum is = -0.0536076197856363370324907581835000000000
The constant M(35,33) is = -0.0536076197856363370324907581835000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,34) has to be equal to the sum of: 
M(105,34) = -0.0289176400327409203053474418828000000000
M(105,104) = -0.0359523567505212014375542305858000000000
Their sum is = -0.064869996783262121742901672468599999999
The constant M(35,34) is = -0.064869996783262121742901672468600000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(106,1) = -0.0271040496664542512081545756704000000000
M(106,3) = 0.307149243847222440779866667246000000000
M(106,5) = 0.165787050907212759067790654497000000000
M(106,7) = 0.117917608605757645315426681426000000000
M(106,9) = -0.0312185174469858982438952053060000000000
M(106,11) = 0.0621792369012489002582152891724000000000
M(106,13) = 0.0436591636670149250304860268513000000000
M(106,15) = -0.0285451899304574435095300900199000000000
M(106,17) = 0.0302900668522146247541624979535000000000
M(106,19) = 0.0214587977875036465278115401458000000000
M(106,21) = -0.0238064101593324983492155360150000000000
M(106,23) = 0.0078154862497557035139490182158100000000
M(106,25) = -0.0249549922310797795809471773648000000000
M(106,27) = -0.0295305928970485624822014031892000000000
M(106,29) = 0.0062518079597879661105706252348200000000
M(106,31) = 0.0072030505880981800598695088175200000000
M(106,33) = -0.0252331534937694811806546588033000000000
M(106,35) = -0.0330290053082092305290888540622999999999
M(106,37) = -0.0058169827244851092539505091825300000000
M(106,39) = -0.0288662886228392518744371149639000000000
M(106,41) = -0.0078047219027005884383655822113600000000
M(106,43) = -0.0042022817316343813944382551936199999999
M(106,45) = -0.0255824914793094701753628815501000000000
M(106,47) = -0.0116329142115104931322374564380000000000
M(106,49) = -0.0336930962974494709504970363556000000001
M(106,51) = -0.0272688803432129412883447562256000000000
M(106,55) = -0.0286589447228925663528588205494000000000
M(106,57) = -0.0249424873878856580819973210170000000000
M(106,59) = -0.0161224114943844889831972220070000000000
M(106,61) = -0.0127762497289505519379834930506000000000
M(106,63) = -0.0328326281928914479352925120081000000001
M(106,65) = -0.0280254660518749175814366225034000000000
M(106,67) = -0.0133393670349132148739173304671000000000
M(106,69) = -0.0301193159580703663506260761634000000000
M(106,71) = -0.0148890210038856693904045107225000000000
M(106,73) = -0.0167161741070874197272270745068000000000
M(106,75) = -0.0303932214278744354110798346019000000000
M(106,77) = -0.0355650664740150089147071579493000000000
M(106,79) = -0.0192999062993412365924850474915000000000
M(106,81) = -0.0329342338631923554987156456328000000000
M(106,83) = -0.0196177592476932104431153563288000000000
M(106,85) = -0.0289311179006452562951480521453000000000
M(106,87) = -0.0293335808337048457908014953420000000000
M(106,89) = -0.0252578603921482470144392944572000000000
M(106,91) = -0.0280997417849015070614919151707000000000
M(106,93) = -0.0298080503830051371367653028510000000000
M(106,95) = -0.0331172281933240550818021047807000000000
M(106,97) = -0.0236741270672422205063290807361000000000
M(106,99) = -0.0316471884597965074456496028684999999999
M(106,101) = -0.0206098366343800419228878155066000000000
M(106,103) = -0.0239265746241113471779705291734000000000
M(106,105) = -0.0281550973317853293555241905584000000000
And of the summand: 1/53
Their sum is = -0.238502787152357216244573161392280754694
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -9.76613746 E-31
**************************
The constant M(53,1) has to be equal to the sum of: 
M(106,1) = -0.0271040496664542512081545756704000000000
Their sum is = -0.0271040496664542512081545756704000000000
The constant M(53,1) is = -0.0271040496664542512081545756704000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,2) has to be equal to the sum of: 
M(106,55) = -0.0286589447228925663528588205494000000000
And of the summand: 1/2
Their sum is = 0.471341055277107433647141179450600000000
The constant M(53,2) is = 0.471341055277107433647141179451000000000
The difference (constant-sum) is = -4.000000007 E-31
**************************
The constant M(53,3) has to be equal to the sum of: 
M(106,3) = 0.307149243847222440779866667246000000000
Their sum is = 0.307149243847222440779866667246000000000
The constant M(53,3) is = 0.307149243847222440779866667246000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(53,4) has to be equal to the sum of: 
M(106,57) = -0.0249424873878856580819973210170000000000
Their sum is = -0.0249424873878856580819973210170000000000
The constant M(53,4) is = -0.0249424873878856580819973210170000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,5) has to be equal to the sum of: 
M(106,5) = 0.165787050907212759067790654497000000000
Their sum is = 0.165787050907212759067790654497000000000
The constant M(53,5) is = 0.165787050907212759067790654497000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(53,6) has to be equal to the sum of: 
M(106,59) = -0.0161224114943844889831972220070000000000
Their sum is = -0.0161224114943844889831972220070000000000
The constant M(53,6) is = -0.0161224114943844889831972220070000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,7) has to be equal to the sum of: 
M(106,7) = 0.117917608605757645315426681426000000000
Their sum is = 0.117917608605757645315426681426000000000
The constant M(53,7) is = 0.117917608605757645315426681426000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(53,8) has to be equal to the sum of: 
M(106,61) = -0.0127762497289505519379834930506000000000
Their sum is = -0.0127762497289505519379834930506000000000
The constant M(53,8) is = -0.0127762497289505519379834930506000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,9) has to be equal to the sum of: 
M(106,9) = -0.0312185174469858982438952053060000000000
Their sum is = -0.0312185174469858982438952053060000000000
The constant M(53,9) is = -0.0312185174469858982438952053060000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,10) has to be equal to the sum of: 
M(106,63) = -0.0328326281928914479352925120081000000001
Their sum is = -0.0328326281928914479352925120081000000001
The constant M(53,10) is = -0.0328326281928914479352925120081000000001
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,11) has to be equal to the sum of: 
M(106,11) = 0.0621792369012489002582152891724000000000
Their sum is = 0.0621792369012489002582152891724000000000
The constant M(53,11) is = 0.0621792369012489002582152891724000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,12) has to be equal to the sum of: 
M(106,65) = -0.0280254660518749175814366225034000000000
Their sum is = -0.0280254660518749175814366225034000000000
The constant M(53,12) is = -0.0280254660518749175814366225034000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,13) has to be equal to the sum of: 
M(106,13) = 0.0436591636670149250304860268513000000000
Their sum is = 0.0436591636670149250304860268513000000000
The constant M(53,13) is = 0.0436591636670149250304860268513000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,14) has to be equal to the sum of: 
M(106,67) = -0.0133393670349132148739173304671000000000
Their sum is = -0.0133393670349132148739173304671000000000
The constant M(53,14) is = -0.0133393670349132148739173304671000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,15) has to be equal to the sum of: 
M(106,15) = -0.0285451899304574435095300900199000000000
Their sum is = -0.0285451899304574435095300900199000000000
The constant M(53,15) is = -0.0285451899304574435095300900199000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,16) has to be equal to the sum of: 
M(106,69) = -0.0301193159580703663506260761634000000000
Their sum is = -0.0301193159580703663506260761634000000000
The constant M(53,16) is = -0.0301193159580703663506260761634000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,17) has to be equal to the sum of: 
M(106,17) = 0.0302900668522146247541624979535000000000
Their sum is = 0.0302900668522146247541624979535000000000
The constant M(53,17) is = 0.0302900668522146247541624979535000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,18) has to be equal to the sum of: 
M(106,71) = -0.0148890210038856693904045107225000000000
Their sum is = -0.0148890210038856693904045107225000000000
The constant M(53,18) is = -0.0148890210038856693904045107225000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,19) has to be equal to the sum of: 
M(106,19) = 0.0214587977875036465278115401458000000000
Their sum is = 0.0214587977875036465278115401458000000000
The constant M(53,19) is = 0.0214587977875036465278115401458000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,20) has to be equal to the sum of: 
M(106,73) = -0.0167161741070874197272270745068000000000
Their sum is = -0.0167161741070874197272270745068000000000
The constant M(53,20) is = -0.0167161741070874197272270745068000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,21) has to be equal to the sum of: 
M(106,21) = -0.0238064101593324983492155360150000000000
Their sum is = -0.0238064101593324983492155360150000000000
The constant M(53,21) is = -0.0238064101593324983492155360150000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,22) has to be equal to the sum of: 
M(106,75) = -0.0303932214278744354110798346019000000000
Their sum is = -0.0303932214278744354110798346019000000000
The constant M(53,22) is = -0.0303932214278744354110798346019000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,23) has to be equal to the sum of: 
M(106,23) = 0.0078154862497557035139490182158100000000
Their sum is = 0.0078154862497557035139490182158100000000
The constant M(53,23) is = 0.0078154862497557035139490182158100000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,24) has to be equal to the sum of: 
M(106,77) = -0.0355650664740150089147071579493000000000
Their sum is = -0.0355650664740150089147071579493000000000
The constant M(53,24) is = -0.0355650664740150089147071579493000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,25) has to be equal to the sum of: 
M(106,25) = -0.0249549922310797795809471773648000000000
Their sum is = -0.0249549922310797795809471773648000000000
The constant M(53,25) is = -0.0249549922310797795809471773648000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,26) has to be equal to the sum of: 
M(106,79) = -0.0192999062993412365924850474915000000000
Their sum is = -0.0192999062993412365924850474915000000000
The constant M(53,26) is = -0.0192999062993412365924850474915000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,27) has to be equal to the sum of: 
M(106,27) = -0.0295305928970485624822014031892000000000
Their sum is = -0.0295305928970485624822014031892000000000
The constant M(53,27) is = -0.0295305928970485624822014031892000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,28) has to be equal to the sum of: 
M(106,81) = -0.0329342338631923554987156456328000000000
Their sum is = -0.0329342338631923554987156456328000000000
The constant M(53,28) is = -0.0329342338631923554987156456328000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,29) has to be equal to the sum of: 
M(106,29) = 0.0062518079597879661105706252348200000000
Their sum is = 0.0062518079597879661105706252348200000000
The constant M(53,29) is = 0.0062518079597879661105706252348200000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,30) has to be equal to the sum of: 
M(106,83) = -0.0196177592476932104431153563288000000000
Their sum is = -0.0196177592476932104431153563288000000000
The constant M(53,30) is = -0.0196177592476932104431153563288000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,31) has to be equal to the sum of: 
M(106,31) = 0.0072030505880981800598695088175200000000
Their sum is = 0.0072030505880981800598695088175200000000
The constant M(53,31) is = 0.0072030505880981800598695088175200000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,32) has to be equal to the sum of: 
M(106,85) = -0.0289311179006452562951480521453000000000
Their sum is = -0.0289311179006452562951480521453000000000
The constant M(53,32) is = -0.0289311179006452562951480521453000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,33) has to be equal to the sum of: 
M(106,33) = -0.0252331534937694811806546588033000000000
Their sum is = -0.0252331534937694811806546588033000000000
The constant M(53,33) is = -0.0252331534937694811806546588033000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,34) has to be equal to the sum of: 
M(106,87) = -0.0293335808337048457908014953420000000000
Their sum is = -0.0293335808337048457908014953420000000000
The constant M(53,34) is = -0.0293335808337048457908014953420000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,35) has to be equal to the sum of: 
M(106,35) = -0.0330290053082092305290888540622999999999
Their sum is = -0.0330290053082092305290888540622999999999
The constant M(53,35) is = -0.0330290053082092305290888540622999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,36) has to be equal to the sum of: 
M(106,89) = -0.0252578603921482470144392944572000000000
Their sum is = -0.0252578603921482470144392944572000000000
The constant M(53,36) is = -0.0252578603921482470144392944572000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,37) has to be equal to the sum of: 
M(106,37) = -0.0058169827244851092539505091825300000000
Their sum is = -0.0058169827244851092539505091825300000000
The constant M(53,37) is = -0.0058169827244851092539505091825300000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,38) has to be equal to the sum of: 
M(106,91) = -0.0280997417849015070614919151707000000000
Their sum is = -0.0280997417849015070614919151707000000000
The constant M(53,38) is = -0.0280997417849015070614919151707000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,39) has to be equal to the sum of: 
M(106,39) = -0.0288662886228392518744371149639000000000
Their sum is = -0.0288662886228392518744371149639000000000
The constant M(53,39) is = -0.0288662886228392518744371149639000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,40) has to be equal to the sum of: 
M(106,93) = -0.0298080503830051371367653028510000000000
Their sum is = -0.0298080503830051371367653028510000000000
The constant M(53,40) is = -0.0298080503830051371367653028510000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,41) has to be equal to the sum of: 
M(106,41) = -0.0078047219027005884383655822113600000000
Their sum is = -0.0078047219027005884383655822113600000000
The constant M(53,41) is = -0.0078047219027005884383655822113600000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,42) has to be equal to the sum of: 
M(106,95) = -0.0331172281933240550818021047807000000000
Their sum is = -0.0331172281933240550818021047807000000000
The constant M(53,42) is = -0.0331172281933240550818021047807000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,43) has to be equal to the sum of: 
M(106,43) = -0.0042022817316343813944382551936199999999
Their sum is = -0.0042022817316343813944382551936199999999
The constant M(53,43) is = -0.0042022817316343813944382551936199999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,44) has to be equal to the sum of: 
M(106,97) = -0.0236741270672422205063290807361000000000
Their sum is = -0.0236741270672422205063290807361000000000
The constant M(53,44) is = -0.0236741270672422205063290807361000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,45) has to be equal to the sum of: 
M(106,45) = -0.0255824914793094701753628815501000000000
Their sum is = -0.0255824914793094701753628815501000000000
The constant M(53,45) is = -0.0255824914793094701753628815501000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,46) has to be equal to the sum of: 
M(106,99) = -0.0316471884597965074456496028684999999999
Their sum is = -0.0316471884597965074456496028684999999999
The constant M(53,46) is = -0.0316471884597965074456496028684999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,47) has to be equal to the sum of: 
M(106,47) = -0.0116329142115104931322374564380000000000
Their sum is = -0.0116329142115104931322374564380000000000
The constant M(53,47) is = -0.0116329142115104931322374564380000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,48) has to be equal to the sum of: 
M(106,101) = -0.0206098366343800419228878155066000000000
Their sum is = -0.0206098366343800419228878155066000000000
The constant M(53,48) is = -0.0206098366343800419228878155066000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,49) has to be equal to the sum of: 
M(106,49) = -0.0336930962974494709504970363556000000001
Their sum is = -0.0336930962974494709504970363556000000001
The constant M(53,49) is = -0.0336930962974494709504970363556000000001
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,50) has to be equal to the sum of: 
M(106,103) = -0.0239265746241113471779705291734000000000
Their sum is = -0.0239265746241113471779705291734000000000
The constant M(53,50) is = -0.0239265746241113471779705291734000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,51) has to be equal to the sum of: 
M(106,51) = -0.0272688803432129412883447562256000000000
Their sum is = -0.0272688803432129412883447562256000000000
The constant M(53,51) is = -0.0272688803432129412883447562256000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(53,52) has to be equal to the sum of: 
M(106,105) = -0.0281550973317853293555241905584000000000
Their sum is = -0.0281550973317853293555241905584000000000
The constant M(53,52) is = -0.0281550973317853293555241905584000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(108,1) = -0.0400008391196187916773405220024000000000
M(108,5) = 0.159451173450258024041555292417000000000
M(108,7) = 0.100820589517724664854878312126000000000
M(108,11) = 0.0466745530511897414360842622464000000000
M(108,13) = 0.0341077322964929961823014088907000000000
M(108,17) = 0.0149543490199097821474385725854000000000
M(108,19) = 0.0084368722070299096167977628613600000000
M(108,23) = 0.0070545477656555859525793806971000000000
M(108,25) = -0.0416229937525961809392027574843000000000
M(108,29) = -0.00322216387157160759275777284697000000000
M(108,31) = -0.0093674690850495880065553479894500000000
M(108,35) = -0.0438841708752997260698815542973000000000
M(108,37) = -0.0242002510094821882176984308093000000000
M(108,41) = -0.0167825337189288473082844119027000000000
M(108,43) = -0.0171537179595576770361229653145000000000
M(108,47) = -0.0230722545827920103856647923055000000000
M(108,49) = -0.0427376501126038083702209367802000000000
M(108,53) = -0.0288201596190219826782587897706000000000
M(108,55) = -0.0367895385469657689106943217319000000000
M(108,59) = -0.0250238461035921045669010757935000000000
M(108,61) = -0.0316711499588007983000725495788000000000
M(108,65) = -0.0411350078573115664670724199006000000000
M(108,67) = -0.0309067086468079672855195536100000000000
M(108,71) = -0.0286416661581521088176602168260000000000
M(108,73) = -0.0290433506393862011894609625104000000000
M(108,77) = -0.0427761559187396807270703628291000000000
M(108,79) = -0.0381767635081147524217733704132000000000
M(108,83) = -0.0344858298036644226623918802977000000000
M(108,85) = -0.0454664649810788803573624686162000000000
M(108,89) = -0.0329928094531861477146805109011000000000
M(108,91) = -0.0407611250344468651145484595139000000000
M(108,95) = -0.0460964838060059235348946352543000000000
M(108,97) = -0.0373907967908324132358812927435000000000
M(108,101) = -0.0373929841896769062498762267025000000000
M(108,103) = -0.0349668543853488187111731119809000000000
M(108,107) = -0.0387541983053175192605197858408000000000
And of the summand: 1/3
Their sum is = -0.238502787152357216244573161390326666660
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 9.77474288 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(108,1) = -0.0400008391196187916773405220024000000000
M(108,7) = 0.100820589517724664854878312126000000000
M(108,13) = 0.0341077322964929961823014088907000000000
M(108,19) = 0.0084368722070299096167977628613600000000
M(108,25) = -0.0416229937525961809392027574843000000000
M(108,31) = -0.0093674690850495880065553479894500000000
M(108,37) = -0.0242002510094821882176984308093000000000
M(108,43) = -0.0171537179595576770361229653145000000000
M(108,49) = -0.0427376501126038083702209367802000000000
M(108,55) = -0.0367895385469657689106943217319000000000
M(108,61) = -0.0316711499588007983000725495788000000000
M(108,67) = -0.0309067086468079672855195536100000000000
M(108,73) = -0.0290433506393862011894609625104000000000
M(108,79) = -0.0381767635081147524217733704132000000000
M(108,85) = -0.0454664649810788803573624686162000000000
M(108,91) = -0.0407611250344468651145484595139000000000
M(108,97) = -0.0373907967908324132358812927435000000000
M(108,103) = -0.0349668543853488187111731119809000000000
Their sum is = -0.356890479509443129119649567200889999998
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 1.100000033 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(108,5) = 0.159451173450258024041555292417000000000
M(108,11) = 0.0466745530511897414360842622464000000000
M(108,17) = 0.0149543490199097821474385725854000000000
M(108,23) = 0.0070545477656555859525793806971000000000
M(108,29) = -0.00322216387157160759275777284697000000000
M(108,35) = -0.0438841708752997260698815542973000000000
M(108,41) = -0.0167825337189288473082844119027000000000
M(108,47) = -0.0230722545827920103856647923055000000000
M(108,53) = -0.0288201596190219826782587897706000000000
M(108,59) = -0.0250238461035921045669010757935000000000
M(108,65) = -0.0411350078573115664670724199006000000000
M(108,71) = -0.0286416661581521088176602168260000000000
M(108,77) = -0.0427761559187396807270703628291000000000
M(108,83) = -0.0344858298036644226623918802977000000000
M(108,89) = -0.0329928094531861477146805109011000000000
M(108,95) = -0.0460964838060059235348946352543000000000
M(108,101) = -0.0373929841896769062498762267025000000000
M(108,107) = -0.0387541983053175192605197858408000000000
And of the summand: 1/2
Their sum is = 0.285054359023752579541743072477230000003
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = 2.300000033 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(108,1) = -0.0400008391196187916773405220024000000000
M(108,5) = 0.159451173450258024041555292417000000000
M(108,13) = 0.0341077322964929961823014088907000000000
M(108,17) = 0.0149543490199097821474385725854000000000
M(108,25) = -0.0416229937525961809392027574843000000000
M(108,29) = -0.00322216387157160759275777284697000000000
M(108,37) = -0.0242002510094821882176984308093000000000
M(108,41) = -0.0167825337189288473082844119027000000000
M(108,49) = -0.0427376501126038083702209367802000000000
M(108,53) = -0.0288201596190219826782587897706000000000
M(108,61) = -0.0316711499588007983000725495788000000000
M(108,65) = -0.0411350078573115664670724199006000000000
M(108,73) = -0.0290433506393862011894609625104000000000
M(108,77) = -0.0427761559187396807270703628291000000000
M(108,85) = -0.0454664649810788803573624686162000000000
M(108,89) = -0.0329928094531861477146805109011000000000
M(108,97) = -0.0373907967908324132358812927435000000000
M(108,101) = -0.0373929841896769062498762267025000000000
Their sum is = -0.286742056226175198653945141485569999998
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = 4.300000022 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(108,7) = 0.100820589517724664854878312126000000000
M(108,11) = 0.0466745530511897414360842622464000000000
M(108,19) = 0.0084368722070299096167977628613600000000
M(108,23) = 0.0070545477656555859525793806971000000000
M(108,31) = -0.0093674690850495880065553479894500000000
M(108,35) = -0.0438841708752997260698815542973000000000
M(108,43) = -0.0171537179595576770361229653145000000000
M(108,47) = -0.0230722545827920103856647923055000000000
M(108,55) = -0.0367895385469657689106943217319000000000
M(108,59) = -0.0250238461035921045669010757935000000000
M(108,67) = -0.0309067086468079672855195536100000000000
M(108,71) = -0.0286416661581521088176602168260000000000
M(108,79) = -0.0381767635081147524217733704132000000000
M(108,83) = -0.0344858298036644226623918802977000000000
M(108,91) = -0.0407611250344468651145484595139000000000
M(108,95) = -0.0460964838060059235348946352543000000000
M(108,103) = -0.0349668543853488187111731119809000000000
M(108,107) = -0.0387541983053175192605197858408000000000
And of the summand: 1/3
Their sum is = 0.0482392690738179824093719800952433333362
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 3.433333363 E-31
**************************
The constant M(6,1) has to be equal to the sum of: 
M(108,1) = -0.0400008391196187916773405220024000000000
M(108,7) = 0.100820589517724664854878312126000000000
M(108,13) = 0.0341077322964929961823014088907000000000
M(108,19) = 0.0084368722070299096167977628613600000000
M(108,25) = -0.0416229937525961809392027574843000000000
M(108,31) = -0.0093674690850495880065553479894500000000
M(108,37) = -0.0242002510094821882176984308093000000000
M(108,43) = -0.0171537179595576770361229653145000000000
M(108,49) = -0.0427376501126038083702209367802000000000
M(108,55) = -0.0367895385469657689106943217319000000000
M(108,61) = -0.0316711499588007983000725495788000000000
M(108,67) = -0.0309067086468079672855195536100000000000
M(108,73) = -0.0290433506393862011894609625104000000000
M(108,79) = -0.0381767635081147524217733704132000000000
M(108,85) = -0.0454664649810788803573624686162000000000
M(108,91) = -0.0407611250344468651145484595139000000000
M(108,97) = -0.0373907967908324132358812927435000000000
M(108,103) = -0.0349668543853488187111731119809000000000
Their sum is = -0.356890479509443129119649567200889999998
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 1.100000033 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(108,5) = 0.159451173450258024041555292417000000000
M(108,11) = 0.0466745530511897414360842622464000000000
M(108,17) = 0.0149543490199097821474385725854000000000
M(108,23) = 0.0070545477656555859525793806971000000000
M(108,29) = -0.00322216387157160759275777284697000000000
M(108,35) = -0.0438841708752997260698815542973000000000
M(108,41) = -0.0167825337189288473082844119027000000000
M(108,47) = -0.0230722545827920103856647923055000000000
M(108,53) = -0.0288201596190219826782587897706000000000
M(108,59) = -0.0250238461035921045669010757935000000000
M(108,65) = -0.0411350078573115664670724199006000000000
M(108,71) = -0.0286416661581521088176602168260000000000
M(108,77) = -0.0427761559187396807270703628291000000000
M(108,83) = -0.0344858298036644226623918802977000000000
M(108,89) = -0.0329928094531861477146805109011000000000
M(108,95) = -0.0460964838060059235348946352543000000000
M(108,101) = -0.0373929841896769062498762267025000000000
M(108,107) = -0.0387541983053175192605197858408000000000
Their sum is = -0.214945640976247420458256927522769999998
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = 2.300000018 E-31
**************************
The constant M(9,1) has to be equal to the sum of: 
M(108,1) = -0.0400008391196187916773405220024000000000
M(108,19) = 0.0084368722070299096167977628613600000000
M(108,37) = -0.0242002510094821882176984308093000000000
M(108,55) = -0.0367895385469657689106943217319000000000
M(108,73) = -0.0290433506393862011894609625104000000000
M(108,91) = -0.0407611250344468651145484595139000000000
Their sum is = -0.162358232142869905492944933706539999999
The constant M(9,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 4.600000006 E-31
**************************
The constant M(9,2) has to be equal to the sum of: 
M(108,11) = 0.0466745530511897414360842622464000000000
M(108,29) = -0.00322216387157160759275777284697000000000
M(108,47) = -0.0230722545827920103856647923055000000000
M(108,65) = -0.0411350078573115664670724199006000000000
M(108,83) = -0.0344858298036644226623918802977000000000
M(108,101) = -0.0373929841896769062498762267025000000000
And of the summand: 1/2
Their sum is = 0.407366312746173228078321170193130000002
The constant M(9,2) is = 0.407366312746173228078321170193000000000
The difference (constant-sum) is = 1.300000009 E-31
**************************
The constant M(9,4) has to be equal to the sum of: 
M(108,13) = 0.0341077322964929961823014088907000000000
M(108,31) = -0.0093674690850495880065553479894500000000
M(108,49) = -0.0427376501126038083702209367802000000000
M(108,67) = -0.0309067086468079672855195536100000000000
M(108,85) = -0.0454664649810788803573624686162000000000
M(108,103) = -0.0349668543853488187111731119809000000000
Their sum is = -0.129337414914396066548530010086050000000
The constant M(9,4) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = -4.99999997 E-32
**************************
The constant M(9,5) has to be equal to the sum of: 
M(108,5) = 0.159451173450258024041555292417000000000
M(108,23) = 0.0070545477656555859525793806971000000000
M(108,41) = -0.0167825337189288473082844119027000000000
M(108,59) = -0.0250238461035921045669010757935000000000
M(108,77) = -0.0427761559187396807270703628291000000000
M(108,95) = -0.0460964838060059235348946352543000000000
Their sum is = 0.0358267016686470538569841873345000000010
The constant M(9,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = 5.000000010 E-31
**************************
The constant M(9,7) has to be equal to the sum of: 
M(108,7) = 0.100820589517724664854878312126000000000
M(108,25) = -0.0416229937525961809392027574843000000000
M(108,43) = -0.0171537179595576770361229653145000000000
M(108,61) = -0.0316711499588007983000725495788000000000
M(108,79) = -0.0381767635081147524217733704132000000000
M(108,97) = -0.0373907967908324132358812927435000000000
Their sum is = -0.065194832452177157078174623408299999999
The constant M(9,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(9,8) has to be equal to the sum of: 
M(108,17) = 0.0149543490199097821474385725854000000000
M(108,35) = -0.0438841708752997260698815542973000000000
M(108,53) = -0.0288201596190219826782587897706000000000
M(108,71) = -0.0286416661581521088176602168260000000000
M(108,89) = -0.0329928094531861477146805109011000000000
M(108,107) = -0.0387541983053175192605197858408000000000
Their sum is = -0.158138655391067702393562285050399999999
The constant M(9,8) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(12,1) has to be equal to the sum of: 
M(108,1) = -0.0400008391196187916773405220024000000000
M(108,13) = 0.0341077322964929961823014088907000000000
M(108,25) = -0.0416229937525961809392027574843000000000
M(108,37) = -0.0242002510094821882176984308093000000000
M(108,49) = -0.0427376501126038083702209367802000000000
M(108,61) = -0.0316711499588007983000725495788000000000
M(108,73) = -0.0290433506393862011894609625104000000000
M(108,85) = -0.0454664649810788803573624686162000000000
M(108,97) = -0.0373907967908324132358812927435000000000
Their sum is = -0.258025764067906266104938511634399999997
The constant M(12,1) is = -0.258025764067906266104938511634000000000
The difference (constant-sum) is = -3.999999978 E-31
**************************
The constant M(12,5) has to be equal to the sum of: 
M(108,5) = 0.159451173450258024041555292417000000000
M(108,17) = 0.0149543490199097821474385725854000000000
M(108,29) = -0.00322216387157160759275777284697000000000
M(108,41) = -0.0167825337189288473082844119027000000000
M(108,53) = -0.0288201596190219826782587897706000000000
M(108,65) = -0.0411350078573115664670724199006000000000
M(108,77) = -0.0427761559187396807270703628291000000000
M(108,89) = -0.0329928094531861477146805109011000000000
M(108,101) = -0.0373929841896769062498762267025000000000
Their sum is = -0.0287162921582689325490066298511699999996
The constant M(12,5) is = -0.0287162921582689325490066298518000000000
The difference (constant-sum) is = 6.300000003557597448 E-31
**************************
The constant M(12,7) has to be equal to the sum of: 
M(108,7) = 0.100820589517724664854878312126000000000
M(108,19) = 0.0084368722070299096167977628613600000000
M(108,31) = -0.0093674690850495880065553479894500000000
M(108,43) = -0.0171537179595576770361229653145000000000
M(108,55) = -0.0367895385469657689106943217319000000000
M(108,67) = -0.0309067086468079672855195536100000000000
M(108,79) = -0.0381767635081147524217733704132000000000
M(108,91) = -0.0407611250344468651145484595139000000000
M(108,103) = -0.0349668543853488187111731119809000000000
Their sum is = -0.098864715441536863014711055566489999999
The constant M(12,7) is = -0.098864715441536863014711055566800000000
The difference (constant-sum) is = 3.100000007 E-31
**************************
The constant M(12,11) has to be equal to the sum of: 
M(108,11) = 0.0466745530511897414360842622464000000000
M(108,23) = 0.0070545477656555859525793806971000000000
M(108,35) = -0.0438841708752997260698815542973000000000
M(108,47) = -0.0230722545827920103856647923055000000000
M(108,59) = -0.0250238461035921045669010757935000000000
M(108,71) = -0.0286416661581521088176602168260000000000
M(108,83) = -0.0344858298036644226623918802977000000000
M(108,95) = -0.0460964838060059235348946352543000000000
M(108,107) = -0.0387541983053175192605197858408000000000
Their sum is = -0.186229348817978487909250297671599999999
The constant M(12,11) is = -0.186229348817978487909250297672000000000
The difference (constant-sum) is = 4.000000015 E-31
**************************
The constant M(18,1) has to be equal to the sum of: 
M(108,1) = -0.0400008391196187916773405220024000000000
M(108,19) = 0.0084368722070299096167977628613600000000
M(108,37) = -0.0242002510094821882176984308093000000000
M(108,55) = -0.0367895385469657689106943217319000000000
M(108,73) = -0.0290433506393862011894609625104000000000
M(108,91) = -0.0407611250344468651145484595139000000000
Their sum is = -0.162358232142869905492944933706539999999
The constant M(18,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 4.600000006 E-31
**************************
The constant M(18,5) has to be equal to the sum of: 
M(108,5) = 0.159451173450258024041555292417000000000
M(108,23) = 0.0070545477656555859525793806971000000000
M(108,41) = -0.0167825337189288473082844119027000000000
M(108,59) = -0.0250238461035921045669010757935000000000
M(108,77) = -0.0427761559187396807270703628291000000000
M(108,95) = -0.0460964838060059235348946352543000000000
Their sum is = 0.0358267016686470538569841873345000000010
The constant M(18,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = 5.000000010 E-31
**************************
The constant M(18,7) has to be equal to the sum of: 
M(108,7) = 0.100820589517724664854878312126000000000
M(108,25) = -0.0416229937525961809392027574843000000000
M(108,43) = -0.0171537179595576770361229653145000000000
M(108,61) = -0.0316711499588007983000725495788000000000
M(108,79) = -0.0381767635081147524217733704132000000000
M(108,97) = -0.0373907967908324132358812927435000000000
Their sum is = -0.065194832452177157078174623408299999999
The constant M(18,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(18,11) has to be equal to the sum of: 
M(108,11) = 0.0466745530511897414360842622464000000000
M(108,29) = -0.00322216387157160759275777284697000000000
M(108,47) = -0.0230722545827920103856647923055000000000
M(108,65) = -0.0411350078573115664670724199006000000000
M(108,83) = -0.0344858298036644226623918802977000000000
M(108,101) = -0.0373929841896769062498762267025000000000
Their sum is = -0.092633687253826771921678829806869999999
The constant M(18,11) is = -0.092633687253826771921678829807000000000
The difference (constant-sum) is = 1.300000001 E-31
**************************
The constant M(18,13) has to be equal to the sum of: 
M(108,13) = 0.0341077322964929961823014088907000000000
M(108,31) = -0.0093674690850495880065553479894500000000
M(108,49) = -0.0427376501126038083702209367802000000000
M(108,67) = -0.0309067086468079672855195536100000000000
M(108,85) = -0.0454664649810788803573624686162000000000
M(108,103) = -0.0349668543853488187111731119809000000000
Their sum is = -0.129337414914396066548530010086050000000
The constant M(18,13) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = -4.99999997 E-32
**************************
The constant M(18,17) has to be equal to the sum of: 
M(108,17) = 0.0149543490199097821474385725854000000000
M(108,35) = -0.0438841708752997260698815542973000000000
M(108,53) = -0.0288201596190219826782587897706000000000
M(108,71) = -0.0286416661581521088176602168260000000000
M(108,89) = -0.0329928094531861477146805109011000000000
M(108,107) = -0.0387541983053175192605197858408000000000
Their sum is = -0.158138655391067702393562285050399999999
The constant M(18,17) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(27,1) has to be equal to the sum of: 
M(108,1) = -0.0400008391196187916773405220024000000000
M(108,55) = -0.0367895385469657689106943217319000000000
Their sum is = -0.076790377666584560588034843734300000000
The constant M(27,1) is = -0.076790377666584560588034843734300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,2) has to be equal to the sum of: 
M(108,29) = -0.00322216387157160759275777284697000000000
M(108,83) = -0.0344858298036644226623918802977000000000
And of the summand: 1/2
Their sum is = 0.462292006324763969744850346855330000000
The constant M(27,2) is = 0.462292006324763969744850346855000000000
The difference (constant-sum) is = 3.300000012 E-31
**************************
The constant M(27,4) has to be equal to the sum of: 
M(108,31) = -0.0093674690850495880065553479894500000000
M(108,85) = -0.0454664649810788803573624686162000000000
Their sum is = -0.0548339340661284683639178166056500000000
The constant M(27,4) is = -0.0548339340661284683639178166057000000000
The difference (constant-sum) is = 4.99999999 E-32
**************************
The constant M(27,5) has to be equal to the sum of: 
M(108,5) = 0.159451173450258024041555292417000000000
M(108,59) = -0.0250238461035921045669010757935000000000
Their sum is = 0.134427327346665919474654216623500000000
The constant M(27,5) is = 0.134427327346665919474654216623000000000
The difference (constant-sum) is = 5.000000002 E-31
**************************
The constant M(27,7) has to be equal to the sum of: 
M(108,7) = 0.100820589517724664854878312126000000000
M(108,61) = -0.0316711499588007983000725495788000000000
Their sum is = 0.069149439558923866554805762547200000000
The constant M(27,7) is = 0.069149439558923866554805762547000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(27,8) has to be equal to the sum of: 
M(108,35) = -0.0438841708752997260698815542973000000000
M(108,89) = -0.0329928094531861477146805109011000000000
Their sum is = -0.076876980328485873784562065198400000000
The constant M(27,8) is = -0.076876980328485873784562065198400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,10) has to be equal to the sum of: 
M(108,37) = -0.0242002510094821882176984308093000000000
M(108,91) = -0.0407611250344468651145484595139000000000
Their sum is = -0.064961376043929053332246890323200000000
The constant M(27,10) is = -0.064961376043929053332246890323200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,11) has to be equal to the sum of: 
M(108,11) = 0.0466745530511897414360842622464000000000
M(108,65) = -0.0411350078573115664670724199006000000000
Their sum is = 0.0055395451938781749690118423457999999999
The constant M(27,11) is = 0.0055395451938781749690118423457500000000
The difference (constant-sum) is = 4.99999999 E-32
**************************
The constant M(27,13) has to be equal to the sum of: 
M(108,13) = 0.0341077322964929961823014088907000000000
M(108,67) = -0.0309067086468079672855195536100000000000
Their sum is = 0.00320102364968502889678185528069999999995
The constant M(27,13) is = 0.00320102364968502889678185528072000000000
The difference (constant-sum) is = -2.000000005 E-32
**************************
The constant M(27,14) has to be equal to the sum of: 
M(108,41) = -0.0167825337189288473082844119027000000000
M(108,95) = -0.0460964838060059235348946352543000000000
Their sum is = -0.062879017524934770843179047157000000000
The constant M(27,14) is = -0.062879017524934770843179047157000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,16) has to be equal to the sum of: 
M(108,43) = -0.0171537179595576770361229653145000000000
M(108,97) = -0.0373907967908324132358812927435000000000
Their sum is = -0.0545445147503900902720042580580000000000
The constant M(27,16) is = -0.0545445147503900902720042580580000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(27,17) has to be equal to the sum of: 
M(108,17) = 0.0149543490199097821474385725854000000000
M(108,71) = -0.0286416661581521088176602168260000000000
Their sum is = -0.0136873171382423266702216442406000000000
The constant M(27,17) is = -0.0136873171382423266702216442406000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(27,19) has to be equal to the sum of: 
M(108,19) = 0.0084368722070299096167977628613600000000
M(108,73) = -0.0290433506393862011894609625104000000000
Their sum is = -0.0206064784323562915726631996490400000000
The constant M(27,19) is = -0.0206064784323562915726631996491000000000
The difference (constant-sum) is = 6.00000000 E-32
**************************
The constant M(27,20) has to be equal to the sum of: 
M(108,47) = -0.0230722545827920103856647923055000000000
M(108,101) = -0.0373929841896769062498762267025000000000
Their sum is = -0.0604652387724689166355410190080000000000
The constant M(27,20) is = -0.0604652387724689166355410190081000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(27,22) has to be equal to the sum of: 
M(108,49) = -0.0427376501126038083702209367802000000000
M(108,103) = -0.0349668543853488187111731119809000000000
Their sum is = -0.077704504497952627081394048761100000000
The constant M(27,22) is = -0.077704504497952627081394048761100000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(27,23) has to be equal to the sum of: 
M(108,23) = 0.0070545477656555859525793806971000000000
M(108,77) = -0.0427761559187396807270703628291000000000
Their sum is = -0.0357216081530840947744909821320000000000
The constant M(27,23) is = -0.0357216081530840947744909821320000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(27,25) has to be equal to the sum of: 
M(108,25) = -0.0416229937525961809392027574843000000000
M(108,79) = -0.0381767635081147524217733704132000000000
Their sum is = -0.079799757260710933360976127897499999999
The constant M(27,25) is = -0.079799757260710933360976127897600000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(27,26) has to be equal to the sum of: 
M(108,53) = -0.0288201596190219826782587897706000000000
M(108,107) = -0.0387541983053175192605197858408000000000
Their sum is = -0.067574357924339501938778575611400000000
The constant M(27,26) is = -0.067574357924339501938778575611400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(36,1) has to be equal to the sum of: 
M(108,1) = -0.0400008391196187916773405220024000000000
M(108,37) = -0.0242002510094821882176984308093000000000
M(108,73) = -0.0290433506393862011894609625104000000000
Their sum is = -0.093244440768487181084499915322099999999
The constant M(36,1) is = -0.093244440768487181084499915322100000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(36,5) has to be equal to the sum of: 
M(108,5) = 0.159451173450258024041555292417000000000
M(108,41) = -0.0167825337189288473082844119027000000000
M(108,77) = -0.0427761559187396807270703628291000000000
Their sum is = 0.099892483812589496006200517685200000000
The constant M(36,5) is = 0.099892483812589496006200517684700000000
The difference (constant-sum) is = 5.000000004 E-31
**************************
The constant M(36,7) has to be equal to the sum of: 
M(108,7) = 0.100820589517724664854878312126000000000
M(108,43) = -0.0171537179595576770361229653145000000000
M(108,79) = -0.0381767635081147524217733704132000000000
Their sum is = 0.0454901080500522353969819763983000000004
The constant M(36,7) is = 0.0454901080500522353969819763980000000000
The difference (constant-sum) is = 3.000000003 E-31
**************************
The constant M(36,11) has to be equal to the sum of: 
M(108,11) = 0.0466745530511897414360842622464000000000
M(108,47) = -0.0230722545827920103856647923055000000000
M(108,83) = -0.0344858298036644226623918802977000000000
Their sum is = -0.0108835313352666916119724103567999999999
The constant M(36,11) is = -0.0108835313352666916119724103569000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(36,13) has to be equal to the sum of: 
M(108,13) = 0.0341077322964929961823014088907000000000
M(108,49) = -0.0427376501126038083702209367802000000000
M(108,85) = -0.0454664649810788803573624686162000000000
Their sum is = -0.0540963827971896925452819965057000000000
The constant M(36,13) is = -0.0540963827971896925452819965057000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(36,17) has to be equal to the sum of: 
M(108,17) = 0.0149543490199097821474385725854000000000
M(108,53) = -0.0288201596190219826782587897706000000000
M(108,89) = -0.0329928094531861477146805109011000000000
Their sum is = -0.0468586200522983482455007280863000000000
The constant M(36,17) is = -0.0468586200522983482455007280863000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(36,19) has to be equal to the sum of: 
M(108,19) = 0.0084368722070299096167977628613600000000
M(108,55) = -0.0367895385469657689106943217319000000000
M(108,91) = -0.0407611250344468651145484595139000000000
Their sum is = -0.069113791374382724408445018384440000000
The constant M(36,19) is = -0.069113791374382724408445018384400000000
The difference (constant-sum) is = -3.999999985 E-32
**************************
The constant M(36,23) has to be equal to the sum of: 
M(108,23) = 0.0070545477656555859525793806971000000000
M(108,59) = -0.0250238461035921045669010757935000000000
M(108,95) = -0.0460964838060059235348946352543000000000
Their sum is = -0.064065782143942442149216330350699999999
The constant M(36,23) is = -0.064065782143942442149216330350700000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(36,25) has to be equal to the sum of: 
M(108,25) = -0.0416229937525961809392027574843000000000
M(108,61) = -0.0316711499588007983000725495788000000000
M(108,97) = -0.0373907967908324132358812927435000000000
Their sum is = -0.110684940502229392475156599806600000000
The constant M(36,25) is = -0.110684940502229392475156599807000000000
The difference (constant-sum) is = 4.000000000 E-31
**************************
The constant M(36,29) has to be equal to the sum of: 
M(108,29) = -0.00322216387157160759275777284697000000000
M(108,65) = -0.0411350078573115664670724199006000000000
M(108,101) = -0.0373929841896769062498762267025000000000
Their sum is = -0.081750155918560080309706419450069999999
The constant M(36,29) is = -0.081750155918560080309706419450100000000
The difference (constant-sum) is = 3.000000035 E-32
**************************
The constant M(36,31) has to be equal to the sum of: 
M(108,31) = -0.0093674690850495880065553479894500000000
M(108,67) = -0.0309067086468079672855195536100000000000
M(108,103) = -0.0349668543853488187111731119809000000000
Their sum is = -0.075241032117206374003248013580350000000
The constant M(36,31) is = -0.075241032117206374003248013580300000000
The difference (constant-sum) is = -5.00000000 E-32
**************************
The constant M(36,35) has to be equal to the sum of: 
M(108,35) = -0.0438841708752997260698815542973000000000
M(108,71) = -0.0286416661581521088176602168260000000000
M(108,107) = -0.0387541983053175192605197858408000000000
Their sum is = -0.111280035338769354148061556964100000000
The constant M(36,35) is = -0.111280035338769354148061556964000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(54,1) has to be equal to the sum of: 
M(108,1) = -0.0400008391196187916773405220024000000000
M(108,55) = -0.0367895385469657689106943217319000000000
Their sum is = -0.076790377666584560588034843734300000000
The constant M(54,1) is = -0.076790377666584560588034843734300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(54,5) has to be equal to the sum of: 
M(108,5) = 0.159451173450258024041555292417000000000
M(108,59) = -0.0250238461035921045669010757935000000000
Their sum is = 0.134427327346665919474654216623500000000
The constant M(54,5) is = 0.134427327346665919474654216623000000000
The difference (constant-sum) is = 5.000000002 E-31
**************************
The constant M(54,7) has to be equal to the sum of: 
M(108,7) = 0.100820589517724664854878312126000000000
M(108,61) = -0.0316711499588007983000725495788000000000
Their sum is = 0.069149439558923866554805762547200000000
The constant M(54,7) is = 0.069149439558923866554805762547000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(54,11) has to be equal to the sum of: 
M(108,11) = 0.0466745530511897414360842622464000000000
M(108,65) = -0.0411350078573115664670724199006000000000
Their sum is = 0.0055395451938781749690118423457999999999
The constant M(54,11) is = 0.0055395451938781749690118423457500000000
The difference (constant-sum) is = 4.99999999 E-32
**************************
The constant M(54,13) has to be equal to the sum of: 
M(108,13) = 0.0341077322964929961823014088907000000000
M(108,67) = -0.0309067086468079672855195536100000000000
Their sum is = 0.00320102364968502889678185528069999999995
The constant M(54,13) is = 0.00320102364968502889678185528072000000000
The difference (constant-sum) is = -2.000000005 E-32
**************************
The constant M(54,17) has to be equal to the sum of: 
M(108,17) = 0.0149543490199097821474385725854000000000
M(108,71) = -0.0286416661581521088176602168260000000000
Their sum is = -0.0136873171382423266702216442406000000000
The constant M(54,17) is = -0.0136873171382423266702216442406000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(54,19) has to be equal to the sum of: 
M(108,19) = 0.0084368722070299096167977628613600000000
M(108,73) = -0.0290433506393862011894609625104000000000
Their sum is = -0.0206064784323562915726631996490400000000
The constant M(54,19) is = -0.0206064784323562915726631996491000000000
The difference (constant-sum) is = 6.00000000 E-32
**************************
The constant M(54,23) has to be equal to the sum of: 
M(108,23) = 0.0070545477656555859525793806971000000000
M(108,77) = -0.0427761559187396807270703628291000000000
Their sum is = -0.0357216081530840947744909821320000000000
The constant M(54,23) is = -0.0357216081530840947744909821320000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(54,25) has to be equal to the sum of: 
M(108,25) = -0.0416229937525961809392027574843000000000
M(108,79) = -0.0381767635081147524217733704132000000000
Their sum is = -0.079799757260710933360976127897499999999
The constant M(54,25) is = -0.079799757260710933360976127897600000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(54,29) has to be equal to the sum of: 
M(108,29) = -0.00322216387157160759275777284697000000000
M(108,83) = -0.0344858298036644226623918802977000000000
Their sum is = -0.0377079936752360302551496531446699999998
The constant M(54,29) is = -0.0377079936752360302551496531447000000000
The difference (constant-sum) is = 3.000000017 E-32
**************************
The constant M(54,31) has to be equal to the sum of: 
M(108,31) = -0.0093674690850495880065553479894500000000
M(108,85) = -0.0454664649810788803573624686162000000000
Their sum is = -0.0548339340661284683639178166056500000000
The constant M(54,31) is = -0.0548339340661284683639178166057000000000
The difference (constant-sum) is = 4.99999999 E-32
**************************
The constant M(54,35) has to be equal to the sum of: 
M(108,35) = -0.0438841708752997260698815542973000000000
M(108,89) = -0.0329928094531861477146805109011000000000
Their sum is = -0.076876980328485873784562065198400000000
The constant M(54,35) is = -0.076876980328485873784562065198400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(54,37) has to be equal to the sum of: 
M(108,37) = -0.0242002510094821882176984308093000000000
M(108,91) = -0.0407611250344468651145484595139000000000
Their sum is = -0.064961376043929053332246890323200000000
The constant M(54,37) is = -0.064961376043929053332246890323200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(54,41) has to be equal to the sum of: 
M(108,41) = -0.0167825337189288473082844119027000000000
M(108,95) = -0.0460964838060059235348946352543000000000
Their sum is = -0.062879017524934770843179047157000000000
The constant M(54,41) is = -0.062879017524934770843179047157000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(54,43) has to be equal to the sum of: 
M(108,43) = -0.0171537179595576770361229653145000000000
M(108,97) = -0.0373907967908324132358812927435000000000
Their sum is = -0.0545445147503900902720042580580000000000
The constant M(54,43) is = -0.0545445147503900902720042580580000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(54,47) has to be equal to the sum of: 
M(108,47) = -0.0230722545827920103856647923055000000000
M(108,101) = -0.0373929841896769062498762267025000000000
Their sum is = -0.0604652387724689166355410190080000000000
The constant M(54,47) is = -0.0604652387724689166355410190081000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(54,49) has to be equal to the sum of: 
M(108,49) = -0.0427376501126038083702209367802000000000
M(108,103) = -0.0349668543853488187111731119809000000000
Their sum is = -0.077704504497952627081394048761100000000
The constant M(54,49) is = -0.077704504497952627081394048761100000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(54,53) has to be equal to the sum of: 
M(108,53) = -0.0288201596190219826782587897706000000000
M(108,107) = -0.0387541983053175192605197858408000000000
Their sum is = -0.067574357924339501938778575611400000000
The constant M(54,53) is = -0.067574357924339501938778575611400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(2,1) has to be equal to the sum of: 
M(110,1) = -0.0427655990187268579344339466504000000000
M(110,3) = 0.304081257488123601359554830960000000000
M(110,7) = 0.106175184413401545593384574461000000000
M(110,9) = -0.0421502889080140050770039806869000000000
M(110,13) = 0.0356575807799441548781219911702000000000
M(110,17) = 0.0262660680803793461693181899693000000000
M(110,19) = 0.0141146485528271610438611216058000000000
M(110,21) = -0.0333492435836473261809359655514000000000
M(110,23) = 0.00269087109376807774418777811229000000000
M(110,27) = -0.0351284657230895246420636928723000000000
M(110,29) = -0.00288753910398846167710592253919000000000
M(110,31) = -0.0095738232428639356884403009022100000000
M(110,37) = -0.0140815962480152349892507520202000000000
M(110,39) = -0.0372598344114837480719464533564000000000
M(110,41) = -0.0135059302762753619487908139854000000000
M(110,43) = -0.0165447686172957855558997204257000000000
M(110,47) = -0.0183862428175209644027672488725000000000
M(110,49) = -0.0384381068328870856077812034554000000000
M(110,51) = -0.0407333658108003538811651858936000000000
M(110,53) = -0.0191538368274633580151433421190000000000
M(110,57) = -0.0359869523079068653912170195357000000000
M(110,59) = -0.0243549129953647020645797808915000000000
M(110,61) = -0.0268609354354742451587170339245000000000
M(110,63) = -0.0352168844196019619052823155280000000000
M(110,67) = -0.0277976809948537203580412969474000000000
M(110,69) = -0.0394425305329677113047257723600000000000
M(110,71) = -0.0259199748072062705381022364664000000000
M(110,73) = -0.0278716267537798252172223486786000000000
M(110,79) = -0.0309606089202073732195057297453000000000
M(110,81) = -0.0393110258673837064066466115883000000000
M(110,83) = -0.0282629403247634560445047550044000000000
M(110,87) = -0.0378878319549267864473482160251000000000
M(110,89) = -0.0292650839708189741303010516109000000000
M(110,91) = -0.0404758247650086853449446119967000000000
M(110,93) = -0.0425064069474949049846075005589000000000
M(110,97) = -0.0306840510105212424824856219687000000000
M(110,101) = -0.0272478180889631491481003276480000000000
M(110,103) = -0.0342228414296597824127009892080000000000
M(110,107) = -0.0363919550849713348874860878964000000000
M(110,109) = -0.0337709604359453110046629016660999999999
And of the summand: 1/5
And of the summand: 1/11
Their sum is = -0.238502787152357216244573161391819090894
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -5.149499454 E-31
**************************
The constant M(5,1) has to be equal to the sum of: 
M(110,1) = -0.0427655990187268579344339466504000000000
M(110,21) = -0.0333492435836473261809359655514000000000
M(110,31) = -0.0095738232428639356884403009022100000000
M(110,41) = -0.0135059302762753619487908139854000000000
M(110,51) = -0.0407333658108003538811651858936000000000
M(110,61) = -0.0268609354354742451587170339245000000000
M(110,71) = -0.0259199748072062705381022364664000000000
M(110,81) = -0.0393110258673837064066466115883000000000
M(110,91) = -0.0404758247650086853449446119967000000000
M(110,101) = -0.0272478180889631491481003276480000000000
And of the summand: 1/11
Their sum is = -0.208834449987258983139367943697819090905
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 1.809090948 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(110,7) = 0.106175184413401545593384574461000000000
M(110,17) = 0.0262660680803793461693181899693000000000
M(110,27) = -0.0351284657230895246420636928723000000000
M(110,37) = -0.0140815962480152349892507520202000000000
M(110,47) = -0.0183862428175209644027672488725000000000
M(110,57) = -0.0359869523079068653912170195357000000000
M(110,67) = -0.0277976809948537203580412969474000000000
M(110,87) = -0.0378878319549267864473482160251000000000
M(110,97) = -0.0306840510105212424824856219687000000000
M(110,107) = -0.0363919550849713348874860878964000000000
And of the summand: 1/2
Their sum is = 0.396096476351975218162042828292000000000
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(5,3) has to be equal to the sum of: 
M(110,3) = 0.304081257488123601359554830960000000000
M(110,13) = 0.0356575807799441548781219911702000000000
M(110,23) = 0.00269087109376807774418777811229000000000
M(110,43) = -0.0165447686172957855558997204257000000000
M(110,53) = -0.0191538368274633580151433421190000000000
M(110,63) = -0.0352168844196019619052823155280000000000
M(110,73) = -0.0278716267537798252172223486786000000000
M(110,83) = -0.0282629403247634560445047550044000000000
M(110,93) = -0.0425064069474949049846075005589000000000
M(110,103) = -0.0342228414296597824127009892080000000000
Their sum is = 0.138650404041776759846503628719890000003
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = -1.099999967 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(110,9) = -0.0421502889080140050770039806869000000000
M(110,19) = 0.0141146485528271610438611216058000000000
M(110,29) = -0.00288753910398846167710592253919000000000
M(110,39) = -0.0372598344114837480719464533564000000000
M(110,49) = -0.0384381068328870856077812034554000000000
M(110,59) = -0.0243549129953647020645797808915000000000
M(110,69) = -0.0394425305329677113047257723600000000000
M(110,79) = -0.0309606089202073732195057297453000000000
M(110,89) = -0.0292650839708189741303010516109000000000
M(110,109) = -0.0337709604359453110046629016660999999999
Their sum is = -0.264415217558850211113751674705889999997
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.100000033 E-31
**************************
The constant M(10,1) has to be equal to the sum of: 
M(110,1) = -0.0427655990187268579344339466504000000000
M(110,21) = -0.0333492435836473261809359655514000000000
M(110,31) = -0.0095738232428639356884403009022100000000
M(110,41) = -0.0135059302762753619487908139854000000000
M(110,51) = -0.0407333658108003538811651858936000000000
M(110,61) = -0.0268609354354742451587170339245000000000
M(110,71) = -0.0259199748072062705381022364664000000000
M(110,81) = -0.0393110258673837064066466115883000000000
M(110,91) = -0.0404758247650086853449446119967000000000
M(110,101) = -0.0272478180889631491481003276480000000000
And of the summand: 1/11
Their sum is = -0.208834449987258983139367943697819090905
The constant M(10,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 1.809090948 E-31
**************************
The constant M(10,3) has to be equal to the sum of: 
M(110,3) = 0.304081257488123601359554830960000000000
M(110,13) = 0.0356575807799441548781219911702000000000
M(110,23) = 0.00269087109376807774418777811229000000000
M(110,43) = -0.0165447686172957855558997204257000000000
M(110,53) = -0.0191538368274633580151433421190000000000
M(110,63) = -0.0352168844196019619052823155280000000000
M(110,73) = -0.0278716267537798252172223486786000000000
M(110,83) = -0.0282629403247634560445047550044000000000
M(110,93) = -0.0425064069474949049846075005589000000000
M(110,103) = -0.0342228414296597824127009892080000000000
Their sum is = 0.138650404041776759846503628719890000003
The constant M(10,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = -1.099999967 E-31
**************************
The constant M(10,7) has to be equal to the sum of: 
M(110,7) = 0.106175184413401545593384574461000000000
M(110,17) = 0.0262660680803793461693181899693000000000
M(110,27) = -0.0351284657230895246420636928723000000000
M(110,37) = -0.0140815962480152349892507520202000000000
M(110,47) = -0.0183862428175209644027672488725000000000
M(110,57) = -0.0359869523079068653912170195357000000000
M(110,67) = -0.0277976809948537203580412969474000000000
M(110,87) = -0.0378878319549267864473482160251000000000
M(110,97) = -0.0306840510105212424824856219687000000000
M(110,107) = -0.0363919550849713348874860878964000000000
Their sum is = -0.103903523648024781837957171707999999999
The constant M(10,7) is = -0.103903523648024781837957171708000000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(10,9) has to be equal to the sum of: 
M(110,9) = -0.0421502889080140050770039806869000000000
M(110,19) = 0.0141146485528271610438611216058000000000
M(110,29) = -0.00288753910398846167710592253919000000000
M(110,39) = -0.0372598344114837480719464533564000000000
M(110,49) = -0.0384381068328870856077812034554000000000
M(110,59) = -0.0243549129953647020645797808915000000000
M(110,69) = -0.0394425305329677113047257723600000000000
M(110,79) = -0.0309606089202073732195057297453000000000
M(110,89) = -0.0292650839708189741303010516109000000000
M(110,109) = -0.0337709604359453110046629016660999999999
Their sum is = -0.264415217558850211113751674705889999997
The constant M(10,9) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.100000033 E-31
**************************
The constant M(11,1) has to be equal to the sum of: 
M(110,1) = -0.0427655990187268579344339466504000000000
M(110,23) = 0.00269087109376807774418777811229000000000
M(110,67) = -0.0277976809948537203580412969474000000000
M(110,89) = -0.0292650839708189741303010516109000000000
Their sum is = -0.097137492890631474678588517096409999999
The constant M(11,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = -9.99999950 E-33
**************************
The constant M(11,2) has to be equal to the sum of: 
M(110,13) = 0.0356575807799441548781219911702000000000
M(110,57) = -0.0359869523079068653912170195357000000000
M(110,79) = -0.0309606089202073732195057297453000000000
M(110,101) = -0.0272478180889631491481003276480000000000
And of the summand: 1/2
Their sum is = 0.441462201462866767119298914241200000000
The constant M(11,2) is = 0.441462201462866767119298914241000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(11,3) has to be equal to the sum of: 
M(110,3) = 0.304081257488123601359554830960000000000
M(110,47) = -0.0183862428175209644027672488725000000000
M(110,69) = -0.0394425305329677113047257723600000000000
M(110,91) = -0.0404758247650086853449446119967000000000
Their sum is = 0.205776659372626240307117197730800000001
The constant M(11,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = -1.999999989 E-31
**************************
The constant M(11,4) has to be equal to the sum of: 
M(110,37) = -0.0140815962480152349892507520202000000000
M(110,59) = -0.0243549129953647020645797808915000000000
M(110,81) = -0.0393110258673837064066466115883000000000
M(110,103) = -0.0342228414296597824127009892080000000000
Their sum is = -0.111970376540423425873178133708000000000
The constant M(11,4) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,5) has to be equal to the sum of: 
M(110,27) = -0.0351284657230895246420636928723000000000
M(110,49) = -0.0384381068328870856077812034554000000000
M(110,71) = -0.0259199748072062705381022364664000000000
M(110,93) = -0.0425064069474949049846075005589000000000
And of the summand: 1/5
Their sum is = 0.0580070456893222142274453666470000000010
The constant M(11,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = 9.18354961 E-40
**************************
The constant M(11,6) has to be equal to the sum of: 
M(110,17) = 0.0262660680803793461693181899693000000000
M(110,39) = -0.0372598344114837480719464533564000000000
M(110,61) = -0.0268609354354742451587170339245000000000
M(110,83) = -0.0282629403247634560445047550044000000000
Their sum is = -0.066117642091342103105850052315999999999
The constant M(11,6) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(11,7) has to be equal to the sum of: 
M(110,7) = 0.106175184413401545593384574461000000000
M(110,29) = -0.00288753910398846167710592253919000000000
M(110,51) = -0.0407333658108003538811651858936000000000
M(110,73) = -0.0278716267537798252172223486786000000000
Their sum is = 0.0346826527448329048178911173496100000006
The constant M(11,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = -1.899999993 E-31
**************************
The constant M(11,8) has to be equal to the sum of: 
M(110,19) = 0.0141146485528271610438611216058000000000
M(110,41) = -0.0135059302762753619487908139854000000000
M(110,63) = -0.0352168844196019619052823155280000000000
M(110,107) = -0.0363919550849713348874860878964000000000
Their sum is = -0.071000121228021497697698095804000000000
The constant M(11,8) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,9) has to be equal to the sum of: 
M(110,9) = -0.0421502889080140050770039806869000000000
M(110,31) = -0.0095738232428639356884403009022100000000
M(110,53) = -0.0191538368274633580151433421190000000000
M(110,97) = -0.0306840510105212424824856219687000000000
Their sum is = -0.101561999988862541263073245676809999999
The constant M(11,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 1.900000004 E-31
**************************
The constant M(11,10) has to be equal to the sum of: 
M(110,21) = -0.0333492435836473261809359655514000000000
M(110,43) = -0.0165447686172957855558997204257000000000
M(110,87) = -0.0378878319549267864473482160251000000000
M(110,109) = -0.0337709604359453110046629016660999999999
Their sum is = -0.121552804591815209188846803668299999999
The constant M(11,10) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(22,1) has to be equal to the sum of: 
M(110,1) = -0.0427655990187268579344339466504000000000
M(110,23) = 0.00269087109376807774418777811229000000000
M(110,67) = -0.0277976809948537203580412969474000000000
M(110,89) = -0.0292650839708189741303010516109000000000
Their sum is = -0.097137492890631474678588517096409999999
The constant M(22,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = -9.99999950 E-33
**************************
The constant M(22,3) has to be equal to the sum of: 
M(110,3) = 0.304081257488123601359554830960000000000
M(110,47) = -0.0183862428175209644027672488725000000000
M(110,69) = -0.0394425305329677113047257723600000000000
M(110,91) = -0.0404758247650086853449446119967000000000
Their sum is = 0.205776659372626240307117197730800000001
The constant M(22,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = -1.999999989 E-31
**************************
The constant M(22,5) has to be equal to the sum of: 
M(110,27) = -0.0351284657230895246420636928723000000000
M(110,49) = -0.0384381068328870856077812034554000000000
M(110,71) = -0.0259199748072062705381022364664000000000
M(110,93) = -0.0425064069474949049846075005589000000000
And of the summand: 1/5
Their sum is = 0.0580070456893222142274453666470000000010
The constant M(22,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = 9.18354961 E-40
**************************
The constant M(22,7) has to be equal to the sum of: 
M(110,7) = 0.106175184413401545593384574461000000000
M(110,29) = -0.00288753910398846167710592253919000000000
M(110,51) = -0.0407333658108003538811651858936000000000
M(110,73) = -0.0278716267537798252172223486786000000000
Their sum is = 0.0346826527448329048178911173496100000006
The constant M(22,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = -1.899999993 E-31
**************************
The constant M(22,9) has to be equal to the sum of: 
M(110,9) = -0.0421502889080140050770039806869000000000
M(110,31) = -0.0095738232428639356884403009022100000000
M(110,53) = -0.0191538368274633580151433421190000000000
M(110,97) = -0.0306840510105212424824856219687000000000
Their sum is = -0.101561999988862541263073245676809999999
The constant M(22,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 1.900000004 E-31
**************************
The constant M(22,13) has to be equal to the sum of: 
M(110,13) = 0.0356575807799441548781219911702000000000
M(110,57) = -0.0359869523079068653912170195357000000000
M(110,79) = -0.0309606089202073732195057297453000000000
M(110,101) = -0.0272478180889631491481003276480000000000
Their sum is = -0.0585377985371332328807010857587999999996
The constant M(22,13) is = -0.0585377985371332328807010857587000000000
The difference (constant-sum) is = -9.99999996 E-32
**************************
The constant M(22,15) has to be equal to the sum of: 
M(110,37) = -0.0140815962480152349892507520202000000000
M(110,59) = -0.0243549129953647020645797808915000000000
M(110,81) = -0.0393110258673837064066466115883000000000
M(110,103) = -0.0342228414296597824127009892080000000000
Their sum is = -0.111970376540423425873178133708000000000
The constant M(22,15) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(22,17) has to be equal to the sum of: 
M(110,17) = 0.0262660680803793461693181899693000000000
M(110,39) = -0.0372598344114837480719464533564000000000
M(110,61) = -0.0268609354354742451587170339245000000000
M(110,83) = -0.0282629403247634560445047550044000000000
Their sum is = -0.066117642091342103105850052315999999999
The constant M(22,17) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(22,19) has to be equal to the sum of: 
M(110,19) = 0.0141146485528271610438611216058000000000
M(110,41) = -0.0135059302762753619487908139854000000000
M(110,63) = -0.0352168844196019619052823155280000000000
M(110,107) = -0.0363919550849713348874860878964000000000
Their sum is = -0.071000121228021497697698095804000000000
The constant M(22,19) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(22,21) has to be equal to the sum of: 
M(110,21) = -0.0333492435836473261809359655514000000000
M(110,43) = -0.0165447686172957855558997204257000000000
M(110,87) = -0.0378878319549267864473482160251000000000
M(110,109) = -0.0337709604359453110046629016660999999999
Their sum is = -0.121552804591815209188846803668299999999
The constant M(22,21) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(55,1) has to be equal to the sum of: 
M(110,1) = -0.0427655990187268579344339466504000000000
Their sum is = -0.0427655990187268579344339466504000000000
The constant M(55,1) is = -0.0427655990187268579344339466504000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,2) has to be equal to the sum of: 
M(110,57) = -0.0359869523079068653912170195357000000000
And of the summand: 1/2
Their sum is = 0.464013047692093134608782980464300000000
The constant M(55,2) is = 0.464013047692093134608782980464000000000
The difference (constant-sum) is = 2.999999998 E-31
**************************
The constant M(55,3) has to be equal to the sum of: 
M(110,3) = 0.304081257488123601359554830960000000000
Their sum is = 0.304081257488123601359554830960000000000
The constant M(55,3) is = 0.304081257488123601359554830960000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(55,4) has to be equal to the sum of: 
M(110,59) = -0.0243549129953647020645797808915000000000
Their sum is = -0.0243549129953647020645797808915000000000
The constant M(55,4) is = -0.0243549129953647020645797808915000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,6) has to be equal to the sum of: 
M(110,61) = -0.0268609354354742451587170339245000000000
Their sum is = -0.0268609354354742451587170339245000000000
The constant M(55,6) is = -0.0268609354354742451587170339245000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,7) has to be equal to the sum of: 
M(110,7) = 0.106175184413401545593384574461000000000
Their sum is = 0.106175184413401545593384574461000000000
The constant M(55,7) is = 0.106175184413401545593384574461000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(55,8) has to be equal to the sum of: 
M(110,63) = -0.0352168844196019619052823155280000000000
Their sum is = -0.0352168844196019619052823155280000000000
The constant M(55,8) is = -0.0352168844196019619052823155280000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,9) has to be equal to the sum of: 
M(110,9) = -0.0421502889080140050770039806869000000000
Their sum is = -0.0421502889080140050770039806869000000000
The constant M(55,9) is = -0.0421502889080140050770039806869000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,12) has to be equal to the sum of: 
M(110,67) = -0.0277976809948537203580412969474000000000
Their sum is = -0.0277976809948537203580412969474000000000
The constant M(55,12) is = -0.0277976809948537203580412969474000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,13) has to be equal to the sum of: 
M(110,13) = 0.0356575807799441548781219911702000000000
Their sum is = 0.0356575807799441548781219911702000000000
The constant M(55,13) is = 0.0356575807799441548781219911702000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,14) has to be equal to the sum of: 
M(110,69) = -0.0394425305329677113047257723600000000000
Their sum is = -0.0394425305329677113047257723600000000000
The constant M(55,14) is = -0.0394425305329677113047257723600000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,16) has to be equal to the sum of: 
M(110,71) = -0.0259199748072062705381022364664000000000
Their sum is = -0.0259199748072062705381022364664000000000
The constant M(55,16) is = -0.0259199748072062705381022364664000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,17) has to be equal to the sum of: 
M(110,17) = 0.0262660680803793461693181899693000000000
Their sum is = 0.0262660680803793461693181899693000000000
The constant M(55,17) is = 0.0262660680803793461693181899693000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,18) has to be equal to the sum of: 
M(110,73) = -0.0278716267537798252172223486786000000000
Their sum is = -0.0278716267537798252172223486786000000000
The constant M(55,18) is = -0.0278716267537798252172223486786000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,19) has to be equal to the sum of: 
M(110,19) = 0.0141146485528271610438611216058000000000
Their sum is = 0.0141146485528271610438611216058000000000
The constant M(55,19) is = 0.0141146485528271610438611216058000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,21) has to be equal to the sum of: 
M(110,21) = -0.0333492435836473261809359655514000000000
Their sum is = -0.0333492435836473261809359655514000000000
The constant M(55,21) is = -0.0333492435836473261809359655514000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,23) has to be equal to the sum of: 
M(110,23) = 0.00269087109376807774418777811229000000000
Their sum is = 0.00269087109376807774418777811229000000000
The constant M(55,23) is = 0.00269087109376807774418777811229000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(55,24) has to be equal to the sum of: 
M(110,79) = -0.0309606089202073732195057297453000000000
Their sum is = -0.0309606089202073732195057297453000000000
The constant M(55,24) is = -0.0309606089202073732195057297453000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,26) has to be equal to the sum of: 
M(110,81) = -0.0393110258673837064066466115883000000000
Their sum is = -0.0393110258673837064066466115883000000000
The constant M(55,26) is = -0.0393110258673837064066466115883000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,27) has to be equal to the sum of: 
M(110,27) = -0.0351284657230895246420636928723000000000
Their sum is = -0.0351284657230895246420636928723000000000
The constant M(55,27) is = -0.0351284657230895246420636928723000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,28) has to be equal to the sum of: 
M(110,83) = -0.0282629403247634560445047550044000000000
Their sum is = -0.0282629403247634560445047550044000000000
The constant M(55,28) is = -0.0282629403247634560445047550044000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,29) has to be equal to the sum of: 
M(110,29) = -0.00288753910398846167710592253919000000000
Their sum is = -0.00288753910398846167710592253919000000000
The constant M(55,29) is = -0.00288753910398846167710592253919000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(55,31) has to be equal to the sum of: 
M(110,31) = -0.0095738232428639356884403009022100000000
Their sum is = -0.0095738232428639356884403009022100000000
The constant M(55,31) is = -0.0095738232428639356884403009022100000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,32) has to be equal to the sum of: 
M(110,87) = -0.0378878319549267864473482160251000000000
Their sum is = -0.0378878319549267864473482160251000000000
The constant M(55,32) is = -0.0378878319549267864473482160251000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,34) has to be equal to the sum of: 
M(110,89) = -0.0292650839708189741303010516109000000000
Their sum is = -0.0292650839708189741303010516109000000000
The constant M(55,34) is = -0.0292650839708189741303010516109000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,36) has to be equal to the sum of: 
M(110,91) = -0.0404758247650086853449446119967000000000
Their sum is = -0.0404758247650086853449446119967000000000
The constant M(55,36) is = -0.0404758247650086853449446119967000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,37) has to be equal to the sum of: 
M(110,37) = -0.0140815962480152349892507520202000000000
Their sum is = -0.0140815962480152349892507520202000000000
The constant M(55,37) is = -0.0140815962480152349892507520202000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,38) has to be equal to the sum of: 
M(110,93) = -0.0425064069474949049846075005589000000000
Their sum is = -0.0425064069474949049846075005589000000000
The constant M(55,38) is = -0.0425064069474949049846075005589000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,39) has to be equal to the sum of: 
M(110,39) = -0.0372598344114837480719464533564000000000
Their sum is = -0.0372598344114837480719464533564000000000
The constant M(55,39) is = -0.0372598344114837480719464533564000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,41) has to be equal to the sum of: 
M(110,41) = -0.0135059302762753619487908139854000000000
Their sum is = -0.0135059302762753619487908139854000000000
The constant M(55,41) is = -0.0135059302762753619487908139854000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,42) has to be equal to the sum of: 
M(110,97) = -0.0306840510105212424824856219687000000000
Their sum is = -0.0306840510105212424824856219687000000000
The constant M(55,42) is = -0.0306840510105212424824856219687000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,43) has to be equal to the sum of: 
M(110,43) = -0.0165447686172957855558997204257000000000
Their sum is = -0.0165447686172957855558997204257000000000
The constant M(55,43) is = -0.0165447686172957855558997204257000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,46) has to be equal to the sum of: 
M(110,101) = -0.0272478180889631491481003276480000000000
Their sum is = -0.0272478180889631491481003276480000000000
The constant M(55,46) is = -0.0272478180889631491481003276480000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,47) has to be equal to the sum of: 
M(110,47) = -0.0183862428175209644027672488725000000000
Their sum is = -0.0183862428175209644027672488725000000000
The constant M(55,47) is = -0.0183862428175209644027672488725000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,48) has to be equal to the sum of: 
M(110,103) = -0.0342228414296597824127009892080000000000
Their sum is = -0.0342228414296597824127009892080000000000
The constant M(55,48) is = -0.0342228414296597824127009892080000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,49) has to be equal to the sum of: 
M(110,49) = -0.0384381068328870856077812034554000000000
Their sum is = -0.0384381068328870856077812034554000000000
The constant M(55,49) is = -0.0384381068328870856077812034554000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,51) has to be equal to the sum of: 
M(110,51) = -0.0407333658108003538811651858936000000000
Their sum is = -0.0407333658108003538811651858936000000000
The constant M(55,51) is = -0.0407333658108003538811651858936000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,52) has to be equal to the sum of: 
M(110,107) = -0.0363919550849713348874860878964000000000
Their sum is = -0.0363919550849713348874860878964000000000
The constant M(55,52) is = -0.0363919550849713348874860878964000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,53) has to be equal to the sum of: 
M(110,53) = -0.0191538368274633580151433421190000000000
Their sum is = -0.0191538368274633580151433421190000000000
The constant M(55,53) is = -0.0191538368274633580151433421190000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(55,54) has to be equal to the sum of: 
M(110,109) = -0.0337709604359453110046629016660999999999
Their sum is = -0.0337709604359453110046629016660999999999
The constant M(55,54) is = -0.0337709604359453110046629016660999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(3,1) has to be equal to the sum of: 
M(111,1) = -0.0220471046023584445785532737525000000000
M(111,4) = -0.0236174394064223950244482710331000000000
M(111,7) = 0.121274067336835670250295237727000000000
M(111,10) = -0.0240455394189129306182574326218000000000
M(111,13) = 0.0533542252662463179447162791522000000000
M(111,16) = -0.0146353788101315110964308542422000000000
M(111,19) = 0.0333088675849321460990524369615000000000
M(111,22) = -0.0251142210719203306008238504635000000000
M(111,25) = -0.0257458921566986721785483545292000000000
M(111,28) = -0.0186658849268857822480390238307000000000
M(111,31) = 0.0061927654292031996978615367640700000000
M(111,34) = -0.0231838738731948670839387362947000000000
M(111,40) = -0.0172511730451058356948256043216000000000
M(111,43) = -0.000352161845263877664975020093733000000000
M(111,46) = -0.0156532240733592022876579969629000000000
M(111,49) = -0.0229811047738086288439957183116000000000
M(111,52) = -0.0180538814955317721267037534383000000000
M(111,55) = -0.0212717432114102464789980796631000000000
M(111,58) = -0.0253520467985390144499296303934000000000
M(111,61) = -0.0053597712704432878341317882778400000000
M(111,64) = -0.0228635578824300044380738671018000000000
M(111,67) = -0.0107127464600970256648486347351000000000
M(111,70) = -0.0210234010985922077797796927022000000000
M(111,73) = -0.0123382476874477366217584721513000000000
M(111,76) = -0.0223669227858574994801511109956000000000
M(111,79) = -0.0123907182016691161664555773442000000000
M(111,82) = -0.0208095912318556900706013593406000000000
M(111,85) = -0.0228891595193259974748600160875000000000
M(111,88) = -0.0180152241693198788203633467238000000000
M(111,91) = -0.0218576877304553764256274941514000000000
M(111,94) = -0.0268460283462420006879455847581000000000
M(111,97) = -0.0153854300469447790692280849660000000000
M(111,100) = -0.0192504437148089529735357650091000000000
M(111,103) = -0.0122806236468699542264150626000000000000
M(111,106) = -0.0213629315584178815594898450261000000000
M(111,109) = -0.0143242772933665898692107829105000000000
And of the summand: 1/37
Their sum is = -0.356890479509443129119649567201675972962
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -6.759729620 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(111,2) = 0.484298627436265376670886193460000000000
M(111,5) = 0.179203527967441154988912268743000000000
M(111,8) = -0.0252008394953855967943556123670000000000
M(111,11) = 0.069042353343727851732139296844500000000
M(111,14) = -0.0218591472262227098735572384308000000000
M(111,17) = 0.0395967026798729021889603705293000000000
M(111,20) = -0.0145544753726476619902890383120000000000
M(111,23) = 0.0190469676695157755694924469999000000000
M(111,26) = -0.0167765803219040416684454597280000000000
M(111,29) = 0.0118399392706936763138241132065000000000
M(111,32) = -0.0235331474148022895084957368882000000000
M(111,35) = -0.0196396968254664751583017151570000000000
M(111,38) = -0.0188494305141672191154322266173000000000
M(111,41) = 0.00344537257441590375610144533335000000000
M(111,44) = -0.0229411354494579378852893459995000000000
M(111,47) = -0.000305565566751701894906260717147000000001
M(111,50) = -0.0232924038293531692391755378109000000000
M(111,53) = -0.0053095467996004157372286237078200000000
M(111,56) = -0.0182187881682143526464812989526000000000
M(111,59) = -0.0043015522870655113298327033135100000000
M(111,62) = -0.0173702084836037750392872822578000000000
M(111,65) = -0.0248824162847775436246531867314000000000
M(111,68) = -0.0181429137236089281812195996091000000000
M(111,71) = -0.0093722906436251461679879615475800000000
M(111,77) = -0.0226745461296221280443597629380000000000
M(111,80) = -0.0205491973281944939985275568690000000000
M(111,83) = -0.0132114209501195159951449907339000000000
M(111,86) = -0.0172122323803109995972829285441000000000
M(111,89) = -0.0117240970111724102109230100338000000000
M(111,92) = -0.0249243450106753093532642178614000000000
M(111,95) = -0.0223379575919438153764499551873000000000
M(111,98) = -0.0229145342367827131678576559695000000000
M(111,101) = -0.0175848820673409893560195951858000000000
M(111,104) = -0.0239521705637023468753748178699000000000
M(111,107) = -0.0163660904924785096430349500381000000000
M(111,110) = -0.0234175197491823542053947932612000000000
Their sum is = 0.285054359023752579541743072476893000030
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -1.069999698 E-31
**************************
The constant M(37,1) has to be equal to the sum of: 
M(111,1) = -0.0220471046023584445785532737525000000000
M(111,38) = -0.0188494305141672191154322266173000000000
Their sum is = -0.0408965351165256636939855003698000000000
The constant M(37,1) is = -0.0408965351165256636939855003698000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,2) has to be equal to the sum of: 
M(111,2) = 0.484298627436265376670886193460000000000
M(111,76) = -0.0223669227858574994801511109956000000000
Their sum is = 0.461931704650407877190735082464400000002
The constant M(37,2) is = 0.461931704650407877190735082465000000000
The difference (constant-sum) is = -5.999999980 E-31
**************************
The constant M(37,3) has to be equal to the sum of: 
M(111,40) = -0.0172511730451058356948256043216000000000
M(111,77) = -0.0226745461296221280443597629380000000000
And of the summand: 1/3
Their sum is = 0.293407614158605369594147966073733333334
The constant M(37,3) is = 0.293407614158605369594147966074000000000
The difference (constant-sum) is = -2.666666666 E-31
**************************
The constant M(37,4) has to be equal to the sum of: 
M(111,4) = -0.0236174394064223950244482710331000000000
M(111,41) = 0.00344537257441590375610144533335000000000
Their sum is = -0.0201720668320064912683468256997500000000
The constant M(37,4) is = -0.0201720668320064912683468256998000000000
The difference (constant-sum) is = 5.00000000 E-32
**************************
The constant M(37,5) has to be equal to the sum of: 
M(111,5) = 0.179203527967441154988912268743000000000
M(111,79) = -0.0123907182016691161664555773442000000000
Their sum is = 0.166812809765772038822456691398800000000
The constant M(37,5) is = 0.166812809765772038822456691397999999999
The difference (constant-sum) is = 8.00000000 E-31
**************************
The constant M(37,6) has to be equal to the sum of: 
M(111,43) = -0.000352161845263877664975020093733000000000
M(111,80) = -0.0205491973281944939985275568690000000000
Their sum is = -0.0209013591734583716635025769627330000000
The constant M(37,6) is = -0.0209013591734583716635025769627000000000
The difference (constant-sum) is = -3.299999996 E-32
**************************
The constant M(37,7) has to be equal to the sum of: 
M(111,7) = 0.121274067336835670250295237727000000000
M(111,44) = -0.0229411354494579378852893459995000000000
Their sum is = 0.098332931887377732365005891727500000000
The constant M(37,7) is = 0.098332931887377732365005891728000000000
The difference (constant-sum) is = -4.999999998 E-31
**************************
The constant M(37,8) has to be equal to the sum of: 
M(111,8) = -0.0252008394953855967943556123670000000000
M(111,82) = -0.0208095912318556900706013593406000000000
Their sum is = -0.0460104307272412868649569717076000000000
The constant M(37,8) is = -0.0460104307272412868649569717077000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(37,9) has to be equal to the sum of: 
M(111,46) = -0.0156532240733592022876579969629000000000
M(111,83) = -0.0132114209501195159951449907339000000000
Their sum is = -0.0288646450234787182828029876968000000000
The constant M(37,9) is = -0.0288646450234787182828029876969000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(37,10) has to be equal to the sum of: 
M(111,10) = -0.0240455394189129306182574326218000000000
M(111,47) = -0.000305565566751701894906260717147000000001
Their sum is = -0.0243511049856646325131636933389469999999
The constant M(37,10) is = -0.0243511049856646325131636933390000000000
The difference (constant-sum) is = 5.30000000 E-32
**************************
The constant M(37,11) has to be equal to the sum of: 
M(111,11) = 0.069042353343727851732139296844500000000
M(111,85) = -0.0228891595193259974748600160875000000000
Their sum is = 0.0461531938244018542572792807570000000002
The constant M(37,11) is = 0.0461531938244018542572792807570000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(37,12) has to be equal to the sum of: 
M(111,49) = -0.0229811047738086288439957183116000000000
M(111,86) = -0.0172122323803109995972829285441000000000
Their sum is = -0.0401933371541196284412786468557000000000
The constant M(37,12) is = -0.0401933371541196284412786468557000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,13) has to be equal to the sum of: 
M(111,13) = 0.0533542252662463179447162791522000000000
M(111,50) = -0.0232924038293531692391755378109000000000
Their sum is = 0.0300618214368931487055407413413000000000
The constant M(37,13) is = 0.0300618214368931487055407413412000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(37,14) has to be equal to the sum of: 
M(111,14) = -0.0218591472262227098735572384308000000000
M(111,88) = -0.0180152241693198788203633467238000000000
Their sum is = -0.0398743713955425886939205851546000000000
The constant M(37,14) is = -0.0398743713955425886939205851546000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,15) has to be equal to the sum of: 
M(111,52) = -0.0180538814955317721267037534383000000000
M(111,89) = -0.0117240970111724102109230100338000000000
Their sum is = -0.0297779785067041823376267634721000000000
The constant M(37,15) is = -0.0297779785067041823376267634721000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,16) has to be equal to the sum of: 
M(111,16) = -0.0146353788101315110964308542422000000000
M(111,53) = -0.0053095467996004157372286237078200000000
Their sum is = -0.0199449256097319268336594779500200000000
The constant M(37,16) is = -0.0199449256097319268336594779501000000000
The difference (constant-sum) is = 7.99999999 E-32
**************************
The constant M(37,17) has to be equal to the sum of: 
M(111,17) = 0.0395967026798729021889603705293000000000
M(111,91) = -0.0218576877304553764256274941514000000000
Their sum is = 0.0177390149494175257633328763779000000000
The constant M(37,17) is = 0.0177390149494175257633328763779000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,18) has to be equal to the sum of: 
M(111,55) = -0.0212717432114102464789980796631000000000
M(111,92) = -0.0249243450106753093532642178614000000000
Their sum is = -0.0461960882220855558322622975245000000000
The constant M(37,18) is = -0.0461960882220855558322622975245000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,19) has to be equal to the sum of: 
M(111,19) = 0.0333088675849321460990524369615000000000
M(111,56) = -0.0182187881682143526464812989526000000000
Their sum is = 0.0150900794167177934525711380089000000001
The constant M(37,19) is = 0.0150900794167177934525711380089000000000
The difference (constant-sum) is = 1.377532442 E-40
**************************
The constant M(37,20) has to be equal to the sum of: 
M(111,20) = -0.0145544753726476619902890383120000000000
M(111,94) = -0.0268460283462420006879455847581000000000
Their sum is = -0.0414005037188896626782346230701000000000
The constant M(37,20) is = -0.0414005037188896626782346230701000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,21) has to be equal to the sum of: 
M(111,58) = -0.0253520467985390144499296303934000000000
M(111,95) = -0.0223379575919438153764499551873000000000
Their sum is = -0.0476900043904828298263795855807000000000
The constant M(37,21) is = -0.0476900043904828298263795855808000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(37,22) has to be equal to the sum of: 
M(111,22) = -0.0251142210719203306008238504635000000000
M(111,59) = -0.0043015522870655113298327033135100000000
Their sum is = -0.0294157733589858419306565537770100000000
The constant M(37,22) is = -0.0294157733589858419306565537770000000000
The difference (constant-sum) is = -9.99999996 E-33
**************************
The constant M(37,23) has to be equal to the sum of: 
M(111,23) = 0.0190469676695157755694924469999000000000
M(111,97) = -0.0153854300469447790692280849660000000000
Their sum is = 0.00366153762257099650026436203390000000002
The constant M(37,23) is = 0.00366153762257099650026436203386000000000
The difference (constant-sum) is = 4.000000002 E-32
**************************
The constant M(37,24) has to be equal to the sum of: 
M(111,61) = -0.0053597712704432878341317882778400000000
M(111,98) = -0.0229145342367827131678576559695000000000
Their sum is = -0.0282743055072260010019894442473400000000
The constant M(37,24) is = -0.0282743055072260010019894442473000000000
The difference (constant-sum) is = -4.000000004 E-32
**************************
The constant M(37,25) has to be equal to the sum of: 
M(111,25) = -0.0257458921566986721785483545292000000000
M(111,62) = -0.0173702084836037750392872822578000000000
Their sum is = -0.0431161006403024472178356367870000000000
The constant M(37,25) is = -0.0431161006403024472178356367869000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(37,26) has to be equal to the sum of: 
M(111,26) = -0.0167765803219040416684454597280000000000
M(111,100) = -0.0192504437148089529735357650091000000000
Their sum is = -0.0360270240367129946419812247371000000000
The constant M(37,26) is = -0.0360270240367129946419812247370000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(37,27) has to be equal to the sum of: 
M(111,64) = -0.0228635578824300044380738671018000000000
M(111,101) = -0.0175848820673409893560195951858000000000
Their sum is = -0.0404484399497709937940934622875999999998
The constant M(37,27) is = -0.0404484399497709937940934622876000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(37,28) has to be equal to the sum of: 
M(111,28) = -0.0186658849268857822480390238307000000000
M(111,65) = -0.0248824162847775436246531867314000000000
Their sum is = -0.0435483012116633258726922105620999999998
The constant M(37,28) is = -0.0435483012116633258726922105621000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(37,29) has to be equal to the sum of: 
M(111,29) = 0.0118399392706936763138241132065000000000
M(111,103) = -0.0122806236468699542264150626000000000000
Their sum is = -0.000440684376176277912590949393499999999996
The constant M(37,29) is = -0.000440684376176277912590949393454000000000
The difference (constant-sum) is = -4.599999999585625217 E-32
**************************
The constant M(37,30) has to be equal to the sum of: 
M(111,67) = -0.0107127464600970256648486347351000000000
M(111,104) = -0.0239521705637023468753748178699000000000
Their sum is = -0.0346649170237993725402234526049999999998
The constant M(37,30) is = -0.0346649170237993725402234526049000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(37,31) has to be equal to the sum of: 
M(111,31) = 0.0061927654292031996978615367640700000000
M(111,68) = -0.0181429137236089281812195996091000000000
Their sum is = -0.0119501482944057284833580628450300000000
The constant M(37,31) is = -0.0119501482944057284833580628450000000000
The difference (constant-sum) is = -3.000000003 E-32
**************************
The constant M(37,32) has to be equal to the sum of: 
M(111,32) = -0.0235331474148022895084957368882000000000
M(111,106) = -0.0213629315584178815594898450261000000000
Their sum is = -0.0448960789732201710679855819143000000000
The constant M(37,32) is = -0.0448960789732201710679855819143000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,33) has to be equal to the sum of: 
M(111,70) = -0.0210234010985922077797796927022000000000
M(111,107) = -0.0163660904924785096430349500381000000000
Their sum is = -0.0373894915910707174228146427402999999998
The constant M(37,33) is = -0.0373894915910707174228146427404000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(37,34) has to be equal to the sum of: 
M(111,34) = -0.0231838738731948670839387362947000000000
M(111,71) = -0.0093722906436251461679879615475800000000
Their sum is = -0.0325561645168200132519266978422799999999
The constant M(37,34) is = -0.0325561645168200132519266978423000000000
The difference (constant-sum) is = 2.000000011 E-32
**************************
The constant M(37,35) has to be equal to the sum of: 
M(111,35) = -0.0196396968254664751583017151570000000000
M(111,109) = -0.0143242772933665898692107829105000000000
Their sum is = -0.0339639741188330650275124980674999999999
The constant M(37,35) is = -0.0339639741188330650275124980674999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,36) has to be equal to the sum of: 
M(111,73) = -0.0123382476874477366217584721513000000000
M(111,110) = -0.0234175197491823542053947932612000000000
Their sum is = -0.0357557674366300908271532654124999999998
The constant M(37,36) is = -0.0357557674366300908271532654125000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(112,1) = -0.0255576299118115315549086956717000000000
M(112,3) = 0.301985515800683739602613798927000000000
M(112,5) = 0.165615692672197121792707821874000000000
M(112,9) = -0.0330731647624872184642945934434000000001
M(112,11) = 0.0571346207133380923443581907472000000000
M(112,13) = 0.0430472321339923463106334860660000000000
M(112,15) = -0.0257914349131788548295253156325000000000
M(112,17) = 0.0263105927156815659304391127118000000000
M(112,19) = 0.0225662066697133557320549360749000000000
M(112,23) = 0.0067885192955569536653828559544900000000
M(112,25) = -0.0322467653427010649277810360340000000001
M(112,27) = -0.0267585686659859344646948318750000000000
M(112,29) = -0.0042282051955522647621661502352600000000
M(112,31) = -0.00269907699974627676941700034966000000000
M(112,33) = -0.0331330630304679261858297801292999999999
M(112,37) = -0.00202178650658468413678349816008999999999
M(112,39) = -0.0264682186326843922128870981359000000000
M(112,41) = -0.0124435028763522473088242094401000000000
M(112,43) = -0.0102916699978762224459720040715000000000
M(112,45) = -0.0280090975891771347263760969400000000000
M(112,47) = -0.0102578823833537292666678602486000000000
M(112,51) = -0.0310212910233758469307510605920000000000
M(112,53) = -0.0132650767682651645038679822843000000000
M(112,55) = -0.0296552262228246147872529914990000000000
M(112,57) = -0.0350776922030088130127619623397000000000
M(112,59) = -0.0190975049335526546366377796132000000000
M(112,61) = -0.0126530175108367186533257858425000000000
M(112,65) = -0.0377839236868332276329313254371000000000
M(112,67) = -0.0184010489695136040600327542579000000000
M(112,69) = -0.0305629058686461224865202265318000000000
M(112,71) = -0.0228800106973602312730144358483000000000
M(112,73) = -0.0215312072493726801698980745796000000000
M(112,75) = -0.0357675653957308830167198678220000000000
M(112,79) = -0.0194501032425760341348596837237000000000
M(112,81) = -0.0334503939488520291856540027627000000000
M(112,83) = -0.0206762599907524199185893355831000000000
M(112,85) = -0.0308270753057635998262691186513000000000
M(112,87) = -0.0292093241771394559289110793745000000000
M(112,89) = -0.0232855799118188067926107517256000000000
M(112,93) = -0.0324928614848516786931806555892000000000
M(112,95) = -0.0347645768441543913313418302755000000000
M(112,97) = -0.0251454099140656458186753068902000000000
M(112,99) = -0.0324214243200197763921213274837000000000
M(112,101) = -0.0267090073932648285911806298277000000000
M(112,103) = -0.0268104540389787438316881945545000000000
M(112,107) = -0.0249276592179147160747132843100000000000
M(112,109) = -0.0282182072873328452538856796230000000000
M(112,111) = -0.0357434355958982337720972092153000000000
And of the summand: 1/7
Their sum is = -0.238502787152357216244573161391877142841
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -5.730018926 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(112,1) = -0.0255576299118115315549086956717000000000
M(112,5) = 0.165615692672197121792707821874000000000
M(112,9) = -0.0330731647624872184642945934434000000001
M(112,13) = 0.0430472321339923463106334860660000000000
M(112,17) = 0.0263105927156815659304391127118000000000
M(112,25) = -0.0322467653427010649277810360340000000001
M(112,29) = -0.0042282051955522647621661502352600000000
M(112,33) = -0.0331330630304679261858297801292999999999
M(112,37) = -0.00202178650658468413678349816008999999999
M(112,41) = -0.0124435028763522473088242094401000000000
M(112,45) = -0.0280090975891771347263760969400000000000
M(112,53) = -0.0132650767682651645038679822843000000000
M(112,57) = -0.0350776922030088130127619623397000000000
M(112,61) = -0.0126530175108367186533257858425000000000
M(112,65) = -0.0377839236868332276329313254371000000000
M(112,69) = -0.0305629058686461224865202265318000000000
M(112,73) = -0.0215312072493726801698980745796000000000
M(112,81) = -0.0334503939488520291856540027627000000000
M(112,85) = -0.0308270753057635998262691186513000000000
M(112,89) = -0.0232855799118188067926107517256000000000
M(112,93) = -0.0324928614848516786931806555892000000000
M(112,97) = -0.0251454099140656458186753068902000000000
M(112,101) = -0.0267090073932648285911806298277000000000
M(112,109) = -0.0282182072873328452538856796230000000000
Their sum is = -0.286742056226175198653945141486749999997
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -7.499999966 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(112,3) = 0.301985515800683739602613798927000000000
M(112,11) = 0.0571346207133380923443581907472000000000
M(112,15) = -0.0257914349131788548295253156325000000000
M(112,19) = 0.0225662066697133557320549360749000000000
M(112,23) = 0.0067885192955569536653828559544900000000
M(112,27) = -0.0267585686659859344646948318750000000000
M(112,31) = -0.00269907699974627676941700034966000000000
M(112,39) = -0.0264682186326843922128870981359000000000
M(112,43) = -0.0102916699978762224459720040715000000000
M(112,47) = -0.0102578823833537292666678602486000000000
M(112,51) = -0.0310212910233758469307510605920000000000
M(112,55) = -0.0296552262228246147872529914990000000000
M(112,59) = -0.0190975049335526546366377796132000000000
M(112,67) = -0.0184010489695136040600327542579000000000
M(112,71) = -0.0228800106973602312730144358483000000000
M(112,75) = -0.0357675653957308830167198678220000000000
M(112,79) = -0.0194501032425760341348596837237000000000
M(112,83) = -0.0206762599907524199185893355831000000000
M(112,87) = -0.0292093241771394559289110793745000000000
M(112,95) = -0.0347645768441543913313418302755000000000
M(112,99) = -0.0324214243200197763921213274837000000000
M(112,103) = -0.0268104540389787438316881945545000000000
M(112,107) = -0.0249276592179147160747132843100000000000
M(112,111) = -0.0357434355958982337720972092153000000000
And of the summand: 1/7
Their sum is = 0.0482392690738179824093719800948728571486
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = -2.714285131 E-32
**************************
The constant M(7,1) has to be equal to the sum of: 
M(112,1) = -0.0255576299118115315549086956717000000000
M(112,15) = -0.0257914349131788548295253156325000000000
M(112,29) = -0.0042282051955522647621661502352600000000
M(112,43) = -0.0102916699978762224459720040715000000000
M(112,57) = -0.0350776922030088130127619623397000000000
M(112,71) = -0.0228800106973602312730144358483000000000
M(112,85) = -0.0308270753057635998262691186513000000000
M(112,99) = -0.0324214243200197763921213274837000000000
Their sum is = -0.187075142544571294096739009933959999999
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 4.000000095 E-32
**************************
The constant M(7,2) has to be equal to the sum of: 
M(112,9) = -0.0330731647624872184642945934434000000001
M(112,23) = 0.0067885192955569536653828559544900000000
M(112,37) = -0.00202178650658468413678349816008999999999
M(112,51) = -0.0310212910233758469307510605920000000000
M(112,65) = -0.0377839236868332276329313254371000000000
M(112,79) = -0.0194501032425760341348596837237000000000
M(112,93) = -0.0324928614848516786931806555892000000000
M(112,107) = -0.0249276592179147160747132843100000000000
And of the summand: 1/2
Their sum is = 0.326017729370933547597868754699000000000
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(7,3) has to be equal to the sum of: 
M(112,3) = 0.301985515800683739602613798927000000000
M(112,17) = 0.0263105927156815659304391127118000000000
M(112,31) = -0.00269907699974627676941700034966000000000
M(112,45) = -0.0280090975891771347263760969400000000000
M(112,59) = -0.0190975049335526546366377796132000000000
M(112,73) = -0.0215312072493726801698980745796000000000
M(112,87) = -0.0292093241771394559289110793745000000000
M(112,101) = -0.0267090073932648285911806298277000000000
Their sum is = 0.201040890174112274710632250954140000005
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 1.400000048 E-31
**************************
The constant M(7,4) has to be equal to the sum of: 
M(112,11) = 0.0571346207133380923443581907472000000000
M(112,25) = -0.0322467653427010649277810360340000000001
M(112,39) = -0.0264682186326843922128870981359000000000
M(112,53) = -0.0132650767682651645038679822843000000000
M(112,67) = -0.0184010489695136040600327542579000000000
M(112,81) = -0.0334503939488520291856540027627000000000
M(112,95) = -0.0347645768441543913313418302755000000000
M(112,109) = -0.0282182072873328452538856796230000000000
Their sum is = -0.129679667080165399131092192626100000000
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(7,5) has to be equal to the sum of: 
M(112,5) = 0.165615692672197121792707821874000000000
M(112,19) = 0.0225662066697133557320549360749000000000
M(112,33) = -0.0331330630304679261858297801292999999999
M(112,47) = -0.0102578823833537292666678602486000000000
M(112,61) = -0.0126530175108367186533257858425000000000
M(112,75) = -0.0357675653957308830167198678220000000000
M(112,89) = -0.0232855799118188067926107517256000000000
M(112,103) = -0.0268104540389787438316881945545000000000
Their sum is = 0.0462743370707236697779205176264000000006
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = -4.999999996 E-31
**************************
The constant M(7,6) has to be equal to the sum of: 
M(112,13) = 0.0430472321339923463106334860660000000000
M(112,27) = -0.0267585686659859344646948318750000000000
M(112,41) = -0.0124435028763522473088242094401000000000
M(112,55) = -0.0296552262228246147872529914990000000000
M(112,69) = -0.0305629058686461224865202265318000000000
M(112,83) = -0.0206762599907524199185893355831000000000
M(112,97) = -0.0251454099140656458186753068902000000000
M(112,111) = -0.0357434355958982337720972092153000000000
Their sum is = -0.137938077000532872246020624968499999999
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -4.999999994 E-31
**************************
The constant M(8,1) has to be equal to the sum of: 
M(112,1) = -0.0255576299118115315549086956717000000000
M(112,9) = -0.0330731647624872184642945934434000000001
M(112,17) = 0.0263105927156815659304391127118000000000
M(112,25) = -0.0322467653427010649277810360340000000001
M(112,33) = -0.0331330630304679261858297801292999999999
M(112,41) = -0.0124435028763522473088242094401000000000
M(112,57) = -0.0350776922030088130127619623397000000000
M(112,65) = -0.0377839236868332276329313254371000000000
M(112,73) = -0.0215312072493726801698980745796000000000
M(112,81) = -0.0334503939488520291856540027627000000000
M(112,89) = -0.0232855799118188067926107517256000000000
M(112,97) = -0.0251454099140656458186753068902000000000
Their sum is = -0.286417740122089625123730625741599999997
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 4.000000022 E-31
**************************
The constant M(8,3) has to be equal to the sum of: 
M(112,3) = 0.301985515800683739602613798927000000000
M(112,11) = 0.0571346207133380923443581907472000000000
M(112,19) = 0.0225662066697133557320549360749000000000
M(112,27) = -0.0267585686659859344646948318750000000000
M(112,43) = -0.0102916699978762224459720040715000000000
M(112,51) = -0.0310212910233758469307510605920000000000
M(112,59) = -0.0190975049335526546366377796132000000000
M(112,67) = -0.0184010489695136040600327542579000000000
M(112,75) = -0.0357675653957308830167198678220000000000
M(112,83) = -0.0206762599907524199185893355831000000000
M(112,99) = -0.0324214243200197763921213274837000000000
M(112,107) = -0.0249276592179147160747132843100000000000
Their sum is = 0.162323350669013129738794680140700000003
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = -2.999999968 E-31
**************************
The constant M(8,5) has to be equal to the sum of: 
M(112,5) = 0.165615692672197121792707821874000000000
M(112,13) = 0.0430472321339923463106334860660000000000
M(112,29) = -0.0042282051955522647621661502352600000000
M(112,37) = -0.00202178650658468413678349816008999999999
M(112,45) = -0.0280090975891771347263760969400000000000
M(112,53) = -0.0132650767682651645038679822843000000000
M(112,61) = -0.0126530175108367186533257858425000000000
M(112,69) = -0.0305629058686461224865202265318000000000
M(112,85) = -0.0308270753057635998262691186513000000000
M(112,93) = -0.0324928614848516786931806555892000000000
M(112,101) = -0.0267090073932648285911806298277000000000
M(112,109) = -0.0282182072873328452538856796230000000000
Their sum is = -0.000324316104085573530214515745149999998037
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = -5.809999980372722231 E-31
**************************
The constant M(8,7) has to be equal to the sum of: 
M(112,15) = -0.0257914349131788548295253156325000000000
M(112,23) = 0.0067885192955569536653828559544900000000
M(112,31) = -0.00269907699974627676941700034966000000000
M(112,39) = -0.0264682186326843922128870981359000000000
M(112,47) = -0.0102578823833537292666678602486000000000
M(112,55) = -0.0296552262228246147872529914990000000000
M(112,71) = -0.0228800106973602312730144358483000000000
M(112,79) = -0.0194501032425760341348596837237000000000
M(112,87) = -0.0292093241771394559289110793745000000000
M(112,95) = -0.0347645768441543913313418302755000000000
M(112,103) = -0.0268104540389787438316881945545000000000
M(112,111) = -0.0357434355958982337720972092153000000000
And of the summand: 1/7
Their sum is = -0.114084081595195147329422700045827142855
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = 1.728571448 E-31
**************************
The constant M(14,1) has to be equal to the sum of: 
M(112,1) = -0.0255576299118115315549086956717000000000
M(112,15) = -0.0257914349131788548295253156325000000000
M(112,29) = -0.0042282051955522647621661502352600000000
M(112,43) = -0.0102916699978762224459720040715000000000
M(112,57) = -0.0350776922030088130127619623397000000000
M(112,71) = -0.0228800106973602312730144358483000000000
M(112,85) = -0.0308270753057635998262691186513000000000
M(112,99) = -0.0324214243200197763921213274837000000000
Their sum is = -0.187075142544571294096739009933959999999
The constant M(14,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 4.000000095 E-32
**************************
The constant M(14,3) has to be equal to the sum of: 
M(112,3) = 0.301985515800683739602613798927000000000
M(112,17) = 0.0263105927156815659304391127118000000000
M(112,31) = -0.00269907699974627676941700034966000000000
M(112,45) = -0.0280090975891771347263760969400000000000
M(112,59) = -0.0190975049335526546366377796132000000000
M(112,73) = -0.0215312072493726801698980745796000000000
M(112,87) = -0.0292093241771394559289110793745000000000
M(112,101) = -0.0267090073932648285911806298277000000000
Their sum is = 0.201040890174112274710632250954140000005
The constant M(14,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 1.400000048 E-31
**************************
The constant M(14,5) has to be equal to the sum of: 
M(112,5) = 0.165615692672197121792707821874000000000
M(112,19) = 0.0225662066697133557320549360749000000000
M(112,33) = -0.0331330630304679261858297801292999999999
M(112,47) = -0.0102578823833537292666678602486000000000
M(112,61) = -0.0126530175108367186533257858425000000000
M(112,75) = -0.0357675653957308830167198678220000000000
M(112,89) = -0.0232855799118188067926107517256000000000
M(112,103) = -0.0268104540389787438316881945545000000000
Their sum is = 0.0462743370707236697779205176264000000006
The constant M(14,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = -4.999999996 E-31
**************************
The constant M(14,9) has to be equal to the sum of: 
M(112,9) = -0.0330731647624872184642945934434000000001
M(112,23) = 0.0067885192955569536653828559544900000000
M(112,37) = -0.00202178650658468413678349816008999999999
M(112,51) = -0.0310212910233758469307510605920000000000
M(112,65) = -0.0377839236868332276329313254371000000000
M(112,79) = -0.0194501032425760341348596837237000000000
M(112,93) = -0.0324928614848516786931806555892000000000
M(112,107) = -0.0249276592179147160747132843100000000000
Their sum is = -0.173982270629066452402131245301000000000
The constant M(14,9) is = -0.173982270629066452402131245301000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(14,11) has to be equal to the sum of: 
M(112,11) = 0.0571346207133380923443581907472000000000
M(112,25) = -0.0322467653427010649277810360340000000001
M(112,39) = -0.0264682186326843922128870981359000000000
M(112,53) = -0.0132650767682651645038679822843000000000
M(112,67) = -0.0184010489695136040600327542579000000000
M(112,81) = -0.0334503939488520291856540027627000000000
M(112,95) = -0.0347645768441543913313418302755000000000
M(112,109) = -0.0282182072873328452538856796230000000000
Their sum is = -0.129679667080165399131092192626100000000
The constant M(14,11) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(14,13) has to be equal to the sum of: 
M(112,13) = 0.0430472321339923463106334860660000000000
M(112,27) = -0.0267585686659859344646948318750000000000
M(112,41) = -0.0124435028763522473088242094401000000000
M(112,55) = -0.0296552262228246147872529914990000000000
M(112,69) = -0.0305629058686461224865202265318000000000
M(112,83) = -0.0206762599907524199185893355831000000000
M(112,97) = -0.0251454099140656458186753068902000000000
M(112,111) = -0.0357434355958982337720972092153000000000
Their sum is = -0.137938077000532872246020624968499999999
The constant M(14,13) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -4.999999994 E-31
**************************
The constant M(16,1) has to be equal to the sum of: 
M(112,1) = -0.0255576299118115315549086956717000000000
M(112,17) = 0.0263105927156815659304391127118000000000
M(112,33) = -0.0331330630304679261858297801292999999999
M(112,65) = -0.0377839236868332276329313254371000000000
M(112,81) = -0.0334503939488520291856540027627000000000
M(112,97) = -0.0251454099140656458186753068902000000000
Their sum is = -0.128759827776348794447559998179200000000
The constant M(16,1) is = -0.128759827776348794447559998179000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(16,3) has to be equal to the sum of: 
M(112,3) = 0.301985515800683739602613798927000000000
M(112,19) = 0.0225662066697133557320549360749000000000
M(112,51) = -0.0310212910233758469307510605920000000000
M(112,67) = -0.0184010489695136040600327542579000000000
M(112,83) = -0.0206762599907524199185893355831000000000
M(112,99) = -0.0324214243200197763921213274837000000000
Their sum is = 0.222031698166735448033174257085200000001
The constant M(16,3) is = 0.222031698166735448033174257085000000000
The difference (constant-sum) is = 2.000000011 E-31
**************************
The constant M(16,5) has to be equal to the sum of: 
M(112,5) = 0.165615692672197121792707821874000000000
M(112,37) = -0.00202178650658468413678349816008999999999
M(112,53) = -0.0132650767682651645038679822843000000000
M(112,69) = -0.0305629058686461224865202265318000000000
M(112,85) = -0.0308270753057635998262691186513000000000
M(112,101) = -0.0267090073932648285911806298277000000000
Their sum is = 0.0622298408296727222480863664188100000012
The constant M(16,5) is = 0.0622298408296727222480863664193000000000
The difference (constant-sum) is = -4.899999990 E-31
**************************
The constant M(16,7) has to be equal to the sum of: 
M(112,23) = 0.0067885192955569536653828559544900000000
M(112,39) = -0.0264682186326843922128870981359000000000
M(112,55) = -0.0296552262228246147872529914990000000000
M(112,71) = -0.0228800106973602312730144358483000000000
M(112,87) = -0.0292093241771394559289110793745000000000
M(112,103) = -0.0268104540389787438316881945545000000000
And of the summand: 1/7
Their sum is = 0.0146224283837123727744861993994328571437
The constant M(16,7) is = 0.0146224283837123727744861993995000000000
The difference (constant-sum) is = -6.71428563 E-32
**************************
The constant M(16,9) has to be equal to the sum of: 
M(112,9) = -0.0330731647624872184642945934434000000001
M(112,25) = -0.0322467653427010649277810360340000000001
M(112,41) = -0.0124435028763522473088242094401000000000
M(112,57) = -0.0350776922030088130127619623397000000000
M(112,73) = -0.0215312072493726801698980745796000000000
M(112,89) = -0.0232855799118188067926107517256000000000
Their sum is = -0.157657912345740830676170627562400000000
The constant M(16,9) is = -0.157657912345740830676170627562000000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(16,11) has to be equal to the sum of: 
M(112,11) = 0.0571346207133380923443581907472000000000
M(112,27) = -0.0267585686659859344646948318750000000000
M(112,43) = -0.0102916699978762224459720040715000000000
M(112,59) = -0.0190975049335526546366377796132000000000
M(112,75) = -0.0357675653957308830167198678220000000000
M(112,107) = -0.0249276592179147160747132843100000000000
Their sum is = -0.0597083474977223182943795769445000000000
The constant M(16,11) is = -0.0597083474977223182943795769445000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(16,13) has to be equal to the sum of: 
M(112,13) = 0.0430472321339923463106334860660000000000
M(112,29) = -0.0042282051955522647621661502352600000000
M(112,45) = -0.0280090975891771347263760969400000000000
M(112,61) = -0.0126530175108367186533257858425000000000
M(112,93) = -0.0324928614848516786931806555892000000000
M(112,109) = -0.0282182072873328452538856796230000000000
Their sum is = -0.062554156933758295778300882163959999999
The constant M(16,13) is = -0.062554156933758295778300882163900000000
The difference (constant-sum) is = -5.99999999 E-32
**************************
The constant M(16,15) has to be equal to the sum of: 
M(112,15) = -0.0257914349131788548295253156325000000000
M(112,31) = -0.00269907699974627676941700034966000000000
M(112,47) = -0.0102578823833537292666678602486000000000
M(112,79) = -0.0194501032425760341348596837237000000000
M(112,95) = -0.0347645768441543913313418302755000000000
M(112,111) = -0.0357434355958982337720972092153000000000
Their sum is = -0.128706509978907520103908899445259999999
The constant M(16,15) is = -0.128706509978907520103908899445000000000
The difference (constant-sum) is = -2.599999996 E-31
**************************
The constant M(28,1) has to be equal to the sum of: 
M(112,1) = -0.0255576299118115315549086956717000000000
M(112,29) = -0.0042282051955522647621661502352600000000
M(112,57) = -0.0350776922030088130127619623397000000000
M(112,85) = -0.0308270753057635998262691186513000000000
Their sum is = -0.095690602616136209156105926897960000000
The constant M(28,1) is = -0.095690602616136209156105926898000000000
The difference (constant-sum) is = 3.999999985 E-32
**************************
The constant M(28,3) has to be equal to the sum of: 
M(112,3) = 0.301985515800683739602613798927000000000
M(112,31) = -0.00269907699974627676941700034966000000000
M(112,59) = -0.0190975049335526546366377796132000000000
M(112,87) = -0.0292093241771394559289110793745000000000
Their sum is = 0.250979609690245352267647939589640000003
The constant M(28,3) is = 0.250979609690245352267647939590000000000
The difference (constant-sum) is = -3.599999968 E-31
**************************
The constant M(28,5) has to be equal to the sum of: 
M(112,5) = 0.165615692672197121792707821874000000000
M(112,33) = -0.0331330630304679261858297801292999999999
M(112,61) = -0.0126530175108367186533257858425000000000
M(112,89) = -0.0232855799118188067926107517256000000000
Their sum is = 0.096544032219073670160941504176600000000
The constant M(28,5) is = 0.096544032219073670160941504177000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(28,9) has to be equal to the sum of: 
M(112,9) = -0.0330731647624872184642945934434000000001
M(112,37) = -0.00202178650658468413678349816008999999999
M(112,65) = -0.0377839236868332276329313254371000000000
M(112,93) = -0.0324928614848516786931806555892000000000
Their sum is = -0.105371736440756808927190072629790000000
The constant M(28,9) is = -0.105371736440756808927190072630000000000
The difference (constant-sum) is = 2.100000002 E-31
**************************
The constant M(28,11) has to be equal to the sum of: 
M(112,11) = 0.0571346207133380923443581907472000000000
M(112,39) = -0.0264682186326843922128870981359000000000
M(112,67) = -0.0184010489695136040600327542579000000000
M(112,95) = -0.0347645768441543913313418302755000000000
Their sum is = -0.0224992237330142952599034919221000000001
The constant M(28,11) is = -0.0224992237330142952599034919221000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(28,13) has to be equal to the sum of: 
M(112,13) = 0.0430472321339923463106334860660000000000
M(112,41) = -0.0124435028763522473088242094401000000000
M(112,69) = -0.0305629058686461224865202265318000000000
M(112,97) = -0.0251454099140656458186753068902000000000
Their sum is = -0.0251045865250716693033862567961000000000
The constant M(28,13) is = -0.0251045865250716693033862567960000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(28,15) has to be equal to the sum of: 
M(112,15) = -0.0257914349131788548295253156325000000000
M(112,43) = -0.0102916699978762224459720040715000000000
M(112,71) = -0.0228800106973602312730144358483000000000
M(112,99) = -0.0324214243200197763921213274837000000000
Their sum is = -0.091384539928435084940633083036000000000
The constant M(28,15) is = -0.091384539928435084940633083036000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(28,17) has to be equal to the sum of: 
M(112,17) = 0.0263105927156815659304391127118000000000
M(112,45) = -0.0280090975891771347263760969400000000000
M(112,73) = -0.0215312072493726801698980745796000000000
M(112,101) = -0.0267090073932648285911806298277000000000
Their sum is = -0.0499387195161330775570156886354999999998
The constant M(28,17) is = -0.0499387195161330775570156886355000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(28,19) has to be equal to the sum of: 
M(112,19) = 0.0225662066697133557320549360749000000000
M(112,47) = -0.0102578823833537292666678602486000000000
M(112,75) = -0.0357675653957308830167198678220000000000
M(112,103) = -0.0268104540389787438316881945545000000000
Their sum is = -0.0502696951483500003830209865502000000000
The constant M(28,19) is = -0.0502696951483500003830209865501000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(28,23) has to be equal to the sum of: 
M(112,23) = 0.0067885192955569536653828559544900000000
M(112,51) = -0.0310212910233758469307510605920000000000
M(112,79) = -0.0194501032425760341348596837237000000000
M(112,107) = -0.0249276592179147160747132843100000000000
Their sum is = -0.068610534188309643474941172671210000000
The constant M(28,23) is = -0.068610534188309643474941172671200000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(28,25) has to be equal to the sum of: 
M(112,25) = -0.0322467653427010649277810360340000000001
M(112,53) = -0.0132650767682651645038679822843000000000
M(112,81) = -0.0334503939488520291856540027627000000000
M(112,109) = -0.0282182072873328452538856796230000000000
Their sum is = -0.107180443347151103871188700704000000000
The constant M(28,25) is = -0.107180443347151103871188700704000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(28,27) has to be equal to the sum of: 
M(112,27) = -0.0267585686659859344646948318750000000000
M(112,55) = -0.0296552262228246147872529914990000000000
M(112,83) = -0.0206762599907524199185893355831000000000
M(112,111) = -0.0357434355958982337720972092153000000000
Their sum is = -0.112833490475461202942634368172399999999
The constant M(28,27) is = -0.112833490475461202942634368172000000000
The difference (constant-sum) is = -3.999999996 E-31
**************************
The constant M(56,1) has to be equal to the sum of: 
M(112,1) = -0.0255576299118115315549086956717000000000
M(112,57) = -0.0350776922030088130127619623397000000000
Their sum is = -0.0606353221148203445676706580114000000000
The constant M(56,1) is = -0.0606353221148203445676706580114000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(56,3) has to be equal to the sum of: 
M(112,3) = 0.301985515800683739602613798927000000000
M(112,59) = -0.0190975049335526546366377796132000000000
Their sum is = 0.282888010867131084965976019313800000001
The constant M(56,3) is = 0.282888010867131084965976019314000000000
The difference (constant-sum) is = -1.999999989 E-31
**************************
The constant M(56,5) has to be equal to the sum of: 
M(112,5) = 0.165615692672197121792707821874000000000
M(112,61) = -0.0126530175108367186533257858425000000000
Their sum is = 0.152962675161360403139382036031500000000
The constant M(56,5) is = 0.152962675161360403139382036032000000000
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(56,9) has to be equal to the sum of: 
M(112,9) = -0.0330731647624872184642945934434000000001
M(112,65) = -0.0377839236868332276329313254371000000000
Their sum is = -0.070857088449320446097225918880499999999
The constant M(56,9) is = -0.070857088449320446097225918880499999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(56,11) has to be equal to the sum of: 
M(112,11) = 0.0571346207133380923443581907472000000000
M(112,67) = -0.0184010489695136040600327542579000000000
Their sum is = 0.0387335717438244882843254364893000000000
The constant M(56,11) is = 0.0387335717438244882843254364893000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(56,13) has to be equal to the sum of: 
M(112,13) = 0.0430472321339923463106334860660000000000
M(112,69) = -0.0305629058686461224865202265318000000000
Their sum is = 0.0124843262653462238241132595342000000000
The constant M(56,13) is = 0.0124843262653462238241132595342000000000
The difference (constant-sum) is = 4.59177480 E-41
**************************
The constant M(56,15) has to be equal to the sum of: 
M(112,15) = -0.0257914349131788548295253156325000000000
M(112,71) = -0.0228800106973602312730144358483000000000
Their sum is = -0.0486714456105390861025397514808000000000
The constant M(56,15) is = -0.0486714456105390861025397514808000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(56,17) has to be equal to the sum of: 
M(112,17) = 0.0263105927156815659304391127118000000000
M(112,73) = -0.0215312072493726801698980745796000000000
Their sum is = 0.0047793854663088857605410381322000000000
The constant M(56,17) is = 0.0047793854663088857605410381321400000000
The difference (constant-sum) is = 6.00000000 E-32
**************************
The constant M(56,19) has to be equal to the sum of: 
M(112,19) = 0.0225662066697133557320549360749000000000
M(112,75) = -0.0357675653957308830167198678220000000000
Their sum is = -0.0132013587260175272846649317471000000001
The constant M(56,19) is = -0.0132013587260175272846649317471000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(56,23) has to be equal to the sum of: 
M(112,23) = 0.0067885192955569536653828559544900000000
M(112,79) = -0.0194501032425760341348596837237000000000
Their sum is = -0.0126615839470190804694768277692100000000
The constant M(56,23) is = -0.0126615839470190804694768277692000000000
The difference (constant-sum) is = -1.000000005 E-32
**************************
The constant M(56,25) has to be equal to the sum of: 
M(112,25) = -0.0322467653427010649277810360340000000001
M(112,81) = -0.0334503939488520291856540027627000000000
Their sum is = -0.065697159291553094113435038796700000000
The constant M(56,25) is = -0.065697159291553094113435038796700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(56,27) has to be equal to the sum of: 
M(112,27) = -0.0267585686659859344646948318750000000000
M(112,83) = -0.0206762599907524199185893355831000000000
Their sum is = -0.0474348286567383543832841674581000000000
The constant M(56,27) is = -0.0474348286567383543832841674581000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(56,29) has to be equal to the sum of: 
M(112,29) = -0.0042282051955522647621661502352600000000
M(112,85) = -0.0308270753057635998262691186513000000000
Their sum is = -0.0350552805013158645884352688865600000000
The constant M(56,29) is = -0.0350552805013158645884352688865000000000
The difference (constant-sum) is = -5.99999999 E-32
**************************
The constant M(56,31) has to be equal to the sum of: 
M(112,31) = -0.00269907699974627676941700034966000000000
M(112,87) = -0.0292093241771394559289110793745000000000
Their sum is = -0.0319084011768857326983280797241599999999
The constant M(56,31) is = -0.0319084011768857326983280797241000000000
The difference (constant-sum) is = -5.99999999 E-32
**************************
The constant M(56,33) has to be equal to the sum of: 
M(112,33) = -0.0331330630304679261858297801292999999999
M(112,89) = -0.0232855799118188067926107517256000000000
Their sum is = -0.0564186429422867329784405318548999999998
The constant M(56,33) is = -0.0564186429422867329784405318549000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(56,37) has to be equal to the sum of: 
M(112,37) = -0.00202178650658468413678349816008999999999
M(112,93) = -0.0324928614848516786931806555892000000000
Their sum is = -0.0345146479914363628299641537492900000000
The constant M(56,37) is = -0.0345146479914363628299641537493000000000
The difference (constant-sum) is = 1.000000005 E-32
**************************
The constant M(56,39) has to be equal to the sum of: 
M(112,39) = -0.0264682186326843922128870981359000000000
M(112,95) = -0.0347645768441543913313418302755000000000
Their sum is = -0.0612327954768387835442289284114000000000
The constant M(56,39) is = -0.0612327954768387835442289284114000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(56,41) has to be equal to the sum of: 
M(112,41) = -0.0124435028763522473088242094401000000000
M(112,97) = -0.0251454099140656458186753068902000000000
Their sum is = -0.0375889127904178931274995163303000000000
The constant M(56,41) is = -0.0375889127904178931274995163302000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(56,43) has to be equal to the sum of: 
M(112,43) = -0.0102916699978762224459720040715000000000
M(112,99) = -0.0324214243200197763921213274837000000000
Their sum is = -0.0427130943178959988380933315552000000000
The constant M(56,43) is = -0.0427130943178959988380933315552000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(56,45) has to be equal to the sum of: 
M(112,45) = -0.0280090975891771347263760969400000000000
M(112,101) = -0.0267090073932648285911806298277000000000
Their sum is = -0.0547181049824419633175567267677000000000
The constant M(56,45) is = -0.0547181049824419633175567267677000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(56,47) has to be equal to the sum of: 
M(112,47) = -0.0102578823833537292666678602486000000000
M(112,103) = -0.0268104540389787438316881945545000000000
Their sum is = -0.0370683364223324730983560548031000000000
The constant M(56,47) is = -0.0370683364223324730983560548030000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(56,51) has to be equal to the sum of: 
M(112,51) = -0.0310212910233758469307510605920000000000
M(112,107) = -0.0249276592179147160747132843100000000000
Their sum is = -0.0559489502412905630054643449020000000000
The constant M(56,51) is = -0.0559489502412905630054643449020000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(56,53) has to be equal to the sum of: 
M(112,53) = -0.0132650767682651645038679822843000000000
M(112,109) = -0.0282182072873328452538856796230000000000
Their sum is = -0.0414832840555980097577536619073000000000
The constant M(56,53) is = -0.0414832840555980097577536619072000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(56,55) has to be equal to the sum of: 
M(112,55) = -0.0296552262228246147872529914990000000000
M(112,111) = -0.0357434355958982337720972092153000000000
Their sum is = -0.065398661818722848559350200714299999999
The constant M(56,55) is = -0.065398661818722848559350200714400000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(114,1) = -0.0467295282251101079041044836485000000000
M(114,5) = 0.156936871560105785938936212919000000000
M(114,7) = 0.097905644039871925246216830901800000000
M(114,11) = 0.0482667331914167380162882869121000000000
M(114,13) = 0.0381442932955939412350051737434000000000
M(114,17) = 0.0187367331901330387044054254945000000000
M(114,23) = 0.0071411919291532805397282862730200000000
M(114,25) = -0.0416351869473794731630262741094000000000
M(114,29) = -0.0119835145089315897416962945560000000000
M(114,31) = -0.0139699013424707606399966500966000000000
M(114,35) = -0.0390863634466456460224785077636000000000
M(114,37) = -0.0142613720756469445331224725530000000000
M(114,41) = -0.0195139928171035620767866373038000000000
M(114,43) = -0.0158264905670142020379604664252000000000
M(114,47) = -0.0268537043305245536463535927682000000000
M(114,49) = -0.0417150561058569219325813804978000000000
M(114,53) = -0.0238772414546909652870442603017000000000
M(114,55) = -0.0454005379405968238773638927027000000000
M(114,59) = -0.0259607189259486921581490343731000000000
M(114,61) = -0.0331512737588685339967069126366000000000
M(114,65) = -0.0403134336804714887807523058072000000000
M(114,67) = -0.0267790214304615648039145340717000000000
M(114,71) = -0.0369933475153983039814837510605000000000
M(114,73) = -0.0379361251857232217541424482513000000000
M(114,77) = -0.0432386943862808426196445550240000000000
M(114,79) = -0.0292762334736360571608453132068000000000
M(114,83) = -0.0308260386247552231924471838997000000000
M(114,85) = -0.0414406317460563733841091693516000000000
M(114,89) = -0.0333959829627718031571603494858999999999
M(114,91) = -0.0476027268203534735421494356475000000000
M(114,97) = -0.0351612251663647368272178254817000000000
M(114,101) = -0.0388566131479895127658903614348000000000
M(114,103) = -0.0390766931257500484330958566179000000000
M(114,107) = -0.0394066779342718501793924738621000000000
M(114,109) = -0.0356099918809881726631660354954000000000
M(114,113) = -0.0357208471112722300483358314813000000000
And of the summand: 1/3
And of the summand: 1/19
Their sum is = -0.238502787152357216244573161391078245605
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 2.258953438 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(114,1) = -0.0467295282251101079041044836485000000000
M(114,7) = 0.097905644039871925246216830901800000000
M(114,13) = 0.0381442932955939412350051737434000000000
M(114,25) = -0.0416351869473794731630262741094000000000
M(114,31) = -0.0139699013424707606399966500966000000000
M(114,37) = -0.0142613720756469445331224725530000000000
M(114,43) = -0.0158264905670142020379604664252000000000
M(114,49) = -0.0417150561058569219325813804978000000000
M(114,55) = -0.0454005379405968238773638927027000000000
M(114,61) = -0.0331512737588685339967069126366000000000
M(114,67) = -0.0267790214304615648039145340717000000000
M(114,73) = -0.0379361251857232217541424482513000000000
M(114,79) = -0.0292762334736360571608453132068000000000
M(114,85) = -0.0414406317460563733841091693516000000000
M(114,91) = -0.0476027268203534735421494356475000000000
M(114,97) = -0.0351612251663647368272178254817000000000
M(114,103) = -0.0390766931257500484330958566179000000000
M(114,109) = -0.0356099918809881726631660354954000000000
And of the summand: 1/19
Their sum is = -0.356890479509443129119649567201131578944
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -1.315789425 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(114,5) = 0.156936871560105785938936212919000000000
M(114,11) = 0.0482667331914167380162882869121000000000
M(114,17) = 0.0187367331901330387044054254945000000000
M(114,23) = 0.0071411919291532805397282862730200000000
M(114,29) = -0.0119835145089315897416962945560000000000
M(114,35) = -0.0390863634466456460224785077636000000000
M(114,41) = -0.0195139928171035620767866373038000000000
M(114,47) = -0.0268537043305245536463535927682000000000
M(114,53) = -0.0238772414546909652870442603017000000000
M(114,59) = -0.0259607189259486921581490343731000000000
M(114,65) = -0.0403134336804714887807523058072000000000
M(114,71) = -0.0369933475153983039814837510605000000000
M(114,77) = -0.0432386943862808426196445550240000000000
M(114,83) = -0.0308260386247552231924471838997000000000
M(114,89) = -0.0333959829627718031571603494858999999999
M(114,101) = -0.0388566131479895127658903614348000000000
M(114,107) = -0.0394066779342718501793924738621000000000
M(114,113) = -0.0357208471112722300483358314813000000000
And of the summand: 1/2
Their sum is = 0.285054359023752579541743072476720000002
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -2.799999978 E-31
**************************
The constant M(6,1) has to be equal to the sum of: 
M(114,1) = -0.0467295282251101079041044836485000000000
M(114,7) = 0.097905644039871925246216830901800000000
M(114,13) = 0.0381442932955939412350051737434000000000
M(114,25) = -0.0416351869473794731630262741094000000000
M(114,31) = -0.0139699013424707606399966500966000000000
M(114,37) = -0.0142613720756469445331224725530000000000
M(114,43) = -0.0158264905670142020379604664252000000000
M(114,49) = -0.0417150561058569219325813804978000000000
M(114,55) = -0.0454005379405968238773638927027000000000
M(114,61) = -0.0331512737588685339967069126366000000000
M(114,67) = -0.0267790214304615648039145340717000000000
M(114,73) = -0.0379361251857232217541424482513000000000
M(114,79) = -0.0292762334736360571608453132068000000000
M(114,85) = -0.0414406317460563733841091693516000000000
M(114,91) = -0.0476027268203534735421494356475000000000
M(114,97) = -0.0351612251663647368272178254817000000000
M(114,103) = -0.0390766931257500484330958566179000000000
M(114,109) = -0.0356099918809881726631660354954000000000
And of the summand: 1/19
Their sum is = -0.356890479509443129119649567201131578944
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -1.315789425 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(114,5) = 0.156936871560105785938936212919000000000
M(114,11) = 0.0482667331914167380162882869121000000000
M(114,17) = 0.0187367331901330387044054254945000000000
M(114,23) = 0.0071411919291532805397282862730200000000
M(114,29) = -0.0119835145089315897416962945560000000000
M(114,35) = -0.0390863634466456460224785077636000000000
M(114,41) = -0.0195139928171035620767866373038000000000
M(114,47) = -0.0268537043305245536463535927682000000000
M(114,53) = -0.0238772414546909652870442603017000000000
M(114,59) = -0.0259607189259486921581490343731000000000
M(114,65) = -0.0403134336804714887807523058072000000000
M(114,71) = -0.0369933475153983039814837510605000000000
M(114,77) = -0.0432386943862808426196445550240000000000
M(114,83) = -0.0308260386247552231924471838997000000000
M(114,89) = -0.0333959829627718031571603494858999999999
M(114,101) = -0.0388566131479895127658903614348000000000
M(114,107) = -0.0394066779342718501793924738621000000000
M(114,113) = -0.0357208471112722300483358314813000000000
Their sum is = -0.214945640976247420458256927523279999998
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -2.799999986 E-31
**************************
The constant M(19,1) has to be equal to the sum of: 
M(114,1) = -0.0467295282251101079041044836485000000000
M(114,77) = -0.0432386943862808426196445550240000000000
Their sum is = -0.089968222611390950523749038672500000000
The constant M(19,1) is = -0.089968222611390950523749038672500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,2) has to be equal to the sum of: 
M(114,59) = -0.0259607189259486921581490343731000000000
M(114,97) = -0.0351612251663647368272178254817000000000
And of the summand: 1/2
Their sum is = 0.438878055907686571014633140145200000000
The constant M(19,2) is = 0.438878055907686571014633140145000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(19,3) has to be equal to the sum of: 
M(114,41) = -0.0195139928171035620767866373038000000000
M(114,79) = -0.0292762334736360571608453132068000000000
And of the summand: 1/3
Their sum is = 0.284543107042593714095701382822733333334
The constant M(19,3) is = 0.284543107042593714095701382823000000000
The difference (constant-sum) is = -2.666666652 E-31
**************************
The constant M(19,4) has to be equal to the sum of: 
M(114,23) = 0.0071411919291532805397282862730200000000
M(114,61) = -0.0331512737588685339967069126366000000000
Their sum is = -0.0260100818297152534569786263635800000002
The constant M(19,4) is = -0.0260100818297152534569786263636000000000
The difference (constant-sum) is = 1.999999983 E-32
**************************
The constant M(19,5) has to be equal to the sum of: 
M(114,5) = 0.156936871560105785938936212919000000000
M(114,43) = -0.0158264905670142020379604664252000000000
Their sum is = 0.141110380993091583900975746493800000000
The constant M(19,5) is = 0.141110380993091583900975746493999999999
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(19,6) has to be equal to the sum of: 
M(114,25) = -0.0416351869473794731630262741094000000000
M(114,101) = -0.0388566131479895127658903614348000000000
Their sum is = -0.080491800095368985928916635544200000000
The constant M(19,6) is = -0.080491800095368985928916635544200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,7) has to be equal to the sum of: 
M(114,7) = 0.097905644039871925246216830901800000000
M(114,83) = -0.0308260386247552231924471838997000000000
Their sum is = 0.067079605415116702053769647002100000000
The constant M(19,7) is = 0.067079605415116702053769647002100000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,8) has to be equal to the sum of: 
M(114,65) = -0.0403134336804714887807523058072000000000
M(114,103) = -0.0390766931257500484330958566179000000000
Their sum is = -0.079390126806221537213848162425100000000
The constant M(19,8) is = -0.079390126806221537213848162425200000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(19,9) has to be equal to the sum of: 
M(114,47) = -0.0268537043305245536463535927682000000000
M(114,85) = -0.0414406317460563733841091693516000000000
Their sum is = -0.068294336076580927030462762119799999999
The constant M(19,9) is = -0.068294336076580927030462762119800000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(19,10) has to be equal to the sum of: 
M(114,29) = -0.0119835145089315897416962945560000000000
M(114,67) = -0.0267790214304615648039145340717000000000
Their sum is = -0.0387625359393931545456108286277000000000
The constant M(19,10) is = -0.0387625359393931545456108286277000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(19,11) has to be equal to the sum of: 
M(114,11) = 0.0482667331914167380162882869121000000000
M(114,49) = -0.0417150561058569219325813804978000000000
Their sum is = 0.0065516770855598160837069064143000000001
The constant M(19,11) is = 0.0065516770855598160837069064142600000000
The difference (constant-sum) is = 4.000000013 E-32
**************************
The constant M(19,12) has to be equal to the sum of: 
M(114,31) = -0.0139699013424707606399966500966000000000
M(114,107) = -0.0394066779342718501793924738621000000000
Their sum is = -0.0533765792767426108193891239586999999998
The constant M(19,12) is = -0.0533765792767426108193891239587000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(19,13) has to be equal to the sum of: 
M(114,13) = 0.0381442932955939412350051737434000000000
M(114,89) = -0.0333959829627718031571603494858999999999
Their sum is = 0.0047483103328221380778448242575000000001
The constant M(19,13) is = 0.0047483103328221380778448242575200000000
The difference (constant-sum) is = -1.999999988 E-32
**************************
The constant M(19,14) has to be equal to the sum of: 
M(114,71) = -0.0369933475153983039814837510605000000000
M(114,109) = -0.0356099918809881726631660354954000000000
Their sum is = -0.072603339396386476644649786555899999999
The constant M(19,14) is = -0.072603339396386476644649786555900000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(19,15) has to be equal to the sum of: 
M(114,53) = -0.0238772414546909652870442603017000000000
M(114,91) = -0.0476027268203534735421494356475000000000
Their sum is = -0.071479968275044438829193695949200000000
The constant M(19,15) is = -0.071479968275044438829193695949200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(19,16) has to be equal to the sum of: 
M(114,35) = -0.0390863634466456460224785077636000000000
M(114,73) = -0.0379361251857232217541424482513000000000
Their sum is = -0.077022488632368867776620956014899999999
The constant M(19,16) is = -0.077022488632368867776620956014900000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(19,17) has to be equal to the sum of: 
M(114,17) = 0.0187367331901330387044054254945000000000
M(114,55) = -0.0454005379405968238773638927027000000000
Their sum is = -0.0266638047504637851729584672082000000001
The constant M(19,17) is = -0.0266638047504637851729584672082000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(19,18) has to be equal to the sum of: 
M(114,37) = -0.0142613720756469445331224725530000000000
M(114,113) = -0.0357208471112722300483358314813000000000
Their sum is = -0.0499822191869191745814583040343000000000
The constant M(19,18) is = -0.0499822191869191745814583040343000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(38,1) has to be equal to the sum of: 
M(114,1) = -0.0467295282251101079041044836485000000000
M(114,77) = -0.0432386943862808426196445550240000000000
Their sum is = -0.089968222611390950523749038672500000000
The constant M(38,1) is = -0.089968222611390950523749038672500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(38,3) has to be equal to the sum of: 
M(114,41) = -0.0195139928171035620767866373038000000000
M(114,79) = -0.0292762334736360571608453132068000000000
And of the summand: 1/3
Their sum is = 0.284543107042593714095701382822733333334
The constant M(38,3) is = 0.284543107042593714095701382823000000000
The difference (constant-sum) is = -2.666666652 E-31
**************************
The constant M(38,5) has to be equal to the sum of: 
M(114,5) = 0.156936871560105785938936212919000000000
M(114,43) = -0.0158264905670142020379604664252000000000
Their sum is = 0.141110380993091583900975746493800000000
The constant M(38,5) is = 0.141110380993091583900975746493999999999
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(38,7) has to be equal to the sum of: 
M(114,7) = 0.097905644039871925246216830901800000000
M(114,83) = -0.0308260386247552231924471838997000000000
Their sum is = 0.067079605415116702053769647002100000000
The constant M(38,7) is = 0.067079605415116702053769647002100000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(38,9) has to be equal to the sum of: 
M(114,47) = -0.0268537043305245536463535927682000000000
M(114,85) = -0.0414406317460563733841091693516000000000
Their sum is = -0.068294336076580927030462762119799999999
The constant M(38,9) is = -0.068294336076580927030462762119800000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(38,11) has to be equal to the sum of: 
M(114,11) = 0.0482667331914167380162882869121000000000
M(114,49) = -0.0417150561058569219325813804978000000000
Their sum is = 0.0065516770855598160837069064143000000001
The constant M(38,11) is = 0.0065516770855598160837069064142600000000
The difference (constant-sum) is = 4.000000013 E-32
**************************
The constant M(38,13) has to be equal to the sum of: 
M(114,13) = 0.0381442932955939412350051737434000000000
M(114,89) = -0.0333959829627718031571603494858999999999
Their sum is = 0.0047483103328221380778448242575000000001
The constant M(38,13) is = 0.0047483103328221380778448242575200000000
The difference (constant-sum) is = -1.999999988 E-32
**************************
The constant M(38,15) has to be equal to the sum of: 
M(114,53) = -0.0238772414546909652870442603017000000000
M(114,91) = -0.0476027268203534735421494356475000000000
Their sum is = -0.071479968275044438829193695949200000000
The constant M(38,15) is = -0.071479968275044438829193695949200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(38,17) has to be equal to the sum of: 
M(114,17) = 0.0187367331901330387044054254945000000000
M(114,55) = -0.0454005379405968238773638927027000000000
Their sum is = -0.0266638047504637851729584672082000000001
The constant M(38,17) is = -0.0266638047504637851729584672082000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(38,21) has to be equal to the sum of: 
M(114,59) = -0.0259607189259486921581490343731000000000
M(114,97) = -0.0351612251663647368272178254817000000000
Their sum is = -0.0611219440923134289853668598548000000000
The constant M(38,21) is = -0.0611219440923134289853668598548000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(38,23) has to be equal to the sum of: 
M(114,23) = 0.0071411919291532805397282862730200000000
M(114,61) = -0.0331512737588685339967069126366000000000
Their sum is = -0.0260100818297152534569786263635800000002
The constant M(38,23) is = -0.0260100818297152534569786263636000000000
The difference (constant-sum) is = 1.999999983 E-32
**************************
The constant M(38,25) has to be equal to the sum of: 
M(114,25) = -0.0416351869473794731630262741094000000000
M(114,101) = -0.0388566131479895127658903614348000000000
Their sum is = -0.080491800095368985928916635544200000000
The constant M(38,25) is = -0.080491800095368985928916635544200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(38,27) has to be equal to the sum of: 
M(114,65) = -0.0403134336804714887807523058072000000000
M(114,103) = -0.0390766931257500484330958566179000000000
Their sum is = -0.079390126806221537213848162425100000000
The constant M(38,27) is = -0.079390126806221537213848162425200000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(38,29) has to be equal to the sum of: 
M(114,29) = -0.0119835145089315897416962945560000000000
M(114,67) = -0.0267790214304615648039145340717000000000
Their sum is = -0.0387625359393931545456108286277000000000
The constant M(38,29) is = -0.0387625359393931545456108286277000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(38,31) has to be equal to the sum of: 
M(114,31) = -0.0139699013424707606399966500966000000000
M(114,107) = -0.0394066779342718501793924738621000000000
Their sum is = -0.0533765792767426108193891239586999999998
The constant M(38,31) is = -0.0533765792767426108193891239587000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(38,33) has to be equal to the sum of: 
M(114,71) = -0.0369933475153983039814837510605000000000
M(114,109) = -0.0356099918809881726631660354954000000000
Their sum is = -0.072603339396386476644649786555899999999
The constant M(38,33) is = -0.072603339396386476644649786555900000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(38,35) has to be equal to the sum of: 
M(114,35) = -0.0390863634466456460224785077636000000000
M(114,73) = -0.0379361251857232217541424482513000000000
Their sum is = -0.077022488632368867776620956014899999999
The constant M(38,35) is = -0.077022488632368867776620956014900000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(38,37) has to be equal to the sum of: 
M(114,37) = -0.0142613720756469445331224725530000000000
M(114,113) = -0.0357208471112722300483358314813000000000
Their sum is = -0.0499822191869191745814583040343000000000
The constant M(38,37) is = -0.0499822191869191745814583040343000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,1) has to be equal to the sum of: 
M(114,1) = -0.0467295282251101079041044836485000000000
Their sum is = -0.0467295282251101079041044836485000000000
The constant M(57,1) is = -0.0467295282251101079041044836485000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,2) has to be equal to the sum of: 
M(114,59) = -0.0259607189259486921581490343731000000000
And of the summand: 1/2
Their sum is = 0.474039281074051307841850965626900000000
The constant M(57,2) is = 0.474039281074051307841850965627000000000
The difference (constant-sum) is = -1.000000009 E-31
**************************
The constant M(57,4) has to be equal to the sum of: 
M(114,61) = -0.0331512737588685339967069126366000000000
Their sum is = -0.0331512737588685339967069126366000000000
The constant M(57,4) is = -0.0331512737588685339967069126366000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,5) has to be equal to the sum of: 
M(114,5) = 0.156936871560105785938936212919000000000
Their sum is = 0.156936871560105785938936212919000000000
The constant M(57,5) is = 0.156936871560105785938936212919000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(57,7) has to be equal to the sum of: 
M(114,7) = 0.097905644039871925246216830901800000000
Their sum is = 0.097905644039871925246216830901800000000
The constant M(57,7) is = 0.097905644039871925246216830901800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(57,8) has to be equal to the sum of: 
M(114,65) = -0.0403134336804714887807523058072000000000
Their sum is = -0.0403134336804714887807523058072000000000
The constant M(57,8) is = -0.0403134336804714887807523058072000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,10) has to be equal to the sum of: 
M(114,67) = -0.0267790214304615648039145340717000000000
Their sum is = -0.0267790214304615648039145340717000000000
The constant M(57,10) is = -0.0267790214304615648039145340717000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,11) has to be equal to the sum of: 
M(114,11) = 0.0482667331914167380162882869121000000000
Their sum is = 0.0482667331914167380162882869121000000000
The constant M(57,11) is = 0.0482667331914167380162882869121000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,13) has to be equal to the sum of: 
M(114,13) = 0.0381442932955939412350051737434000000000
Their sum is = 0.0381442932955939412350051737434000000000
The constant M(57,13) is = 0.0381442932955939412350051737434000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,14) has to be equal to the sum of: 
M(114,71) = -0.0369933475153983039814837510605000000000
Their sum is = -0.0369933475153983039814837510605000000000
The constant M(57,14) is = -0.0369933475153983039814837510605000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,16) has to be equal to the sum of: 
M(114,73) = -0.0379361251857232217541424482513000000000
Their sum is = -0.0379361251857232217541424482513000000000
The constant M(57,16) is = -0.0379361251857232217541424482513000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,17) has to be equal to the sum of: 
M(114,17) = 0.0187367331901330387044054254945000000000
Their sum is = 0.0187367331901330387044054254945000000000
The constant M(57,17) is = 0.0187367331901330387044054254945000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,20) has to be equal to the sum of: 
M(114,77) = -0.0432386943862808426196445550240000000000
Their sum is = -0.0432386943862808426196445550240000000000
The constant M(57,20) is = -0.0432386943862808426196445550240000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,22) has to be equal to the sum of: 
M(114,79) = -0.0292762334736360571608453132068000000000
Their sum is = -0.0292762334736360571608453132068000000000
The constant M(57,22) is = -0.0292762334736360571608453132068000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,23) has to be equal to the sum of: 
M(114,23) = 0.0071411919291532805397282862730200000000
Their sum is = 0.0071411919291532805397282862730200000000
The constant M(57,23) is = 0.0071411919291532805397282862730200000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,25) has to be equal to the sum of: 
M(114,25) = -0.0416351869473794731630262741094000000000
Their sum is = -0.0416351869473794731630262741094000000000
The constant M(57,25) is = -0.0416351869473794731630262741094000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,26) has to be equal to the sum of: 
M(114,83) = -0.0308260386247552231924471838997000000000
Their sum is = -0.0308260386247552231924471838997000000000
The constant M(57,26) is = -0.0308260386247552231924471838997000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,28) has to be equal to the sum of: 
M(114,85) = -0.0414406317460563733841091693516000000000
Their sum is = -0.0414406317460563733841091693516000000000
The constant M(57,28) is = -0.0414406317460563733841091693516000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,29) has to be equal to the sum of: 
M(114,29) = -0.0119835145089315897416962945560000000000
Their sum is = -0.0119835145089315897416962945560000000000
The constant M(57,29) is = -0.0119835145089315897416962945560000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,31) has to be equal to the sum of: 
M(114,31) = -0.0139699013424707606399966500966000000000
Their sum is = -0.0139699013424707606399966500966000000000
The constant M(57,31) is = -0.0139699013424707606399966500966000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,32) has to be equal to the sum of: 
M(114,89) = -0.0333959829627718031571603494858999999999
Their sum is = -0.0333959829627718031571603494858999999999
The constant M(57,32) is = -0.0333959829627718031571603494858999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,34) has to be equal to the sum of: 
M(114,91) = -0.0476027268203534735421494356475000000000
Their sum is = -0.0476027268203534735421494356475000000000
The constant M(57,34) is = -0.0476027268203534735421494356475000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,35) has to be equal to the sum of: 
M(114,35) = -0.0390863634466456460224785077636000000000
Their sum is = -0.0390863634466456460224785077636000000000
The constant M(57,35) is = -0.0390863634466456460224785077636000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,37) has to be equal to the sum of: 
M(114,37) = -0.0142613720756469445331224725530000000000
Their sum is = -0.0142613720756469445331224725530000000000
The constant M(57,37) is = -0.0142613720756469445331224725530000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,40) has to be equal to the sum of: 
M(114,97) = -0.0351612251663647368272178254817000000000
Their sum is = -0.0351612251663647368272178254817000000000
The constant M(57,40) is = -0.0351612251663647368272178254817000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,41) has to be equal to the sum of: 
M(114,41) = -0.0195139928171035620767866373038000000000
Their sum is = -0.0195139928171035620767866373038000000000
The constant M(57,41) is = -0.0195139928171035620767866373038000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,43) has to be equal to the sum of: 
M(114,43) = -0.0158264905670142020379604664252000000000
Their sum is = -0.0158264905670142020379604664252000000000
The constant M(57,43) is = -0.0158264905670142020379604664252000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,44) has to be equal to the sum of: 
M(114,101) = -0.0388566131479895127658903614348000000000
Their sum is = -0.0388566131479895127658903614348000000000
The constant M(57,44) is = -0.0388566131479895127658903614348000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,46) has to be equal to the sum of: 
M(114,103) = -0.0390766931257500484330958566179000000000
Their sum is = -0.0390766931257500484330958566179000000000
The constant M(57,46) is = -0.0390766931257500484330958566179000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,47) has to be equal to the sum of: 
M(114,47) = -0.0268537043305245536463535927682000000000
Their sum is = -0.0268537043305245536463535927682000000000
The constant M(57,47) is = -0.0268537043305245536463535927682000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,49) has to be equal to the sum of: 
M(114,49) = -0.0417150561058569219325813804978000000000
Their sum is = -0.0417150561058569219325813804978000000000
The constant M(57,49) is = -0.0417150561058569219325813804978000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,50) has to be equal to the sum of: 
M(114,107) = -0.0394066779342718501793924738621000000000
Their sum is = -0.0394066779342718501793924738621000000000
The constant M(57,50) is = -0.0394066779342718501793924738621000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,52) has to be equal to the sum of: 
M(114,109) = -0.0356099918809881726631660354954000000000
Their sum is = -0.0356099918809881726631660354954000000000
The constant M(57,52) is = -0.0356099918809881726631660354954000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,53) has to be equal to the sum of: 
M(114,53) = -0.0238772414546909652870442603017000000000
Their sum is = -0.0238772414546909652870442603017000000000
The constant M(57,53) is = -0.0238772414546909652870442603017000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,55) has to be equal to the sum of: 
M(114,55) = -0.0454005379405968238773638927027000000000
Their sum is = -0.0454005379405968238773638927027000000000
The constant M(57,55) is = -0.0454005379405968238773638927027000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(57,56) has to be equal to the sum of: 
M(114,113) = -0.0357208471112722300483358314813000000000
Their sum is = -0.0357208471112722300483358314813000000000
The constant M(57,56) is = -0.0357208471112722300483358314813000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(5,1) has to be equal to the sum of: 
M(115,1) = -0.0181785684448699325161657043278000000000
M(115,6) = -0.0220398183643283852311652033557000000000
M(115,11) = 0.074338616523169372334656755429600000000
M(115,16) = -0.0124826321777432780098437755161000000000
M(115,21) = -0.0159108573507646719584018867927000000000
M(115,26) = -0.0195559714586364154263605768252000000000
M(115,31) = 0.0123110872157588407888389627294000000000
M(115,36) = -0.0154842496235044223205579182767000000000
M(115,41) = 0.0054345402693971849897141282093400000000
M(115,51) = -0.0174081240738688014835284681525000000000
M(115,56) = -0.0176472195699283545467821573450000000000
M(115,61) = -0.00284135595171665411198417520440000000000
M(115,66) = -0.0157450775706315910706544344838000000000
M(115,71) = -0.0057914231488092150036883232450400000000
M(115,76) = -0.0139657509485469790817751298855000000000
M(115,81) = -0.0175321933982183482504452079039000000000
M(115,86) = -0.0184133301350302867384557121968000000000
M(115,91) = -0.0207669750754749108774160237633000000000
M(115,96) = -0.0177561428409491358703865639388000000000
M(115,101) = -0.0092127174485560971458776916746700000000
M(115,106) = -0.0208343315043361895572799976830000000000
M(115,111) = -0.0193519549096707120518088394955000000000
Their sum is = -0.208834449987258983139367943698069999997
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = -6.99999972 E-32
**************************
The constant M(5,2) has to be equal to the sum of: 
M(115,2) = 0.481659527034579213765520759405000000000
M(115,7) = 0.122402755142795295764553700202000000000
M(115,12) = -0.0125964070835865046185560582285000000000
M(115,17) = 0.0378779073178577240549817076650000000000
M(115,22) = -0.0107287132957331820227844932794000000000
M(115,27) = -0.0156025133804931797646690525571000000000
M(115,32) = -0.0200074532391617736964125002958000000000
M(115,37) = 0.0066827449755630677187814998737500000000
M(115,42) = -0.0136037921638191900210849223337000000000
M(115,47) = 0.0041589340497771162615981693689500000000
M(115,52) = -0.0113245448751180727265727845324000000000
M(115,57) = -0.0217430708988106376343060098019000000000
M(115,62) = -0.0206861050731305081040920740375000000000
M(115,67) = -0.0055602624821694464130658180543100000000
M(115,72) = -0.0195157793641394704098922485882000000000
M(115,77) = -0.0182598436678747980796847676712000000000
M(115,82) = -0.0156256553593312428965368440244000000000
M(115,87) = -0.0170211940331860657845425977928000000000
M(115,97) = -0.0100816020916406310151129185235000000000
M(115,102) = -0.0190862373600010145690955604841000000000
M(115,107) = -0.0092516926838011808561478719624100000000
M(115,112) = -0.0159905251166003007908364860551000000000
Their sum is = 0.396096476351975218162042828292380000016
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 3.800000164 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(115,3) = 0.317322001772674685052772644408999999999
M(115,8) = -0.0195224008000595621724971367126000000000
M(115,13) = 0.0548294859261777952159028941341000000000
M(115,18) = -0.0184885741176185922751372208904000000000
M(115,28) = -0.0178190711055268576211429462605000000000
M(115,33) = -0.0174625531194412662577914740908000000000
M(115,38) = -0.0174855996938643337012077379946000000000
M(115,43) = 0.0047274716863667226190298313956900000000
M(115,48) = -0.0144804292589250745590787161325000000000
M(115,53) = 0.00150556182066421873119470233619999999999
M(115,58) = -0.0133282205651501197570451285963000000000
M(115,63) = -0.0169230959918087499620488030095000000000
M(115,68) = -0.0211374923956244554687184577043000000000
M(115,73) = -0.0075058128955707852075085175718200000000
M(115,78) = -0.0152584017947503489967641536836000000000
M(115,83) = -0.0057395230771892042295530086686300000000
M(115,88) = -0.0191024410207248874808018447341000000000
M(115,93) = -0.0215385381841527794616743213534000000000
M(115,98) = -0.0184441650132760263711216863775000000000
M(115,103) = -0.0108383154414738803616289082622000000000
M(115,108) = -0.0158208128984765509383593404904000000000
M(115,113) = -0.0123169306600384043416213888480000000000
And of the summand: 1/23
Their sum is = 0.138650404041776759846503628719926956524
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = -7.30434763 E-32
**************************
The constant M(5,4) has to be equal to the sum of: 
M(115,4) = -0.0176646119005844624797022375763000000000
M(115,9) = -0.0167478460635103768392525402908999999999
M(115,14) = -0.0186094985411705055341076291299000000000
M(115,19) = 0.0338949325143544789111349734429000000001
M(115,24) = -0.0125245564883894779476499962229000000000
M(115,29) = 0.0133064150504072964894563327946000000000
M(115,34) = -0.0114066771206074528462443131894000000000
M(115,39) = -0.0166148850702351755532515721864000000000
M(115,44) = -0.0187822654604049383449959993062000000000
M(115,49) = -0.0187575437148844342026495309073000000000
M(115,54) = -0.0202591931560019833278177174823000000000
M(115,59) = -0.0042946649828001367378296098815600000000
M(115,64) = -0.0143937297154952689349499694681000000000
M(115,74) = -0.0196633787164811063760715425338000000000
M(115,79) = -0.0073979179603593200883581376636200000000
M(115,84) = -0.0158683105151679772211419574951000000000
M(115,89) = -0.0097427190883625463388961731034400000000
M(115,94) = -0.0203601617131669126975094156852000000000
M(115,99) = -0.0206910466999696513690761224455000000000
M(115,104) = -0.0208053698860371930384289726807000000000
M(115,109) = -0.0099984412763440131492194549611700000000
M(115,114) = -0.0170337470536390534871900887335000000000
Their sum is = -0.264415217558850211113751674705789999996
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 2.100000043 E-31
**************************
The constant M(23,1) has to be equal to the sum of: 
M(115,1) = -0.0181785684448699325161657043278000000000
M(115,24) = -0.0125245564883894779476499962229000000000
M(115,47) = 0.0041589340497771162615981693689500000000
M(115,93) = -0.0215385381841527794616743213534000000000
Their sum is = -0.0480827290676350736638918525351499999998
The constant M(23,1) is = -0.0480827290676350736638918525352000000000
The difference (constant-sum) is = 5.00000000 E-32
**************************
The constant M(23,2) has to be equal to the sum of: 
M(115,2) = 0.481659527034579213765520759405000000000
M(115,48) = -0.0144804292589250745590787161325000000000
M(115,71) = -0.0057914231488092150036883232450400000000
M(115,94) = -0.0203601617131669126975094156852000000000
Their sum is = 0.441027512913678011505244304342260000002
The constant M(23,2) is = 0.441027512913678011505244304343000000000
The difference (constant-sum) is = -7.399999984 E-31
**************************
The constant M(23,3) has to be equal to the sum of: 
M(115,3) = 0.317322001772674685052772644408999999999
M(115,26) = -0.0195559714586364154263605768252000000000
M(115,49) = -0.0187575437148844342026495309073000000000
M(115,72) = -0.0195157793641394704098922485882000000000
Their sum is = 0.259492707235014365013870288088300000003
The constant M(23,3) is = 0.259492707235014365013870288088000000000
The difference (constant-sum) is = 3.000000027 E-31
**************************
The constant M(23,4) has to be equal to the sum of: 
M(115,4) = -0.0176646119005844624797022375763000000000
M(115,27) = -0.0156025133804931797646690525571000000000
M(115,73) = -0.0075058128955707852075085175718200000000
M(115,96) = -0.0177561428409491358703865639388000000000
Their sum is = -0.0585290810175975633222663716440199999998
The constant M(23,4) is = -0.0585290810175975633222663716440000000000
The difference (constant-sum) is = -1.999999974 E-32
**************************
The constant M(23,5) has to be equal to the sum of: 
M(115,28) = -0.0178190711055268576211429462605000000000
M(115,51) = -0.0174081240738688014835284681525000000000
M(115,74) = -0.0196633787164811063760715425338000000000
M(115,97) = -0.0100816020916406310151129185235000000000
And of the summand: 1/5
Their sum is = 0.135027824012482603504144124529700000000
The constant M(23,5) is = 0.135027824012482603504144124529999999999
The difference (constant-sum) is = -2.999999990 E-31
**************************
The constant M(23,6) has to be equal to the sum of: 
M(115,6) = -0.0220398183643283852311652033557000000000
M(115,29) = 0.0133064150504072964894563327946000000000
M(115,52) = -0.0113245448751180727265727845324000000000
M(115,98) = -0.0184441650132760263711216863775000000000
Their sum is = -0.0385021132023151878394033414709999999998
The constant M(23,6) is = -0.0385021132023151878394033414710000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(23,7) has to be equal to the sum of: 
M(115,7) = 0.122402755142795295764553700202000000000
M(115,53) = 0.00150556182066421873119470233619999999999
M(115,76) = -0.0139657509485469790817751298855000000000
M(115,99) = -0.0206910466999696513690761224455000000000
Their sum is = 0.089251519314942884044897150207200000000
The constant M(23,7) is = 0.089251519314942884044897150206800000000
The difference (constant-sum) is = 4.000000004 E-31
**************************
The constant M(23,8) has to be equal to the sum of: 
M(115,8) = -0.0195224008000595621724971367126000000000
M(115,31) = 0.0123110872157588407888389627294000000000
M(115,54) = -0.0202591931560019833278177174823000000000
M(115,77) = -0.0182598436678747980796847676712000000000
Their sum is = -0.0457303504081775027911606591367000000002
The constant M(23,8) is = -0.0457303504081775027911606591367000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(23,9) has to be equal to the sum of: 
M(115,9) = -0.0167478460635103768392525402908999999999
M(115,32) = -0.0200074532391617736964125002958000000000
M(115,78) = -0.0152584017947503489967641536836000000000
M(115,101) = -0.0092127174485560971458776916746700000000
Their sum is = -0.0612264185459785966783068859449699999998
The constant M(23,9) is = -0.0612264185459785966783068859450000000000
The difference (constant-sum) is = 3.000000017 E-32
**************************
The constant M(23,10) has to be equal to the sum of: 
M(115,33) = -0.0174625531194412662577914740908000000000
M(115,56) = -0.0176472195699283545467821573450000000000
M(115,79) = -0.0073979179603593200883581376636200000000
M(115,102) = -0.0190862373600010145690955604841000000000
Their sum is = -0.0615939280097299554620273295835199999996
The constant M(23,10) is = -0.0615939280097299554620273295835000000000
The difference (constant-sum) is = -1.999999974 E-32
**************************
The constant M(23,11) has to be equal to the sum of: 
M(115,11) = 0.074338616523169372334656755429600000000
M(115,34) = -0.0114066771206074528462443131894000000000
M(115,57) = -0.0217430708988106376343060098019000000000
M(115,103) = -0.0108383154414738803616289082622000000000
Their sum is = 0.0303505530622774014924775241761000000005
The constant M(23,11) is = 0.0303505530622774014924775241761000000000
The difference (constant-sum) is = 4.591774808 E-40
**************************
The constant M(23,12) has to be equal to the sum of: 
M(115,12) = -0.0125964070835865046185560582285000000000
M(115,58) = -0.0133282205651501197570451285963000000000
M(115,81) = -0.0175321933982183482504452079039000000000
M(115,104) = -0.0208053698860371930384289726807000000000
Their sum is = -0.064262190932992165664475367409400000000
The constant M(23,12) is = -0.064262190932992165664475367409400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(23,13) has to be equal to the sum of: 
M(115,13) = 0.0548294859261777952159028941341000000000
M(115,36) = -0.0154842496235044223205579182767000000000
M(115,59) = -0.0042946649828001367378296098815600000000
M(115,82) = -0.0156256553593312428965368440244000000000
Their sum is = 0.0194249159605419932609785219514400000001
The constant M(23,13) is = 0.0194249159605419932609785219515000000000
The difference (constant-sum) is = -5.99999998 E-32
**************************
The constant M(23,14) has to be equal to the sum of: 
M(115,14) = -0.0186094985411705055341076291299000000000
M(115,37) = 0.0066827449755630677187814998737500000000
M(115,83) = -0.0057395230771892042295530086686300000000
M(115,106) = -0.0208343315043361895572799976830000000000
Their sum is = -0.0385006081471328316021591356077799999998
The constant M(23,14) is = -0.0385006081471328316021591356077000000000
The difference (constant-sum) is = -7.99999998 E-32
**************************
The constant M(23,15) has to be equal to the sum of: 
M(115,38) = -0.0174855996938643337012077379946000000000
M(115,61) = -0.00284135595171665411198417520440000000000
M(115,84) = -0.0158683105151679772211419574951000000000
M(115,107) = -0.0092516926838011808561478719624100000000
Their sum is = -0.0454469588445501458904817426565099999998
The constant M(23,15) is = -0.0454469588445501458904817426565000000000
The difference (constant-sum) is = -9.99999968 E-33
**************************
The constant M(23,16) has to be equal to the sum of: 
M(115,16) = -0.0124826321777432780098437755161000000000
M(115,39) = -0.0166148850702351755532515721864000000000
M(115,62) = -0.0206861050731305081040920740375000000000
M(115,108) = -0.0158208128984765509383593404904000000000
Their sum is = -0.065604435219585512605546762230399999999
The constant M(23,16) is = -0.065604435219585512605546762230400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(23,17) has to be equal to the sum of: 
M(115,17) = 0.0378779073178577240549817076650000000000
M(115,63) = -0.0169230959918087499620488030095000000000
M(115,86) = -0.0184133301350302867384557121968000000000
M(115,109) = -0.0099984412763440131492194549611700000000
Their sum is = -0.0074569600853253257947422625024700000001
The constant M(23,17) is = -0.0074569600853253257947422625024800000000
The difference (constant-sum) is = 9.99999987 E-33
**************************
The constant M(23,18) has to be equal to the sum of: 
M(115,18) = -0.0184885741176185922751372208904000000000
M(115,41) = 0.0054345402693971849897141282093400000000
M(115,64) = -0.0143937297154952689349499694681000000000
M(115,87) = -0.0170211940331860657845425977928000000000
Their sum is = -0.0444689575969027420049156599419599999998
The constant M(23,18) is = -0.0444689575969027420049156599419000000000
The difference (constant-sum) is = -5.99999997 E-32
**************************
The constant M(23,19) has to be equal to the sum of: 
M(115,19) = 0.0338949325143544789111349734429000000001
M(115,42) = -0.0136037921638191900210849223337000000000
M(115,88) = -0.0191024410207248874808018447341000000000
M(115,111) = -0.0193519549096707120518088394955000000000
Their sum is = -0.0181632555798603106425606331203999999999
The constant M(23,19) is = -0.0181632555798603106425606331204000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(23,20) has to be equal to the sum of: 
M(115,43) = 0.0047274716863667226190298313956900000000
M(115,66) = -0.0157450775706315910706544344838000000000
M(115,89) = -0.0097427190883625463388961731034400000000
M(115,112) = -0.0159905251166003007908364860551000000000
Their sum is = -0.0367508500892277155813572622466500000000
The constant M(23,20) is = -0.0367508500892277155813572622467000000000
The difference (constant-sum) is = 5.00000000 E-32
**************************
The constant M(23,21) has to be equal to the sum of: 
M(115,21) = -0.0159108573507646719584018867927000000000
M(115,44) = -0.0187822654604049383449959993062000000000
M(115,67) = -0.0055602624821694464130658180543100000000
M(115,113) = -0.0123169306600384043416213888480000000000
Their sum is = -0.0525703159533774610580850930012099999998
The constant M(23,21) is = -0.0525703159533774610580850930012000000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(23,22) has to be equal to the sum of: 
M(115,22) = -0.0107287132957331820227844932794000000000
M(115,68) = -0.0211374923956244554687184577043000000000
M(115,91) = -0.0207669750754749108774160237633000000000
M(115,114) = -0.0170337470536390534871900887335000000000
Their sum is = -0.069666927820471601856109063480499999999
The constant M(23,22) is = -0.069666927820471601856109063480500000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(116,1) = -0.0263203393340336356477890247802000000000
M(116,3) = 0.302148374538928102853776627865000000000
M(116,5) = 0.169789284131776225721159136336000000000
M(116,7) = 0.115490171254473329284326857023000000000
M(116,9) = -0.0301480558426834493173760909933000000000
M(116,11) = 0.067769049394602382047404991355100000000
M(116,13) = 0.0461742979941792705283522280943000000000
M(116,15) = -0.0238574521736829749160314736167000000000
M(116,17) = 0.0256242213090595175063927286767000000000
M(116,19) = 0.0271776637443744605411129453681000000000
M(116,21) = -0.0249403402738025861140266492730000000000
M(116,23) = 0.0190380554888928245661070367287000000000
M(116,25) = -0.0262268256399406448367644128243000000000
M(116,27) = -0.0290242160905710839342735480179000000000
M(116,31) = 0.0056115498747123383585829113950100000000
M(116,33) = -0.0259338288766799620504841211202000000000
M(116,35) = -0.0234763178365406885474746412503000000000
M(116,37) = -0.00123184348013170623913321549101000000000
M(116,39) = -0.0269919275182930336189669164869000000000
M(116,41) = 0.000081025233842511490562723780728500000000
M(116,43) = -0.0077886017238282312750530347173600000000
M(116,45) = -0.0273076368444876840711436578155000000000
M(116,47) = -0.0047317542548173517192953453750000000000
M(116,49) = -0.0274141665620479155881399222889000000000
M(116,51) = -0.0214286385686006112571355425405000000000
M(116,53) = -0.0132607036308214347525141165822000000000
M(116,55) = -0.0332861078985489635476992510536999999999
M(116,57) = -0.0266937656288785612253033969394000000000
M(116,59) = -0.0154153105829243049730192188152000000000
M(116,61) = -0.0099799622848908868781307837403900000000
M(116,63) = -0.0255408956722929019070026545043000000000
M(116,65) = -0.0276740370460723924312683988116000000000
M(116,67) = -0.0177312980053740471427723642176000000000
M(116,69) = -0.0323128806375363730746819008956000000000
M(116,71) = -0.0169096252079303368682354938742000000000
M(116,73) = -0.0159156613105300521232878619335000000000
M(116,75) = -0.0253307446538342345428521194729000000000
M(116,77) = -0.0266161374981474370900982832138000000000
M(116,79) = -0.0175474839837432542188525122910000000000
M(116,81) = -0.0249696217829164001514350452085000000000
M(116,83) = -0.0152124570893844655820299302026000000000
M(116,85) = -0.0276071988780664865477274135104000000000
M(116,89) = -0.0230787191451644626574690087511000000000
M(116,91) = -0.0299443718540900988593395756985000000000
M(116,93) = -0.0315393902340957833115252069662000000001
M(116,95) = -0.0266813201343575164073894131140000000000
M(116,97) = -0.0223814034855858549958401837540000000000
M(116,99) = -0.0282107812294581448012642811978000000000
M(116,101) = -0.0218516499406020891363529542537000000000
M(116,103) = -0.0237529399819785645718613790260000000000
M(116,105) = -0.0284457804420171017896043650932000000000
M(116,107) = -0.0178716685320089517069565551954000000000
M(116,109) = -0.0242582447524658382068710228897000000000
M(116,111) = -0.0285950292923646429902722361096000000000
M(116,113) = -0.0167854499641236408358587143479000000000
M(116,115) = -0.0296666529375410518541619028623000000000
And of the summand: 1/29
Their sum is = -0.238502787152357216244573161391273224122
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 3.091682680 E-32
**************************
The constant M(4,1) has to be equal to the sum of: 
M(116,1) = -0.0263203393340336356477890247802000000000
M(116,5) = 0.169789284131776225721159136336000000000
M(116,9) = -0.0301480558426834493173760909933000000000
M(116,13) = 0.0461742979941792705283522280943000000000
M(116,17) = 0.0256242213090595175063927286767000000000
M(116,21) = -0.0249403402738025861140266492730000000000
M(116,25) = -0.0262268256399406448367644128243000000000
M(116,33) = -0.0259338288766799620504841211202000000000
M(116,37) = -0.00123184348013170623913321549101000000000
M(116,41) = 0.000081025233842511490562723780728500000000
M(116,45) = -0.0273076368444876840711436578155000000000
M(116,49) = -0.0274141665620479155881399222889000000000
M(116,53) = -0.0132607036308214347525141165822000000000
M(116,57) = -0.0266937656288785612253033969394000000000
M(116,61) = -0.0099799622848908868781307837403900000000
M(116,65) = -0.0276740370460723924312683988116000000000
M(116,69) = -0.0323128806375363730746819008956000000000
M(116,73) = -0.0159156613105300521232878619335000000000
M(116,77) = -0.0266161374981474370900982832138000000000
M(116,81) = -0.0249696217829164001514350452085000000000
M(116,85) = -0.0276071988780664865477274135104000000000
M(116,89) = -0.0230787191451644626574690087511000000000
M(116,93) = -0.0315393902340957833115252069662000000001
M(116,97) = -0.0223814034855858549958401837540000000000
M(116,101) = -0.0218516499406020891363529542537000000000
M(116,105) = -0.0284457804420171017896043650932000000000
M(116,109) = -0.0242582447524658382068710228897000000000
M(116,113) = -0.0167854499641236408358587143479000000000
And of the summand: 1/29
Their sum is = -0.286742056226175198653945141486423224133
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -4.232241324 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(116,3) = 0.302148374538928102853776627865000000000
M(116,7) = 0.115490171254473329284326857023000000000
M(116,11) = 0.067769049394602382047404991355100000000
M(116,15) = -0.0238574521736829749160314736167000000000
M(116,19) = 0.0271776637443744605411129453681000000000
M(116,23) = 0.0190380554888928245661070367287000000000
M(116,27) = -0.0290242160905710839342735480179000000000
M(116,31) = 0.0056115498747123383585829113950100000000
M(116,35) = -0.0234763178365406885474746412503000000000
M(116,39) = -0.0269919275182930336189669164869000000000
M(116,43) = -0.0077886017238282312750530347173600000000
M(116,47) = -0.0047317542548173517192953453750000000000
M(116,51) = -0.0214286385686006112571355425405000000000
M(116,55) = -0.0332861078985489635476992510536999999999
M(116,59) = -0.0154153105829243049730192188152000000000
M(116,63) = -0.0255408956722929019070026545043000000000
M(116,67) = -0.0177312980053740471427723642176000000000
M(116,71) = -0.0169096252079303368682354938742000000000
M(116,75) = -0.0253307446538342345428521194729000000000
M(116,79) = -0.0175474839837432542188525122910000000000
M(116,83) = -0.0152124570893844655820299302026000000000
M(116,91) = -0.0299443718540900988593395756985000000000
M(116,95) = -0.0266813201343575164073894131140000000000
M(116,99) = -0.0282107812294581448012642811978000000000
M(116,103) = -0.0237529399819785645718613790260000000000
M(116,107) = -0.0178716685320089517069565551954000000000
M(116,111) = -0.0285950292923646429902722361096000000000
M(116,115) = -0.0296666529375410518541619028623000000000
Their sum is = 0.0482392690738179824093719800951500000102
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 2.500000102 E-31
**************************
The constant M(29,1) has to be equal to the sum of: 
M(116,1) = -0.0263203393340336356477890247802000000000
M(116,59) = -0.0154153105829243049730192188152000000000
Their sum is = -0.0417356499169579406208082435953999999998
The constant M(29,1) is = -0.0417356499169579406208082435954000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(29,2) has to be equal to the sum of: 
M(116,31) = 0.0056115498747123383585829113950100000000
M(116,89) = -0.0230787191451644626574690087511000000000
And of the summand: 1/2
Their sum is = 0.482532830729547875701113902643910000000
The constant M(29,2) is = 0.482532830729547875701113902644000000000
The difference (constant-sum) is = -8.99999999 E-32
**************************
The constant M(29,3) has to be equal to the sum of: 
M(116,3) = 0.302148374538928102853776627865000000000
M(116,61) = -0.0099799622848908868781307837403900000000
Their sum is = 0.292168412254037215975645844124610000001
The constant M(29,3) is = 0.292168412254037215975645844125000000001
The difference (constant-sum) is = -3.899999997 E-31
**************************
The constant M(29,4) has to be equal to the sum of: 
M(116,33) = -0.0259338288766799620504841211202000000000
M(116,91) = -0.0299443718540900988593395756985000000000
Their sum is = -0.0558782007307700609098236968187000000000
The constant M(29,4) is = -0.0558782007307700609098236968187000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,5) has to be equal to the sum of: 
M(116,5) = 0.169789284131776225721159136336000000000
M(116,63) = -0.0255408956722929019070026545043000000000
Their sum is = 0.144248388459483323814156481831700000000
The constant M(29,5) is = 0.144248388459483323814156481831999999999
The difference (constant-sum) is = -2.999999990 E-31
**************************
The constant M(29,6) has to be equal to the sum of: 
M(116,35) = -0.0234763178365406885474746412503000000000
M(116,93) = -0.0315393902340957833115252069662000000001
Their sum is = -0.0550157080706364718589998482165000000000
The constant M(29,6) is = -0.0550157080706364718589998482165000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,7) has to be equal to the sum of: 
M(116,7) = 0.115490171254473329284326857023000000000
M(116,65) = -0.0276740370460723924312683988116000000000
Their sum is = 0.087816134208400936853058458211400000000
The constant M(29,7) is = 0.087816134208400936853058458210900000000
The difference (constant-sum) is = 5.000000002 E-31
**************************
The constant M(29,8) has to be equal to the sum of: 
M(116,37) = -0.00123184348013170623913321549101000000000
M(116,95) = -0.0266813201343575164073894131140000000000
Their sum is = -0.0279131636144892226465226286050100000000
The constant M(29,8) is = -0.0279131636144892226465226286050000000000
The difference (constant-sum) is = -9.99999996 E-33
**************************
The constant M(29,9) has to be equal to the sum of: 
M(116,9) = -0.0301480558426834493173760909933000000000
M(116,67) = -0.0177312980053740471427723642176000000000
Their sum is = -0.0478793538480574964601484552108999999998
The constant M(29,9) is = -0.0478793538480574964601484552109000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(29,10) has to be equal to the sum of: 
M(116,39) = -0.0269919275182930336189669164869000000000
M(116,97) = -0.0223814034855858549958401837540000000000
Their sum is = -0.0493733310038788886148071002409000000000
The constant M(29,10) is = -0.0493733310038788886148071002409000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,11) has to be equal to the sum of: 
M(116,11) = 0.067769049394602382047404991355100000000
M(116,69) = -0.0323128806375363730746819008956000000000
Their sum is = 0.0354561687570660089727230904595000000000
The constant M(29,11) is = 0.0354561687570660089727230904596000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(29,12) has to be equal to the sum of: 
M(116,41) = 0.000081025233842511490562723780728500000000
M(116,99) = -0.0282107812294581448012642811978000000000
Their sum is = -0.0281297559956156333107015574170715000000
The constant M(29,12) is = -0.0281297559956156333107015574171000000000
The difference (constant-sum) is = 2.850000004 E-32
**************************
The constant M(29,13) has to be equal to the sum of: 
M(116,13) = 0.0461742979941792705283522280943000000000
M(116,71) = -0.0169096252079303368682354938742000000000
Their sum is = 0.0292646727862489336601167342200999999999
The constant M(29,13) is = 0.0292646727862489336601167342201000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(29,14) has to be equal to the sum of: 
M(116,43) = -0.0077886017238282312750530347173600000000
M(116,101) = -0.0218516499406020891363529542537000000000
Their sum is = -0.0296402516644303204114059889710599999999
The constant M(29,14) is = -0.0296402516644303204114059889711000000000
The difference (constant-sum) is = 4.000000004 E-32
**************************
The constant M(29,15) has to be equal to the sum of: 
M(116,15) = -0.0238574521736829749160314736167000000000
M(116,73) = -0.0159156613105300521232878619335000000000
Their sum is = -0.0397731134842130270393193355501999999998
The constant M(29,15) is = -0.0397731134842130270393193355502000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(29,16) has to be equal to the sum of: 
M(116,45) = -0.0273076368444876840711436578155000000000
M(116,103) = -0.0237529399819785645718613790260000000000
Their sum is = -0.0510605768264662486430050368415000000000
The constant M(29,16) is = -0.0510605768264662486430050368416000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(29,17) has to be equal to the sum of: 
M(116,17) = 0.0256242213090595175063927286767000000000
M(116,75) = -0.0253307446538342345428521194729000000000
Their sum is = 0.000293476655225282963540609203799999999981
The constant M(29,17) is = 0.000293476655225282963540609203749000000000
The difference (constant-sum) is = 5.099999998111893677 E-32
**************************
The constant M(29,18) has to be equal to the sum of: 
M(116,47) = -0.0047317542548173517192953453750000000000
M(116,105) = -0.0284457804420171017896043650932000000000
Their sum is = -0.0331775346968344535088997104682000000000
The constant M(29,18) is = -0.0331775346968344535088997104681000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(29,19) has to be equal to the sum of: 
M(116,19) = 0.0271776637443744605411129453681000000000
M(116,77) = -0.0266161374981474370900982832138000000000
Their sum is = 0.00056152624622702345101466215430000000001
The constant M(29,19) is = 0.00056152624622702345101466215429400000000
The difference (constant-sum) is = 6.000000014 E-33
**************************
The constant M(29,20) has to be equal to the sum of: 
M(116,49) = -0.0274141665620479155881399222889000000000
M(116,107) = -0.0178716685320089517069565551954000000000
Their sum is = -0.0452858350940568672950964774843000000000
The constant M(29,20) is = -0.0452858350940568672950964774843000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,21) has to be equal to the sum of: 
M(116,21) = -0.0249403402738025861140266492730000000000
M(116,79) = -0.0175474839837432542188525122910000000000
Their sum is = -0.0424878242575458403328791615640000000000
The constant M(29,21) is = -0.0424878242575458403328791615640000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,22) has to be equal to the sum of: 
M(116,51) = -0.0214286385686006112571355425405000000000
M(116,109) = -0.0242582447524658382068710228897000000000
Their sum is = -0.0456868833210664494640065654302000000000
The constant M(29,22) is = -0.0456868833210664494640065654302000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,23) has to be equal to the sum of: 
M(116,23) = 0.0190380554888928245661070367287000000000
M(116,81) = -0.0249696217829164001514350452085000000000
Their sum is = -0.0059315662940235755853280084798000000000
The constant M(29,23) is = -0.0059315662940235755853280084798500000000
The difference (constant-sum) is = 5.00000000 E-32
**************************
The constant M(29,24) has to be equal to the sum of: 
M(116,53) = -0.0132607036308214347525141165822000000000
M(116,111) = -0.0285950292923646429902722361096000000000
Their sum is = -0.0418557329231860777427863526918000000000
The constant M(29,24) is = -0.0418557329231860777427863526919000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(29,25) has to be equal to the sum of: 
M(116,25) = -0.0262268256399406448367644128243000000000
M(116,83) = -0.0152124570893844655820299302026000000000
Their sum is = -0.0414392827293251104187943430268999999998
The constant M(29,25) is = -0.0414392827293251104187943430269000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(29,26) has to be equal to the sum of: 
M(116,55) = -0.0332861078985489635476992510536999999999
M(116,113) = -0.0167854499641236408358587143479000000000
Their sum is = -0.0500715578626726043835579654015999999998
The constant M(29,26) is = -0.0500715578626726043835579654016000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(29,27) has to be equal to the sum of: 
M(116,27) = -0.0290242160905710839342735480179000000000
M(116,85) = -0.0276071988780664865477274135104000000000
Their sum is = -0.0566314149686375704820009615283000000000
The constant M(29,27) is = -0.0566314149686375704820009615283000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,28) has to be equal to the sum of: 
M(116,57) = -0.0266937656288785612253033969394000000000
M(116,115) = -0.0296666529375410518541619028623000000000
Their sum is = -0.0563604185664196130794652998016999999998
The constant M(29,28) is = -0.0563604185664196130794652998017000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(58,1) has to be equal to the sum of: 
M(116,1) = -0.0263203393340336356477890247802000000000
M(116,59) = -0.0154153105829243049730192188152000000000
Their sum is = -0.0417356499169579406208082435953999999998
The constant M(58,1) is = -0.0417356499169579406208082435954000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(58,3) has to be equal to the sum of: 
M(116,3) = 0.302148374538928102853776627865000000000
M(116,61) = -0.0099799622848908868781307837403900000000
Their sum is = 0.292168412254037215975645844124610000001
The constant M(58,3) is = 0.292168412254037215975645844125000000001
The difference (constant-sum) is = -3.899999997 E-31
**************************
The constant M(58,5) has to be equal to the sum of: 
M(116,5) = 0.169789284131776225721159136336000000000
M(116,63) = -0.0255408956722929019070026545043000000000
Their sum is = 0.144248388459483323814156481831700000000
The constant M(58,5) is = 0.144248388459483323814156481831999999999
The difference (constant-sum) is = -2.999999990 E-31
**************************
The constant M(58,7) has to be equal to the sum of: 
M(116,7) = 0.115490171254473329284326857023000000000
M(116,65) = -0.0276740370460723924312683988116000000000
Their sum is = 0.087816134208400936853058458211400000000
The constant M(58,7) is = 0.087816134208400936853058458210900000000
The difference (constant-sum) is = 5.000000002 E-31
**************************
The constant M(58,9) has to be equal to the sum of: 
M(116,9) = -0.0301480558426834493173760909933000000000
M(116,67) = -0.0177312980053740471427723642176000000000
Their sum is = -0.0478793538480574964601484552108999999998
The constant M(58,9) is = -0.0478793538480574964601484552109000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(58,11) has to be equal to the sum of: 
M(116,11) = 0.067769049394602382047404991355100000000
M(116,69) = -0.0323128806375363730746819008956000000000
Their sum is = 0.0354561687570660089727230904595000000000
The constant M(58,11) is = 0.0354561687570660089727230904596000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(58,13) has to be equal to the sum of: 
M(116,13) = 0.0461742979941792705283522280943000000000
M(116,71) = -0.0169096252079303368682354938742000000000
Their sum is = 0.0292646727862489336601167342200999999999
The constant M(58,13) is = 0.0292646727862489336601167342201000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(58,15) has to be equal to the sum of: 
M(116,15) = -0.0238574521736829749160314736167000000000
M(116,73) = -0.0159156613105300521232878619335000000000
Their sum is = -0.0397731134842130270393193355501999999998
The constant M(58,15) is = -0.0397731134842130270393193355502000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(58,17) has to be equal to the sum of: 
M(116,17) = 0.0256242213090595175063927286767000000000
M(116,75) = -0.0253307446538342345428521194729000000000
Their sum is = 0.000293476655225282963540609203799999999981
The constant M(58,17) is = 0.000293476655225282963540609203749000000000
The difference (constant-sum) is = 5.099999998111893677 E-32
**************************
The constant M(58,19) has to be equal to the sum of: 
M(116,19) = 0.0271776637443744605411129453681000000000
M(116,77) = -0.0266161374981474370900982832138000000000
Their sum is = 0.00056152624622702345101466215430000000001
The constant M(58,19) is = 0.00056152624622702345101466215429400000000
The difference (constant-sum) is = 6.000000014 E-33
**************************
The constant M(58,21) has to be equal to the sum of: 
M(116,21) = -0.0249403402738025861140266492730000000000
M(116,79) = -0.0175474839837432542188525122910000000000
Their sum is = -0.0424878242575458403328791615640000000000
The constant M(58,21) is = -0.0424878242575458403328791615640000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(58,23) has to be equal to the sum of: 
M(116,23) = 0.0190380554888928245661070367287000000000
M(116,81) = -0.0249696217829164001514350452085000000000
Their sum is = -0.0059315662940235755853280084798000000000
The constant M(58,23) is = -0.0059315662940235755853280084798500000000
The difference (constant-sum) is = 5.00000000 E-32
**************************
The constant M(58,25) has to be equal to the sum of: 
M(116,25) = -0.0262268256399406448367644128243000000000
M(116,83) = -0.0152124570893844655820299302026000000000
Their sum is = -0.0414392827293251104187943430268999999998
The constant M(58,25) is = -0.0414392827293251104187943430269000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(58,27) has to be equal to the sum of: 
M(116,27) = -0.0290242160905710839342735480179000000000
M(116,85) = -0.0276071988780664865477274135104000000000
Their sum is = -0.0566314149686375704820009615283000000000
The constant M(58,27) is = -0.0566314149686375704820009615283000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(58,31) has to be equal to the sum of: 
M(116,31) = 0.0056115498747123383585829113950100000000
M(116,89) = -0.0230787191451644626574690087511000000000
Their sum is = -0.0174671692704521242988860973560900000001
The constant M(58,31) is = -0.0174671692704521242988860973561000000000
The difference (constant-sum) is = 9.99999996 E-33
**************************
The constant M(58,33) has to be equal to the sum of: 
M(116,33) = -0.0259338288766799620504841211202000000000
M(116,91) = -0.0299443718540900988593395756985000000000
Their sum is = -0.0558782007307700609098236968187000000000
The constant M(58,33) is = -0.0558782007307700609098236968187000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(58,35) has to be equal to the sum of: 
M(116,35) = -0.0234763178365406885474746412503000000000
M(116,93) = -0.0315393902340957833115252069662000000001
Their sum is = -0.0550157080706364718589998482165000000000
The constant M(58,35) is = -0.0550157080706364718589998482165000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(58,37) has to be equal to the sum of: 
M(116,37) = -0.00123184348013170623913321549101000000000
M(116,95) = -0.0266813201343575164073894131140000000000
Their sum is = -0.0279131636144892226465226286050100000000
The constant M(58,37) is = -0.0279131636144892226465226286050000000000
The difference (constant-sum) is = -9.99999996 E-33
**************************
The constant M(58,39) has to be equal to the sum of: 
M(116,39) = -0.0269919275182930336189669164869000000000
M(116,97) = -0.0223814034855858549958401837540000000000
Their sum is = -0.0493733310038788886148071002409000000000
The constant M(58,39) is = -0.0493733310038788886148071002409000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(58,41) has to be equal to the sum of: 
M(116,41) = 0.000081025233842511490562723780728500000000
M(116,99) = -0.0282107812294581448012642811978000000000
Their sum is = -0.0281297559956156333107015574170715000000
The constant M(58,41) is = -0.0281297559956156333107015574171000000000
The difference (constant-sum) is = 2.850000004 E-32
**************************
The constant M(58,43) has to be equal to the sum of: 
M(116,43) = -0.0077886017238282312750530347173600000000
M(116,101) = -0.0218516499406020891363529542537000000000
Their sum is = -0.0296402516644303204114059889710599999999
The constant M(58,43) is = -0.0296402516644303204114059889711000000000
The difference (constant-sum) is = 4.000000004 E-32
**************************
The constant M(58,45) has to be equal to the sum of: 
M(116,45) = -0.0273076368444876840711436578155000000000
M(116,103) = -0.0237529399819785645718613790260000000000
Their sum is = -0.0510605768264662486430050368415000000000
The constant M(58,45) is = -0.0510605768264662486430050368416000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(58,47) has to be equal to the sum of: 
M(116,47) = -0.0047317542548173517192953453750000000000
M(116,105) = -0.0284457804420171017896043650932000000000
Their sum is = -0.0331775346968344535088997104682000000000
The constant M(58,47) is = -0.0331775346968344535088997104681000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(58,49) has to be equal to the sum of: 
M(116,49) = -0.0274141665620479155881399222889000000000
M(116,107) = -0.0178716685320089517069565551954000000000
Their sum is = -0.0452858350940568672950964774843000000000
The constant M(58,49) is = -0.0452858350940568672950964774843000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(58,51) has to be equal to the sum of: 
M(116,51) = -0.0214286385686006112571355425405000000000
M(116,109) = -0.0242582447524658382068710228897000000000
Their sum is = -0.0456868833210664494640065654302000000000
The constant M(58,51) is = -0.0456868833210664494640065654302000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(58,53) has to be equal to the sum of: 
M(116,53) = -0.0132607036308214347525141165822000000000
M(116,111) = -0.0285950292923646429902722361096000000000
Their sum is = -0.0418557329231860777427863526918000000000
The constant M(58,53) is = -0.0418557329231860777427863526919000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(58,55) has to be equal to the sum of: 
M(116,55) = -0.0332861078985489635476992510536999999999
M(116,113) = -0.0167854499641236408358587143479000000000
Their sum is = -0.0500715578626726043835579654015999999998
The constant M(58,55) is = -0.0500715578626726043835579654016000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(58,57) has to be equal to the sum of: 
M(116,57) = -0.0266937656288785612253033969394000000000
M(116,115) = -0.0296666529375410518541619028623000000000
Their sum is = -0.0563604185664196130794652998016999999998
The constant M(58,57) is = -0.0563604185664196130794652998017000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(3,1) has to be equal to the sum of: 
M(117,1) = -0.0263014512480670561036482759016000000000
M(117,4) = -0.0253674568813645139671309158710000000000
M(117,7) = 0.121112786781838062351136382449000000000
M(117,10) = -0.0169991373407088955078835934822000000000
M(117,16) = -0.0215510628295278211003431583608000000000
M(117,19) = 0.0280006304590245925579330411645000000000
M(117,22) = -0.0157207495498196701011047085088000000000
M(117,25) = -0.0254450087913525826805529746609000000000
M(117,28) = -0.0218046694392723829090794832260000000000
M(117,31) = 0.0104095628585329450296644255320000000000
M(117,34) = -0.0176740991391024894902258362816000000000
M(117,37) = 0.0050582851432621666035345313622900000000
M(117,40) = -0.0194807577860373842950461550132000000000
M(117,43) = 0.00062724629450763988105731771350700000000
M(117,46) = -0.0164408655743395482850402670960000000000
M(117,49) = -0.0220800048497777789205762610855000000000
M(117,55) = -0.0231997710873178122312897659463000000000
M(117,58) = -0.0222166689984522289833823524242000000000
M(117,61) = -0.0095288872693053856420393526525000000000
M(117,64) = -0.0202075445882351226828136166977000000000
M(117,67) = -0.0112449684217641840553953494350000000000
M(117,70) = -0.0249455755117469191841650812638000000000
M(117,73) = -0.0080718227832876962042623862663100000000
M(117,76) = -0.0199449004828096481135168654695000000000
M(117,79) = -0.0086328210406268979840217117981900000000
M(117,82) = -0.0212543883882116718331521405733000000000
M(117,85) = -0.0251614631628212923478016940034000000000
M(117,88) = -0.0234615665759335169257502003981000000000
M(117,94) = -0.0224112919237471305861506575608000000000
M(117,97) = -0.0136458199038310592411418889394000000000
M(117,100) = -0.0257931705151446851648602391450000000000
M(117,103) = -0.0124718276411582330006897105511000000000
M(117,106) = -0.0186965812085240466150165831832000000000
M(117,109) = -0.0153443267805717937323827378989000000000
M(117,112) = -0.0205699649982538702843228426186000000000
M(117,115) = -0.0233534432585721404471115360322000000000
And of the summand: 1/13
Their sum is = -0.356890479509443129119649567200726076914
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 2.739230858 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(117,2) = 0.478947378253078839797138853127000000000
M(117,5) = 0.178537285985603900087164742869000000000
M(117,8) = -0.0215293947184187989499661365001000000000
M(117,11) = 0.066458870031354172424488776141400000000
M(117,14) = -0.0178862071837722965922731120549000000000
M(117,17) = 0.0389235782556712969476074534236000000000
M(117,20) = -0.0178146569676783767909449251060000000000
M(117,23) = 0.0228405079695433009298279684526000000000
M(117,29) = 0.0116847870287229781827831967193000000000
M(117,32) = -0.0157812086761767610340486289172000000000
M(117,35) = -0.0196667008353300761136298780304000000000
M(117,38) = -0.0233883545642837910809532156503000000000
M(117,41) = 0.00118676550145327189580716309178000000000
M(117,44) = -0.0259056671426924395536949775483000000000
M(117,47) = -0.000333081656177072765968279658238000000000
M(117,50) = -0.0176400783721601463842976204588000000000
M(117,53) = -0.0065216790038098338838322574145900000000
M(117,56) = -0.0201890581799123572145337419060000000000
M(117,59) = -0.0049924781937205797465062058122200000000
M(117,62) = -0.0196533794185119534696016103989000000000
M(117,68) = -0.0230439216046541880463847728590000000000
M(117,71) = -0.0117488273343091649930944114861000000000
M(117,74) = -0.0200653634358388693545067140891000000000
M(117,77) = -0.0226400851602392646618638963362000000000
M(117,80) = -0.0202665166253174662294054972112000000000
M(117,83) = -0.0106506405416801458501930603043000000000
M(117,86) = -0.0264086507949405175628464831788000000000
M(117,89) = -0.0137184537536948692473461751376000000000
M(117,92) = -0.0218628652185271819672331720703000000000
M(117,95) = -0.0232727809512024236935185872462000000000
M(117,98) = -0.0231160082684281265137218963760000000000
M(117,101) = -0.0156502976044819824903633694450000000000
M(117,107) = -0.0156994870245241589392427575127000000000
M(117,110) = -0.0197704043984029848113931775658000000000
M(117,113) = -0.0150724468510872413340763802163000000000
M(117,116) = -0.0192361195217021114476341408582000000000
Their sum is = 0.285054359023752579541743072475932000033
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -1.067999966 E-30
**************************
The constant M(9,1) has to be equal to the sum of: 
M(117,1) = -0.0263014512480670561036482759016000000000
M(117,10) = -0.0169991373407088955078835934822000000000
M(117,19) = 0.0280006304590245925579330411645000000000
M(117,28) = -0.0218046694392723829090794832260000000000
M(117,37) = 0.0050582851432621666035345313622900000000
M(117,46) = -0.0164408655743395482850402670960000000000
M(117,55) = -0.0231997710873178122312897659463000000000
M(117,64) = -0.0202075445882351226828136166977000000000
M(117,73) = -0.0080718227832876962042623862663100000000
M(117,82) = -0.0212543883882116718331521405733000000000
M(117,100) = -0.0257931705151446851648602391450000000000
M(117,109) = -0.0153443267805717937323827378989000000000
Their sum is = -0.162358232142869905492944933706519999999
The constant M(9,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 4.800000012 E-31
**************************
The constant M(9,2) has to be equal to the sum of: 
M(117,2) = 0.478947378253078839797138853127000000000
M(117,11) = 0.066458870031354172424488776141400000000
M(117,20) = -0.0178146569676783767909449251060000000000
M(117,29) = 0.0116847870287229781827831967193000000000
M(117,38) = -0.0233883545642837910809532156503000000000
M(117,47) = -0.000333081656177072765968279658238000000000
M(117,56) = -0.0201890581799123572145337419060000000000
M(117,74) = -0.0200653634358388693545067140891000000000
M(117,83) = -0.0106506405416801458501930603043000000000
M(117,92) = -0.0218628652185271819672331720703000000000
M(117,101) = -0.0156502976044819824903633694450000000000
M(117,110) = -0.0197704043984029848113931775658000000000
Their sum is = 0.407366312746173228078321170192662000006
The constant M(9,2) is = 0.407366312746173228078321170193000000000
The difference (constant-sum) is = -3.379999941 E-31
**************************
The constant M(9,4) has to be equal to the sum of: 
M(117,4) = -0.0253674568813645139671309158710000000000
M(117,22) = -0.0157207495498196701011047085088000000000
M(117,31) = 0.0104095628585329450296644255320000000000
M(117,40) = -0.0194807577860373842950461550132000000000
M(117,49) = -0.0220800048497777789205762610855000000000
M(117,58) = -0.0222166689984522289833823524242000000000
M(117,67) = -0.0112449684217641840553953494350000000000
M(117,76) = -0.0199449004828096481135168654695000000000
M(117,85) = -0.0251614631628212923478016940034000000000
M(117,94) = -0.0224112919237471305861506575608000000000
M(117,103) = -0.0124718276411582330006897105511000000000
M(117,112) = -0.0205699649982538702843228426186000000000
And of the summand: 1/13
Their sum is = -0.129337414914396066548530010086023076921
The constant M(9,4) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = -2.307692086 E-32
**************************
The constant M(9,5) has to be equal to the sum of: 
M(117,5) = 0.178537285985603900087164742869000000000
M(117,14) = -0.0178862071837722965922731120549000000000
M(117,23) = 0.0228405079695433009298279684526000000000
M(117,32) = -0.0157812086761767610340486289172000000000
M(117,41) = 0.00118676550145327189580716309178000000000
M(117,50) = -0.0176400783721601463842976204588000000000
M(117,59) = -0.0049924781937205797465062058122200000000
M(117,68) = -0.0230439216046541880463847728590000000000
M(117,77) = -0.0226400851602392646618638963362000000000
M(117,86) = -0.0264086507949405175628464831788000000000
M(117,95) = -0.0232727809512024236935185872462000000000
M(117,113) = -0.0150724468510872413340763802163000000000
Their sum is = 0.0358267016686470538569841873337600000012
The constant M(9,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = -2.399999987 E-31
**************************
The constant M(9,7) has to be equal to the sum of: 
M(117,7) = 0.121112786781838062351136382449000000000
M(117,16) = -0.0215510628295278211003431583608000000000
M(117,25) = -0.0254450087913525826805529746609000000000
M(117,34) = -0.0176740991391024894902258362816000000000
M(117,43) = 0.00062724629450763988105731771350700000000
M(117,61) = -0.0095288872693053856420393526525000000000
M(117,70) = -0.0249455755117469191841650812638000000000
M(117,79) = -0.0086328210406268979840217117981900000000
M(117,88) = -0.0234615665759335169257502003981000000000
M(117,97) = -0.0136458199038310592411418889394000000000
M(117,106) = -0.0186965812085240466150165831832000000000
M(117,115) = -0.0233534432585721404471115360322000000000
Their sum is = -0.065194832452177157078174623408182999999
The constant M(9,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 4.170000008 E-31
**************************
The constant M(9,8) has to be equal to the sum of: 
M(117,8) = -0.0215293947184187989499661365001000000000
M(117,17) = 0.0389235782556712969476074534236000000000
M(117,35) = -0.0196667008353300761136298780304000000000
M(117,44) = -0.0259056671426924395536949775483000000000
M(117,53) = -0.0065216790038098338838322574145900000000
M(117,62) = -0.0196533794185119534696016103989000000000
M(117,71) = -0.0117488273343091649930944114861000000000
M(117,80) = -0.0202665166253174662294054972112000000000
M(117,89) = -0.0137184537536948692473461751376000000000
M(117,98) = -0.0231160082684281265137218963760000000000
M(117,107) = -0.0156994870245241589392427575127000000000
M(117,116) = -0.0192361195217021114476341408582000000000
Their sum is = -0.158138655391067702393562285050489999998
The constant M(9,8) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -4.899999984 E-31
**************************
The constant M(13,1) has to be equal to the sum of: 
M(117,1) = -0.0263014512480670561036482759016000000000
M(117,14) = -0.0178862071837722965922731120549000000000
M(117,40) = -0.0194807577860373842950461550132000000000
M(117,53) = -0.0065216790038098338838322574145900000000
M(117,79) = -0.0086328210406268979840217117981900000000
M(117,92) = -0.0218628652185271819672331720703000000000
Their sum is = -0.100685781480840650826054684252779999999
The constant M(13,1) is = -0.100685781480840650826054684253000000000
The difference (constant-sum) is = 2.200000012 E-31
**************************
The constant M(13,2) has to be equal to the sum of: 
M(117,2) = 0.478947378253078839797138853127000000000
M(117,28) = -0.0218046694392723829090794832260000000000
M(117,41) = 0.00118676550145327189580716309178000000000
M(117,67) = -0.0112449684217641840553953494350000000000
M(117,80) = -0.0202665166253174662294054972112000000000
M(117,106) = -0.0186965812085240466150165831832000000000
Their sum is = 0.408121408059654031884049103163380000002
The constant M(13,2) is = 0.408121408059654031884049103164000000000
The difference (constant-sum) is = -6.199999986 E-31
**************************
The constant M(13,3) has to be equal to the sum of: 
M(117,16) = -0.0215510628295278211003431583608000000000
M(117,29) = 0.0116847870287229781827831967193000000000
M(117,55) = -0.0231997710873178122312897659463000000000
M(117,68) = -0.0230439216046541880463847728590000000000
M(117,94) = -0.0224112919237471305861506575608000000000
M(117,107) = -0.0156994870245241589392427575127000000000
And of the summand: 1/3
Their sum is = 0.239112585892285200612705417813033333333
The constant M(13,3) is = 0.239112585892285200612705417813000000000
The difference (constant-sum) is = 3.333333315 E-32
**************************
The constant M(13,4) has to be equal to the sum of: 
M(117,4) = -0.0253674568813645139671309158710000000000
M(117,17) = 0.0389235782556712969476074534236000000000
M(117,43) = 0.00062724629450763988105731771350700000000
M(117,56) = -0.0201890581799123572145337419060000000000
M(117,82) = -0.0212543883882116718331521405733000000000
M(117,95) = -0.0232727809512024236935185872462000000000
Their sum is = -0.0505328598505120298796706144593930000000
The constant M(13,4) is = -0.0505328598505120298796706144595000000000
The difference (constant-sum) is = 1.069999999 E-31
**************************
The constant M(13,5) has to be equal to the sum of: 
M(117,5) = 0.178537285985603900087164742869000000000
M(117,31) = 0.0104095628585329450296644255320000000000
M(117,44) = -0.0259056671426924395536949775483000000000
M(117,70) = -0.0249455755117469191841650812638000000000
M(117,83) = -0.0106506405416801458501930603043000000000
M(117,109) = -0.0153443267805717937323827378989000000000
Their sum is = 0.112100638867445546796393311385700000000
The constant M(13,5) is = 0.112100638867445546796393311386000000000
The difference (constant-sum) is = -3.000000001 E-31
**************************
The constant M(13,6) has to be equal to the sum of: 
M(117,19) = 0.0280006304590245925579330411645000000000
M(117,32) = -0.0157812086761767610340486289172000000000
M(117,58) = -0.0222166689984522289833823524242000000000
M(117,71) = -0.0117488273343091649930944114861000000000
M(117,97) = -0.0136458199038310592411418889394000000000
M(117,110) = -0.0197704043984029848113931775658000000000
Their sum is = -0.0551622988521476065051274181681999999998
The constant M(13,6) is = -0.0551622988521476065051274181682000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(13,7) has to be equal to the sum of: 
M(117,7) = 0.121112786781838062351136382449000000000
M(117,20) = -0.0178146569676783767909449251060000000000
M(117,46) = -0.0164408655743395482850402670960000000000
M(117,59) = -0.0049924781937205797465062058122200000000
M(117,85) = -0.0251614631628212923478016940034000000000
M(117,98) = -0.0231160082684281265137218963760000000000
Their sum is = 0.0335873146148501386671213940553800000006
The constant M(13,7) is = 0.0335873146148501386671213940549000000000
The difference (constant-sum) is = 4.800000006 E-31
**************************
The constant M(13,8) has to be equal to the sum of: 
M(117,8) = -0.0215293947184187989499661365001000000000
M(117,34) = -0.0176740991391024894902258362816000000000
M(117,47) = -0.000333081656177072765968279658238000000000
M(117,73) = -0.0080718227832876962042623862663100000000
M(117,86) = -0.0264086507949405175628464831788000000000
M(117,112) = -0.0205699649982538702843228426186000000000
Their sum is = -0.094587014090180445257591964503647999999
The constant M(13,8) is = -0.094587014090180445257591964503600000000
The difference (constant-sum) is = -4.799999930 E-32
**************************
The constant M(13,9) has to be equal to the sum of: 
M(117,22) = -0.0157207495498196701011047085088000000000
M(117,35) = -0.0196667008353300761136298780304000000000
M(117,61) = -0.0095288872693053856420393526525000000000
M(117,74) = -0.0200653634358388693545067140891000000000
M(117,100) = -0.0257931705151446851648602391450000000000
M(117,113) = -0.0150724468510872413340763802163000000000
Their sum is = -0.105847318456525927710217272642099999999
The constant M(13,9) is = -0.105847318456525927710217272642000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(13,10) has to be equal to the sum of: 
M(117,10) = -0.0169991373407088955078835934822000000000
M(117,23) = 0.0228405079695433009298279684526000000000
M(117,49) = -0.0220800048497777789205762610855000000000
M(117,62) = -0.0196533794185119534696016103989000000000
M(117,88) = -0.0234615665759335169257502003981000000000
M(117,101) = -0.0156502976044819824903633694450000000000
Their sum is = -0.075003877819870826384347066357099999999
The constant M(13,10) is = -0.075003877819870826384347066357300000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(13,11) has to be equal to the sum of: 
M(117,11) = 0.066458870031354172424488776141400000000
M(117,37) = 0.0050582851432621666035345313622900000000
M(117,50) = -0.0176400783721601463842976204588000000000
M(117,76) = -0.0199449004828096481135168654695000000000
M(117,89) = -0.0137184537536948692473461751376000000000
M(117,115) = -0.0233534432585721404471115360322000000000
Their sum is = -0.00313972069262046516424888959441000000009
The constant M(13,11) is = -0.00313972069262046516424888959427000000000
The difference (constant-sum) is = -1.4000000008671067908 E-31
**************************
The constant M(13,12) has to be equal to the sum of: 
M(117,25) = -0.0254450087913525826805529746609000000000
M(117,38) = -0.0233883545642837910809532156503000000000
M(117,64) = -0.0202075445882351226828136166977000000000
M(117,77) = -0.0226400851602392646618638963362000000000
M(117,103) = -0.0124718276411582330006897105511000000000
M(117,116) = -0.0192361195217021114476341408582000000000
Their sum is = -0.123388940266971105554507554754399999999
The constant M(13,12) is = -0.123388940266971105554507554754000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(39,1) has to be equal to the sum of: 
M(117,1) = -0.0263014512480670561036482759016000000000
M(117,40) = -0.0194807577860373842950461550132000000000
M(117,79) = -0.0086328210406268979840217117981900000000
Their sum is = -0.0544150300747313383827161427129900000000
The constant M(39,1) is = -0.0544150300747313383827161427129000000000
The difference (constant-sum) is = -8.99999999 E-32
**************************
The constant M(39,2) has to be equal to the sum of: 
M(117,2) = 0.478947378253078839797138853127000000000
M(117,41) = 0.00118676550145327189580716309178000000000
M(117,80) = -0.0202665166253174662294054972112000000000
Their sum is = 0.459867627129214645463540519007580000000
The constant M(39,2) is = 0.459867627129214645463540519008000000000
The difference (constant-sum) is = -4.200000012 E-31
**************************
The constant M(39,4) has to be equal to the sum of: 
M(117,4) = -0.0253674568813645139671309158710000000000
M(117,43) = 0.00062724629450763988105731771350700000000
M(117,82) = -0.0212543883882116718331521405733000000000
Their sum is = -0.0459945989750685459192257387307930000000
The constant M(39,4) is = -0.0459945989750685459192257387309000000000
The difference (constant-sum) is = 1.069999999 E-31
**************************
The constant M(39,5) has to be equal to the sum of: 
M(117,5) = 0.178537285985603900087164742869000000000
M(117,44) = -0.0259056671426924395536949775483000000000
M(117,83) = -0.0106506405416801458501930603043000000000
Their sum is = 0.141980978301231314683276705016400000000
The constant M(39,5) is = 0.141980978301231314683276705017000000000
The difference (constant-sum) is = -6.000000002 E-31
**************************
The constant M(39,7) has to be equal to the sum of: 
M(117,7) = 0.121112786781838062351136382449000000000
M(117,46) = -0.0164408655743395482850402670960000000000
M(117,85) = -0.0251614631628212923478016940034000000000
Their sum is = 0.079510458044677221718294421349600000000
The constant M(39,7) is = 0.079510458044677221718294421349100000000
The difference (constant-sum) is = 5.000000002 E-31
**************************
The constant M(39,8) has to be equal to the sum of: 
M(117,8) = -0.0215293947184187989499661365001000000000
M(117,47) = -0.000333081656177072765968279658238000000000
M(117,86) = -0.0264086507949405175628464831788000000000
Their sum is = -0.0482711271695363892787808993371380000000
The constant M(39,8) is = -0.0482711271695363892787808993371000000000
The difference (constant-sum) is = -3.799999999 E-32
**************************
The constant M(39,10) has to be equal to the sum of: 
M(117,10) = -0.0169991373407088955078835934822000000000
M(117,49) = -0.0220800048497777789205762610855000000000
M(117,88) = -0.0234615665759335169257502003981000000000
Their sum is = -0.062540708766420191354210054965800000000
The constant M(39,10) is = -0.062540708766420191354210054965900000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(39,11) has to be equal to the sum of: 
M(117,11) = 0.066458870031354172424488776141400000000
M(117,50) = -0.0176400783721601463842976204588000000000
M(117,89) = -0.0137184537536948692473461751376000000000
Their sum is = 0.0351003379054991567928449805450000000000
The constant M(39,11) is = 0.0351003379054991567928449805451000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(39,14) has to be equal to the sum of: 
M(117,14) = -0.0178862071837722965922731120549000000000
M(117,53) = -0.0065216790038098338838322574145900000000
M(117,92) = -0.0218628652185271819672331720703000000000
Their sum is = -0.0462707514061093124433385415397900000000
The constant M(39,14) is = -0.0462707514061093124433385415398000000000
The difference (constant-sum) is = 1.000000005 E-32
**************************
The constant M(39,16) has to be equal to the sum of: 
M(117,16) = -0.0215510628295278211003431583608000000000
M(117,55) = -0.0231997710873178122312897659463000000000
M(117,94) = -0.0224112919237471305861506575608000000000
Their sum is = -0.067162125840592763917783581867899999999
The constant M(39,16) is = -0.067162125840592763917783581867899999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(39,17) has to be equal to the sum of: 
M(117,17) = 0.0389235782556712969476074534236000000000
M(117,56) = -0.0201890581799123572145337419060000000000
M(117,95) = -0.0232727809512024236935185872462000000000
Their sum is = -0.0045382608754434839604448757285999999999
The constant M(39,17) is = -0.0045382608754434839604448757286400000000
The difference (constant-sum) is = 4.000000006 E-32
**************************
The constant M(39,19) has to be equal to the sum of: 
M(117,19) = 0.0280006304590245925579330411645000000000
M(117,58) = -0.0222166689984522289833823524242000000000
M(117,97) = -0.0136458199038310592411418889394000000000
Their sum is = -0.0078618584432586956665912001991000000000
The constant M(39,19) is = -0.0078618584432586956665912001990699999999
The difference (constant-sum) is = -3.000000007 E-32
**************************
The constant M(39,20) has to be equal to the sum of: 
M(117,20) = -0.0178146569676783767909449251060000000000
M(117,59) = -0.0049924781937205797465062058122200000000
M(117,98) = -0.0231160082684281265137218963760000000000
Their sum is = -0.0459231434298270830511730272942200000000
The constant M(39,20) is = -0.0459231434298270830511730272942000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(39,22) has to be equal to the sum of: 
M(117,22) = -0.0157207495498196701011047085088000000000
M(117,61) = -0.0095288872693053856420393526525000000000
M(117,100) = -0.0257931705151446851648602391450000000000
Their sum is = -0.0510428073342697409080043003063000000000
The constant M(39,22) is = -0.0510428073342697409080043003063000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,23) has to be equal to the sum of: 
M(117,23) = 0.0228405079695433009298279684526000000000
M(117,62) = -0.0196533794185119534696016103989000000000
M(117,101) = -0.0156502976044819824903633694450000000000
Their sum is = -0.0124631690534506350301370113913000000001
The constant M(39,23) is = -0.0124631690534506350301370113914000000000
The difference (constant-sum) is = 9.99999999 E-32
**************************
The constant M(39,25) has to be equal to the sum of: 
M(117,25) = -0.0254450087913525826805529746609000000000
M(117,64) = -0.0202075445882351226828136166977000000000
M(117,103) = -0.0124718276411582330006897105511000000000
Their sum is = -0.0581243810207459383640563019096999999998
The constant M(39,25) is = -0.0581243810207459383640563019098000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(39,28) has to be equal to the sum of: 
M(117,28) = -0.0218046694392723829090794832260000000000
M(117,67) = -0.0112449684217641840553953494350000000000
M(117,106) = -0.0186965812085240466150165831832000000000
Their sum is = -0.0517462190695606135794914158441999999998
The constant M(39,28) is = -0.0517462190695606135794914158442000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(39,29) has to be equal to the sum of: 
M(117,29) = 0.0116847870287229781827831967193000000000
M(117,68) = -0.0230439216046541880463847728590000000000
M(117,107) = -0.0156994870245241589392427575127000000000
Their sum is = -0.0270586216004553688028443336524000000000
The constant M(39,29) is = -0.0270586216004553688028443336524000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(39,31) has to be equal to the sum of: 
M(117,31) = 0.0104095628585329450296644255320000000000
M(117,70) = -0.0249455755117469191841650812638000000000
M(117,109) = -0.0153443267805717937323827378989000000000
Their sum is = -0.0298803394337857678868833936307000000001
The constant M(39,31) is = -0.0298803394337857678868833936306000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(39,32) has to be equal to the sum of: 
M(117,32) = -0.0157812086761767610340486289172000000000
M(117,71) = -0.0117488273343091649930944114861000000000
M(117,110) = -0.0197704043984029848113931775658000000000
Their sum is = -0.0473004404088889108385362179690999999998
The constant M(39,32) is = -0.0473004404088889108385362179691000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(39,34) has to be equal to the sum of: 
M(117,34) = -0.0176740991391024894902258362816000000000
M(117,73) = -0.0080718227832876962042623862663100000000
M(117,112) = -0.0205699649982538702843228426186000000000
Their sum is = -0.0463158869206440559788110651665100000000
The constant M(39,34) is = -0.0463158869206440559788110651665000000000
The difference (constant-sum) is = -1.000000005 E-32
**************************
The constant M(39,35) has to be equal to the sum of: 
M(117,35) = -0.0196667008353300761136298780304000000000
M(117,74) = -0.0200653634358388693545067140891000000000
M(117,113) = -0.0150724468510872413340763802163000000000
Their sum is = -0.0548045111222561868022129723357999999998
The constant M(39,35) is = -0.0548045111222561868022129723358000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(39,37) has to be equal to the sum of: 
M(117,37) = 0.0050582851432621666035345313622900000000
M(117,76) = -0.0199449004828096481135168654695000000000
M(117,115) = -0.0233534432585721404471115360322000000000
Their sum is = -0.0382400585981196219570938701394100000000
The constant M(39,37) is = -0.0382400585981196219570938701393000000000
The difference (constant-sum) is = -1.099999998 E-31
**************************
The constant M(39,38) has to be equal to the sum of: 
M(117,38) = -0.0233883545642837910809532156503000000000
M(117,77) = -0.0226400851602392646618638963362000000000
M(117,116) = -0.0192361195217021114476341408582000000000
Their sum is = -0.065264559246225167190451252844699999999
The constant M(39,38) is = -0.065264559246225167190451252844700000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(118,1) = -0.0297575545536582850391835505565000000000
M(118,3) = 0.306641585168174397896852218845999999999
M(118,5) = 0.173902041011585613269554540599000000000
M(118,7) = 0.112227850566211519915513317798000000000
M(118,9) = -0.0231048406373195951410682070027000000000
M(118,11) = 0.0601583389905076122335103935159000000000
M(118,13) = 0.0563468371503635517038139095376000000000
M(118,15) = -0.0281327153646620769674458909965000000000
M(118,17) = 0.0279038812723581672031601724405000000000
M(118,19) = 0.0328224191720588789651925354375000000000
M(118,21) = -0.0219458960625366840409927262024000000000
M(118,23) = 0.0129993889376191357951557372274000000000
M(118,25) = -0.0284046696678916168603002276016000000000
M(118,27) = -0.0253257510992042829510105611053000000000
M(118,29) = 0.0059092983409627968898788144587700000000
M(118,31) = 0.0098264114376871258768547176402000000000
M(118,33) = -0.0212014900523934801226398309496000000000
M(118,35) = -0.0256763724023905229376733431342000000000
M(118,37) = -0.00284928776886332131972505189672000000000
M(118,39) = -0.0264706520400382664339895542658000000000
M(118,41) = -0.0044854703759175928106364446626400000000
M(118,43) = -0.0058482496734248528713535454963000000000
M(118,45) = -0.0238274995552545836553079108067000000000
M(118,47) = -0.0051442591456297397200844745248200000000
M(118,49) = -0.0253982794553995273785987967578000000000
M(118,51) = -0.0294657841091623647338658183337000000000
M(118,53) = -0.0119304923015228329890883189742000000000
M(118,55) = -0.0236404388536974259037413008543000000000
M(118,57) = -0.0277469343768409174321459752639000000000
M(118,61) = -0.0088165351220310752193331763970000000000
M(118,63) = -0.0262505344399285303580808526233000000000
M(118,65) = -0.0299997346523846143731667700604000000000
M(118,67) = -0.0154655208993517563896467885498000000000
M(118,69) = -0.0285120634730564801838069099563000000000
M(118,71) = -0.0148980403569922954831986219349000000000
M(118,73) = -0.0145508839334424517455150930112000000000
M(118,75) = -0.0226671228832425255786006568846000000000
M(118,77) = -0.0261269900273512618152585837652000000000
M(118,79) = -0.0124823311952437820172402088191000000000
M(118,81) = -0.0245919648649737203461910371099000000000
M(118,83) = -0.0202334983333019989931596158463000000000
M(118,85) = -0.0300356634067439687424982266846000000000
M(118,87) = -0.0313557845295611980961820727022000000000
M(118,89) = -0.0180397516017320022046549985929000000000
M(118,91) = -0.0316331476240883785301854393761000000000
M(118,93) = -0.0275627929193932619574388100668000000000
M(118,95) = -0.0280438250184102107523771335908000000000
M(118,97) = -0.0216600070958450101355265737047000000000
M(118,99) = -0.0316699335381771217780029895922000000000
M(118,101) = -0.0171761826759695285742501662528000000000
M(118,103) = -0.0195968648762885629675140060684000000000
M(118,105) = -0.0271500709054473870272126947460000000000
M(118,107) = -0.0201857353000934547480338907257000000000
M(118,109) = -0.0172762890452789257123448578971000000000
M(118,111) = -0.0231864295453339872584941646019000000000
M(118,113) = -0.0189908550862266070821167301379000000000
M(118,115) = -0.0248689317190276378483632012936000000000
M(118,117) = -0.0308058691775331921227459219041000000000
And of the summand: 1/59
Their sum is = -0.238502787152357216244573161390779491508
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 5.246494400 E-31
**************************
The constant M(59,1) has to be equal to the sum of: 
M(118,1) = -0.0297575545536582850391835505565000000000
Their sum is = -0.0297575545536582850391835505565000000000
The constant M(59,1) is = -0.0297575545536582850391835505565000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,2) has to be equal to the sum of: 
M(118,61) = -0.0088165351220310752193331763970000000000
And of the summand: 1/2
Their sum is = 0.491183464877968924780666823602999999999984560691
The constant M(59,2) is = 0.491183464877968924780666823603000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(59,3) has to be equal to the sum of: 
M(118,3) = 0.306641585168174397896852218845999999999
Their sum is = 0.306641585168174397896852218845999999999
The constant M(59,3) is = 0.306641585168174397896852218845999999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(59,4) has to be equal to the sum of: 
M(118,63) = -0.0262505344399285303580808526233000000000
Their sum is = -0.0262505344399285303580808526233000000000
The constant M(59,4) is = -0.0262505344399285303580808526233000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,5) has to be equal to the sum of: 
M(118,5) = 0.173902041011585613269554540599000000000
Their sum is = 0.173902041011585613269554540599000000000
The constant M(59,5) is = 0.173902041011585613269554540599000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(59,6) has to be equal to the sum of: 
M(118,65) = -0.0299997346523846143731667700604000000000
Their sum is = -0.0299997346523846143731667700604000000000
The constant M(59,6) is = -0.0299997346523846143731667700604000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,7) has to be equal to the sum of: 
M(118,7) = 0.112227850566211519915513317798000000000
Their sum is = 0.112227850566211519915513317798000000000
The constant M(59,7) is = 0.112227850566211519915513317798000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(59,8) has to be equal to the sum of: 
M(118,67) = -0.0154655208993517563896467885498000000000
Their sum is = -0.0154655208993517563896467885498000000000
The constant M(59,8) is = -0.0154655208993517563896467885498000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,9) has to be equal to the sum of: 
M(118,9) = -0.0231048406373195951410682070027000000000
Their sum is = -0.0231048406373195951410682070027000000000
The constant M(59,9) is = -0.0231048406373195951410682070027000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,10) has to be equal to the sum of: 
M(118,69) = -0.0285120634730564801838069099563000000000
Their sum is = -0.0285120634730564801838069099563000000000
The constant M(59,10) is = -0.0285120634730564801838069099563000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,11) has to be equal to the sum of: 
M(118,11) = 0.0601583389905076122335103935159000000000
Their sum is = 0.0601583389905076122335103935159000000000
The constant M(59,11) is = 0.0601583389905076122335103935159000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,12) has to be equal to the sum of: 
M(118,71) = -0.0148980403569922954831986219349000000000
Their sum is = -0.0148980403569922954831986219349000000000
The constant M(59,12) is = -0.0148980403569922954831986219349000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,13) has to be equal to the sum of: 
M(118,13) = 0.0563468371503635517038139095376000000000
Their sum is = 0.0563468371503635517038139095376000000000
The constant M(59,13) is = 0.0563468371503635517038139095376000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,14) has to be equal to the sum of: 
M(118,73) = -0.0145508839334424517455150930112000000000
Their sum is = -0.0145508839334424517455150930112000000000
The constant M(59,14) is = -0.0145508839334424517455150930112000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,15) has to be equal to the sum of: 
M(118,15) = -0.0281327153646620769674458909965000000000
Their sum is = -0.0281327153646620769674458909965000000000
The constant M(59,15) is = -0.0281327153646620769674458909965000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,16) has to be equal to the sum of: 
M(118,75) = -0.0226671228832425255786006568846000000000
Their sum is = -0.0226671228832425255786006568846000000000
The constant M(59,16) is = -0.0226671228832425255786006568846000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,17) has to be equal to the sum of: 
M(118,17) = 0.0279038812723581672031601724405000000000
Their sum is = 0.0279038812723581672031601724405000000000
The constant M(59,17) is = 0.0279038812723581672031601724405000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,18) has to be equal to the sum of: 
M(118,77) = -0.0261269900273512618152585837652000000000
Their sum is = -0.0261269900273512618152585837652000000000
The constant M(59,18) is = -0.0261269900273512618152585837652000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,19) has to be equal to the sum of: 
M(118,19) = 0.0328224191720588789651925354375000000000
Their sum is = 0.0328224191720588789651925354375000000000
The constant M(59,19) is = 0.0328224191720588789651925354375000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,20) has to be equal to the sum of: 
M(118,79) = -0.0124823311952437820172402088191000000000
Their sum is = -0.0124823311952437820172402088191000000000
The constant M(59,20) is = -0.0124823311952437820172402088191000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,21) has to be equal to the sum of: 
M(118,21) = -0.0219458960625366840409927262024000000000
Their sum is = -0.0219458960625366840409927262024000000000
The constant M(59,21) is = -0.0219458960625366840409927262024000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,22) has to be equal to the sum of: 
M(118,81) = -0.0245919648649737203461910371099000000000
Their sum is = -0.0245919648649737203461910371099000000000
The constant M(59,22) is = -0.0245919648649737203461910371099000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,23) has to be equal to the sum of: 
M(118,23) = 0.0129993889376191357951557372274000000000
Their sum is = 0.0129993889376191357951557372274000000000
The constant M(59,23) is = 0.0129993889376191357951557372274000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,24) has to be equal to the sum of: 
M(118,83) = -0.0202334983333019989931596158463000000000
Their sum is = -0.0202334983333019989931596158463000000000
The constant M(59,24) is = -0.0202334983333019989931596158463000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,25) has to be equal to the sum of: 
M(118,25) = -0.0284046696678916168603002276016000000000
Their sum is = -0.0284046696678916168603002276016000000000
The constant M(59,25) is = -0.0284046696678916168603002276016000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,26) has to be equal to the sum of: 
M(118,85) = -0.0300356634067439687424982266846000000000
Their sum is = -0.0300356634067439687424982266846000000000
The constant M(59,26) is = -0.0300356634067439687424982266846000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,27) has to be equal to the sum of: 
M(118,27) = -0.0253257510992042829510105611053000000000
Their sum is = -0.0253257510992042829510105611053000000000
The constant M(59,27) is = -0.0253257510992042829510105611053000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,28) has to be equal to the sum of: 
M(118,87) = -0.0313557845295611980961820727022000000000
Their sum is = -0.0313557845295611980961820727022000000000
The constant M(59,28) is = -0.0313557845295611980961820727022000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,29) has to be equal to the sum of: 
M(118,29) = 0.0059092983409627968898788144587700000000
Their sum is = 0.0059092983409627968898788144587700000000
The constant M(59,29) is = 0.0059092983409627968898788144587700000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,30) has to be equal to the sum of: 
M(118,89) = -0.0180397516017320022046549985929000000000
Their sum is = -0.0180397516017320022046549985929000000000
The constant M(59,30) is = -0.0180397516017320022046549985929000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,31) has to be equal to the sum of: 
M(118,31) = 0.0098264114376871258768547176402000000000
Their sum is = 0.0098264114376871258768547176402000000000
The constant M(59,31) is = 0.0098264114376871258768547176402000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,32) has to be equal to the sum of: 
M(118,91) = -0.0316331476240883785301854393761000000000
Their sum is = -0.0316331476240883785301854393761000000000
The constant M(59,32) is = -0.0316331476240883785301854393761000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,33) has to be equal to the sum of: 
M(118,33) = -0.0212014900523934801226398309496000000000
Their sum is = -0.0212014900523934801226398309496000000000
The constant M(59,33) is = -0.0212014900523934801226398309496000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,34) has to be equal to the sum of: 
M(118,93) = -0.0275627929193932619574388100668000000000
Their sum is = -0.0275627929193932619574388100668000000000
The constant M(59,34) is = -0.0275627929193932619574388100668000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,35) has to be equal to the sum of: 
M(118,35) = -0.0256763724023905229376733431342000000000
Their sum is = -0.0256763724023905229376733431342000000000
The constant M(59,35) is = -0.0256763724023905229376733431342000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,36) has to be equal to the sum of: 
M(118,95) = -0.0280438250184102107523771335908000000000
Their sum is = -0.0280438250184102107523771335908000000000
The constant M(59,36) is = -0.0280438250184102107523771335908000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,37) has to be equal to the sum of: 
M(118,37) = -0.00284928776886332131972505189672000000000
Their sum is = -0.00284928776886332131972505189672000000000
The constant M(59,37) is = -0.00284928776886332131972505189672000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(59,38) has to be equal to the sum of: 
M(118,97) = -0.0216600070958450101355265737047000000000
Their sum is = -0.0216600070958450101355265737047000000000
The constant M(59,38) is = -0.0216600070958450101355265737047000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,39) has to be equal to the sum of: 
M(118,39) = -0.0264706520400382664339895542658000000000
Their sum is = -0.0264706520400382664339895542658000000000
The constant M(59,39) is = -0.0264706520400382664339895542658000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,40) has to be equal to the sum of: 
M(118,99) = -0.0316699335381771217780029895922000000000
Their sum is = -0.0316699335381771217780029895922000000000
The constant M(59,40) is = -0.0316699335381771217780029895922000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,41) has to be equal to the sum of: 
M(118,41) = -0.0044854703759175928106364446626400000000
Their sum is = -0.0044854703759175928106364446626400000000
The constant M(59,41) is = -0.0044854703759175928106364446626400000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,42) has to be equal to the sum of: 
M(118,101) = -0.0171761826759695285742501662528000000000
Their sum is = -0.0171761826759695285742501662528000000000
The constant M(59,42) is = -0.0171761826759695285742501662528000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,43) has to be equal to the sum of: 
M(118,43) = -0.0058482496734248528713535454963000000000
Their sum is = -0.0058482496734248528713535454963000000000
The constant M(59,43) is = -0.0058482496734248528713535454963000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,44) has to be equal to the sum of: 
M(118,103) = -0.0195968648762885629675140060684000000000
Their sum is = -0.0195968648762885629675140060684000000000
The constant M(59,44) is = -0.0195968648762885629675140060684000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,45) has to be equal to the sum of: 
M(118,45) = -0.0238274995552545836553079108067000000000
Their sum is = -0.0238274995552545836553079108067000000000
The constant M(59,45) is = -0.0238274995552545836553079108067000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,46) has to be equal to the sum of: 
M(118,105) = -0.0271500709054473870272126947460000000000
Their sum is = -0.0271500709054473870272126947460000000000
The constant M(59,46) is = -0.0271500709054473870272126947460000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,47) has to be equal to the sum of: 
M(118,47) = -0.0051442591456297397200844745248200000000
Their sum is = -0.0051442591456297397200844745248200000000
The constant M(59,47) is = -0.0051442591456297397200844745248200000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,48) has to be equal to the sum of: 
M(118,107) = -0.0201857353000934547480338907257000000000
Their sum is = -0.0201857353000934547480338907257000000000
The constant M(59,48) is = -0.0201857353000934547480338907257000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,49) has to be equal to the sum of: 
M(118,49) = -0.0253982794553995273785987967578000000000
Their sum is = -0.0253982794553995273785987967578000000000
The constant M(59,49) is = -0.0253982794553995273785987967578000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,50) has to be equal to the sum of: 
M(118,109) = -0.0172762890452789257123448578971000000000
Their sum is = -0.0172762890452789257123448578971000000000
The constant M(59,50) is = -0.0172762890452789257123448578971000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,51) has to be equal to the sum of: 
M(118,51) = -0.0294657841091623647338658183337000000000
Their sum is = -0.0294657841091623647338658183337000000000
The constant M(59,51) is = -0.0294657841091623647338658183337000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,52) has to be equal to the sum of: 
M(118,111) = -0.0231864295453339872584941646019000000000
Their sum is = -0.0231864295453339872584941646019000000000
The constant M(59,52) is = -0.0231864295453339872584941646019000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,53) has to be equal to the sum of: 
M(118,53) = -0.0119304923015228329890883189742000000000
Their sum is = -0.0119304923015228329890883189742000000000
The constant M(59,53) is = -0.0119304923015228329890883189742000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,54) has to be equal to the sum of: 
M(118,113) = -0.0189908550862266070821167301379000000000
Their sum is = -0.0189908550862266070821167301379000000000
The constant M(59,54) is = -0.0189908550862266070821167301379000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,55) has to be equal to the sum of: 
M(118,55) = -0.0236404388536974259037413008543000000000
Their sum is = -0.0236404388536974259037413008543000000000
The constant M(59,55) is = -0.0236404388536974259037413008543000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,56) has to be equal to the sum of: 
M(118,115) = -0.0248689317190276378483632012936000000000
Their sum is = -0.0248689317190276378483632012936000000000
The constant M(59,56) is = -0.0248689317190276378483632012936000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,57) has to be equal to the sum of: 
M(118,57) = -0.0277469343768409174321459752639000000000
Their sum is = -0.0277469343768409174321459752639000000000
The constant M(59,57) is = -0.0277469343768409174321459752639000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(59,58) has to be equal to the sum of: 
M(118,117) = -0.0308058691775331921227459219041000000000
Their sum is = -0.0308058691775331921227459219041000000000
The constant M(59,58) is = -0.0308058691775331921227459219041000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(7,1) has to be equal to the sum of: 
M(119,1) = -0.0137121900214561764167293216031000000000
M(119,8) = -0.0130944020407380770178802420037000000000
M(119,15) = -0.0180112256455105989514612845799000000000
M(119,22) = -0.0166043730366094661550389649232000000000
M(119,29) = 0.0147954792419244399116421070880000000000
M(119,36) = -0.0187340876803005307239711193187000000000
M(119,43) = 0.0079493368296368506463269572919500000000
M(119,50) = -0.0190358384424435594615437102131000000000
M(119,57) = -0.0195885559633660244332951892297000000000
M(119,64) = -0.0166484394400037821870972167843000000000
M(119,71) = -0.0043760724639293438149827247944000000000
M(119,78) = -0.0134519622292825537562828405152000000000
M(119,92) = -0.0129378348425814246373233156121000000000
M(119,99) = -0.0163733387334645366978850108178999999999
M(119,106) = -0.0172116099462532583657625410523000000000
M(119,113) = -0.0100400281301932520354545928664000000000
Their sum is = -0.187075142544571294096739009934049999997
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = -4.99999967 E-32
**************************
The constant M(7,2) has to be equal to the sum of: 
M(119,2) = 0.482298261901120156930432817774000000000
M(119,9) = -0.0211406670609336763191112840160000000000
M(119,16) = -0.0165793589527428690914009770823000000000
M(119,23) = 0.0258433238243632093930416754031000000000
M(119,30) = -0.0130226235021109722938032500214000000000
M(119,37) = 0.0072125946927544486077993209421700000000
M(119,44) = -0.0107991225548691584466715405921000000000
M(119,58) = -0.0174513311069063279127940144398000000000
M(119,65) = -0.0184218287233044009906578017200000000000
M(119,72) = -0.0146505835823197779194461672032000000000
M(119,79) = -0.0041149401621625961310178306335600000000
M(119,86) = -0.0173008550454269011729410537880000000000
M(119,93) = -0.0150187474879611229251510126705000000000
M(119,100) = -0.0177592672245066090084952505740000000000
M(119,107) = -0.0097766853986738912441236094497200000000
M(119,114) = -0.0133004402453859638777912672292000000000
Their sum is = 0.326017729370933547597868754699490000007
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = 4.900000064 E-31
**************************
The constant M(7,3) has to be equal to the sum of: 
M(119,3) = 0.319794379303153971363808452969999999999
M(119,10) = -0.0179166121378174328937511686309000000000
M(119,24) = -0.0184244256515974864308812499487000000000
M(119,31) = 0.0166128377310409144361385181097000000000
M(119,38) = -0.0135002003334334216229546022962000000000
M(119,45) = -0.0143172511100230767653274819410000000000
M(119,52) = -0.0153956915652636503823539866771000000000
M(119,59) = -0.00194017013321321859692769490848000000000
M(119,66) = -0.0183302484545551665161406480729000000000
M(119,73) = -0.00298392114432446788353997976617000000000
M(119,80) = -0.0141892696878713463369427953185000000000
M(119,87) = -0.0172737434481852401702452976752000000000
M(119,94) = -0.0202952999745093099142171425037000000000
M(119,101) = -0.0082002381640783648743969870774800000000
M(119,108) = -0.0151288391710502884530858368868000000000
M(119,115) = -0.0162939452959248461309027895994000000000
And of the summand: 1/17
Their sum is = 0.201040890174112274710632250953640588241
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = -3.594117596 E-31
**************************
The constant M(7,4) has to be equal to the sum of: 
M(119,4) = -0.0187387737014172990707122430303000000000
M(119,11) = 0.073312602811517247440854225271600000000
M(119,18) = -0.0120011664756209752330602639150000000000
M(119,25) = -0.0143778896496484666381709318661000000000
M(119,32) = -0.0104151507988019811766558745639000000000
M(119,39) = -0.0156263632690365058387798030711000000000
M(119,46) = -0.0181772740443486586599510287036000000000
M(119,53) = -0.00124046682532749273573198446071000000000
M(119,60) = -0.0150671315294809606605580243922000000000
M(119,67) = -0.0052951074182065105274814269100700000000
M(119,74) = -0.0122769651141744425106691554124000000000
M(119,81) = -0.0176600611891878453041338072976000000000
M(119,88) = -0.0187035016969600284423838496361000000000
M(119,95) = -0.0170371046029621395349530180568000000000
M(119,109) = -0.0071358242519876547621804815417200000000
M(119,116) = -0.0192394893245216854765245250401000000000
Their sum is = -0.129679667080165399131092192626099999998
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -9.99999987 E-32
**************************
The constant M(7,5) has to be equal to the sum of: 
M(119,5) = 0.180598966438853436787481279803000000000
M(119,12) = -0.0100985247547446715626784744853000000000
M(119,19) = 0.0379305813810732931550024047371000000000
M(119,26) = -0.0159337191749954056147594769157000000000
M(119,33) = -0.0146898452593214947843001965446000000000
M(119,40) = -0.0179935894966735487972727002488000000000
M(119,47) = 0.0042674344920330587425409953378300000000
M(119,54) = -0.0135673962918902489067563381951000000000
M(119,61) = -0.00269441267575636439687788140340000000000
M(119,75) = -0.0170877526055864706868221769293000000000
M(119,82) = -0.0159549690384447896915506139902000000000
M(119,89) = -0.0083977699927704298617581042333699999999
M(119,96) = -0.0186303322993238404275850906752000000000
M(119,103) = -0.0112621470276727820074616517701000000000
M(119,110) = -0.0128431980862926557810650589532000000000
M(119,117) = -0.0173689885377634163882163979066000000000
Their sum is = 0.0462743370707236697779205176270600000044
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 1.600000043 E-31
**************************
The constant M(7,6) has to be equal to the sum of: 
M(119,6) = -0.0176241960560625983542481970035000000000
M(119,13) = 0.0609356080738582256762609806812000000000
M(119,20) = -0.0110780413854442758643255226360000000000
M(119,27) = -0.0173006817627945906121905506050000000000
M(119,41) = 0.0041024395306550920894943036192000000000
M(119,48) = -0.0124870932973312396250420216850000000000
M(119,55) = -0.0157696675338378652586063244874000000000
M(119,62) = -0.0119816557070215689973669387524000000000
M(119,69) = -0.0158641384254724724170180448988000000000
M(119,76) = -0.0180096759182663083365225009746000000000
M(119,83) = -0.0072323795612324605417319976693900000000
M(119,90) = -0.0189620002001074037922939193388000000000
M(119,97) = -0.0082368219312644188847187331604600000000
M(119,104) = -0.0135240776687825514275391139739000000000
M(119,111) = -0.0144598070228948032972244497338000000000
M(119,118) = -0.0204458881345336326029475943499000000000
Their sum is = -0.137938077000532872246020624968549999999
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -5.499999990 E-31
**************************
The constant M(17,1) has to be equal to the sum of: 
M(119,1) = -0.0137121900214561764167293216031000000000
M(119,18) = -0.0120011664756209752330602639150000000000
M(119,52) = -0.0153956915652636503823539866771000000000
M(119,69) = -0.0158641384254724724170180448988000000000
M(119,86) = -0.0173008550454269011729410537880000000000
M(119,103) = -0.0112621470276727820074616517701000000000
Their sum is = -0.085536188560912957629564322652099999999
The constant M(17,1) is = -0.085536188560912957629564322652000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(17,2) has to be equal to the sum of: 
M(119,2) = 0.482298261901120156930432817774000000000
M(119,19) = 0.0379305813810732931550024047371000000000
M(119,36) = -0.0187340876803005307239711193187000000000
M(119,53) = -0.00124046682532749273573198446071000000000
M(119,87) = -0.0172737434481852401702452976752000000000
M(119,104) = -0.0135240776687825514275391139739000000000
Their sum is = 0.469456467659597635027947707082590000002
The constant M(17,2) is = 0.469456467659597635027947707082000000000
The difference (constant-sum) is = 5.900000016 E-31
**************************
The constant M(17,3) has to be equal to the sum of: 
M(119,3) = 0.319794379303153971363808452969999999999
M(119,20) = -0.0110780413854442758643255226360000000000
M(119,37) = 0.0072125946927544486077993209421700000000
M(119,54) = -0.0135673962918902489067563381951000000000
M(119,71) = -0.0043760724639293438149827247944000000000
M(119,88) = -0.0187035016969600284423838496361000000000
Their sum is = 0.279281962157684522943159338650570000001
The constant M(17,3) is = 0.279281962157684522943159338651000000000
The difference (constant-sum) is = -4.299999992 E-31
**************************
The constant M(17,4) has to be equal to the sum of: 
M(119,4) = -0.0187387737014172990707122430303000000000
M(119,38) = -0.0135002003334334216229546022962000000000
M(119,55) = -0.0157696675338378652586063244874000000000
M(119,72) = -0.0146505835823197779194461672032000000000
M(119,89) = -0.0083977699927704298617581042333699999999
M(119,106) = -0.0172116099462532583657625410523000000000
Their sum is = -0.088268605090032052099239982302769999999
The constant M(17,4) is = -0.088268605090032052099239982302700000000
The difference (constant-sum) is = -6.99999994 E-32
**************************
The constant M(17,5) has to be equal to the sum of: 
M(119,5) = 0.180598966438853436787481279803000000000
M(119,22) = -0.0166043730366094661550389649232000000000
M(119,39) = -0.0156263632690365058387798030711000000000
M(119,73) = -0.00298392114432446788353997976617000000000
M(119,90) = -0.0189620002001074037922939193388000000000
M(119,107) = -0.0097766853986738912441236094497200000000
Their sum is = 0.116645623390101701873705003254010000001
The constant M(17,5) is = 0.116645623390101701873705003254000000000
The difference (constant-sum) is = 1.000000097 E-32
**************************
The constant M(17,6) has to be equal to the sum of: 
M(119,6) = -0.0176241960560625983542481970035000000000
M(119,23) = 0.0258433238243632093930416754031000000000
M(119,40) = -0.0179935894966735487972727002488000000000
M(119,57) = -0.0195885559633660244332951892297000000000
M(119,74) = -0.0122769651141744425106691554124000000000
M(119,108) = -0.0151288391710502884530858368868000000000
Their sum is = -0.0567688219769636931555294033781000000000
The constant M(17,6) is = -0.0567688219769636931555294033781000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(17,7) has to be equal to the sum of: 
M(119,24) = -0.0184244256515974864308812499487000000000
M(119,41) = 0.0041024395306550920894943036192000000000
M(119,58) = -0.0174513311069063279127940144398000000000
M(119,75) = -0.0170877526055864706868221769293000000000
M(119,92) = -0.0129378348425814246373233156121000000000
M(119,109) = -0.0071358242519876547621804815417200000000
And of the summand: 1/7
Their sum is = 0.073922413929138584802350208004722857143
The constant M(17,7) is = 0.073922413929138584802350208004800000000
The difference (constant-sum) is = -7.71428567 E-32
**************************
The constant M(17,8) has to be equal to the sum of: 
M(119,8) = -0.0130944020407380770178802420037000000000
M(119,25) = -0.0143778896496484666381709318661000000000
M(119,59) = -0.00194017013321321859692769490848000000000
M(119,76) = -0.0180096759182663083365225009746000000000
M(119,93) = -0.0150187474879611229251510126705000000000
M(119,110) = -0.0128431980862926557810650589532000000000
Their sum is = -0.075284083316119849295717441376579999999
The constant M(17,8) is = -0.075284083316119849295717441376600000000
The difference (constant-sum) is = 2.000000047 E-32
**************************
The constant M(17,9) has to be equal to the sum of: 
M(119,9) = -0.0211406670609336763191112840160000000000
M(119,26) = -0.0159337191749954056147594769157000000000
M(119,43) = 0.0079493368296368506463269572919500000000
M(119,60) = -0.0150671315294809606605580243922000000000
M(119,94) = -0.0202952999745093099142171425037000000000
M(119,111) = -0.0144598070228948032972244497338000000000
Their sum is = -0.078947287933177305159543420269449999999
The constant M(17,9) is = -0.078947287933177305159543420269400000000
The difference (constant-sum) is = -4.99999997 E-32
**************************
The constant M(17,10) has to be equal to the sum of: 
M(119,10) = -0.0179166121378174328937511686309000000000
M(119,27) = -0.0173006817627945906121905506050000000000
M(119,44) = -0.0107991225548691584466715405921000000000
M(119,61) = -0.00269441267575636439687788140340000000000
M(119,78) = -0.0134519622292825537562828405152000000000
M(119,95) = -0.0170371046029621395349530180568000000000
Their sum is = -0.079199895963482239640726999803399999999
The constant M(17,10) is = -0.079199895963482239640726999803400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(17,11) has to be equal to the sum of: 
M(119,11) = 0.073312602811517247440854225271600000000
M(119,45) = -0.0143172511100230767653274819410000000000
M(119,62) = -0.0119816557070215689973669387524000000000
M(119,79) = -0.0041149401621625961310178306335600000000
M(119,96) = -0.0186303322993238404275850906752000000000
M(119,113) = -0.0100400281301932520354545928664000000000
Their sum is = 0.0142283954027929130841022904030400000004
The constant M(17,11) is = 0.0142283954027929130841022904031000000000
The difference (constant-sum) is = -5.99999995 E-32
**************************
The constant M(17,12) has to be equal to the sum of: 
M(119,12) = -0.0100985247547446715626784744853000000000
M(119,29) = 0.0147954792419244399116421070880000000000
M(119,46) = -0.0181772740443486586599510287036000000000
M(119,80) = -0.0141892696878713463369427953185000000000
M(119,97) = -0.0082368219312644188847187331604600000000
M(119,114) = -0.0133004402453859638777912672292000000000
Their sum is = -0.0492068514216906194104401918090599999998
The constant M(17,12) is = -0.0492068514216906194104401918092000000000
The difference (constant-sum) is = 1.400000002 E-31
**************************
The constant M(17,13) has to be equal to the sum of: 
M(119,13) = 0.0609356080738582256762609806812000000000
M(119,30) = -0.0130226235021109722938032500214000000000
M(119,47) = 0.0042674344920330587425409953378300000000
M(119,64) = -0.0166484394400037821870972167843000000000
M(119,81) = -0.0176600611891878453041338072976000000000
M(119,115) = -0.0162939452959248461309027895994000000000
Their sum is = 0.00157797313866383850286491231633000000007
The constant M(17,13) is = 0.00157797313866383850286491231645000000000
The difference (constant-sum) is = -1.1999999992755063732 E-31
**************************
The constant M(17,14) has to be equal to the sum of: 
M(119,31) = 0.0166128377310409144361385181097000000000
M(119,48) = -0.0124870932973312396250420216850000000000
M(119,65) = -0.0184218287233044009906578017200000000000
M(119,82) = -0.0159549690384447896915506139902000000000
M(119,99) = -0.0163733387334645366978850108178999999999
M(119,116) = -0.0192394893245216854765245250401000000000
Their sum is = -0.065863881386025738045521455143499999999
The constant M(17,14) is = -0.065863881386025738045521455143500000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(17,15) has to be equal to the sum of: 
M(119,15) = -0.0180112256455105989514612845799000000000
M(119,32) = -0.0104151507988019811766558745639000000000
M(119,66) = -0.0183302484545551665161406480729000000000
M(119,83) = -0.0072323795612324605417319976693900000000
M(119,100) = -0.0177592672245066090084952505740000000000
M(119,117) = -0.0173689885377634163882163979066000000000
Their sum is = -0.089117260222370232582701453366689999999
The constant M(17,15) is = -0.089117260222370232582701453366700000000
The difference (constant-sum) is = 1.000000023 E-32
**************************
The constant M(17,16) has to be equal to the sum of: 
M(119,16) = -0.0165793589527428690914009770823000000000
M(119,33) = -0.0146898452593214947843001965446000000000
M(119,50) = -0.0190358384424435594615437102131000000000
M(119,67) = -0.0052951074182065105274814269100700000000
M(119,101) = -0.0082002381640783648743969870774800000000
M(119,118) = -0.0204458881345336326029475943499000000000
Their sum is = -0.084246276371326431342070892177449999999
The constant M(17,16) is = -0.084246276371326431342070892177400000000
The difference (constant-sum) is = -4.99999989 E-32
**************************
The constant M(2,1) has to be equal to the sum of: 
M(120,1) = -0.0561493441296949195872686412887000000000
M(120,7) = 0.099195282767115384390631890997900000000
M(120,11) = 0.0454309041422566154161775129747000000000
M(120,13) = 0.0232512979117097368626690167799000000000
M(120,17) = 0.0135335887222142473038450001695000000000
M(120,19) = 0.0066657335401767606521721596307000000000
M(120,23) = -0.0048922031458575075250874832132000000000
M(120,29) = -0.0113316492218287070521337243952000000000
M(120,31) = -0.0145402643055284067929456704112000000000
M(120,37) = -0.0177642585271328707831872702617000000000
M(120,41) = -0.0253003509759691845218355104041000000000
M(120,43) = -0.0232034854691597581536395387049000000000
M(120,47) = -0.0306592347466200302887095651614000000000
M(120,49) = -0.0571373098499336873146713506666000000000
M(120,53) = -0.0285663896653055037750103525014000000000
M(120,59) = -0.0326803716086778038089454647092000000001
M(120,61) = -0.0326802170805135448916783990750000000000
M(120,67) = -0.0389463120277298005766972625771000000000
M(120,71) = -0.0343481044058383410598083485511000000000
M(120,73) = -0.0334265605268631823421272864261000000000
M(120,77) = -0.0483032517148340918582469200365000000000
M(120,79) = -0.0384662753387048939839173508865000000000
M(120,83) = -0.0431974035157556831152095739425000000000
M(120,89) = -0.0424223757979559640555070327524000000000
M(120,91) = -0.0472781534478306608504300212049000000000
M(120,97) = -0.0431584438434377468676265801790000000000
M(120,101) = -0.0439689197841405408515788657374000000000
M(120,103) = -0.0422912411598754876998852624107000000000
M(120,107) = -0.0378008942775998731579664646595000000000
M(120,109) = -0.0409609280220400511810480005172000000000
M(120,113) = -0.0423569437204491877385392241943000000000
M(120,119) = -0.0480820412598858643697009104095000000000
And of the summand: 1/3
And of the summand: 1/5
Their sum is = -0.238502787152357216244573161391266666647
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 3.747430147 E-32
**************************
The constant M(3,1) has to be equal to the sum of: 
M(120,1) = -0.0561493441296949195872686412887000000000
M(120,7) = 0.099195282767115384390631890997900000000
M(120,13) = 0.0232512979117097368626690167799000000000
M(120,19) = 0.0066657335401767606521721596307000000000
M(120,31) = -0.0145402643055284067929456704112000000000
M(120,37) = -0.0177642585271328707831872702617000000000
M(120,43) = -0.0232034854691597581536395387049000000000
M(120,49) = -0.0571373098499336873146713506666000000000
M(120,61) = -0.0326802170805135448916783990750000000000
M(120,67) = -0.0389463120277298005766972625771000000000
M(120,73) = -0.0334265605268631823421272864261000000000
M(120,79) = -0.0384662753387048939839173508865000000000
M(120,91) = -0.0472781534478306608504300212049000000000
M(120,97) = -0.0431584438434377468676265801790000000000
M(120,103) = -0.0422912411598754876998852624107000000000
M(120,109) = -0.0409609280220400511810480005172000000000
Their sum is = -0.356890479509443129119649567201099999996
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -9.99999965 E-32
**************************
The constant M(3,2) has to be equal to the sum of: 
M(120,11) = 0.0454309041422566154161775129747000000000
M(120,17) = 0.0135335887222142473038450001695000000000
M(120,23) = -0.0048922031458575075250874832132000000000
M(120,29) = -0.0113316492218287070521337243952000000000
M(120,41) = -0.0253003509759691845218355104041000000000
M(120,47) = -0.0306592347466200302887095651614000000000
M(120,53) = -0.0285663896653055037750103525014000000000
M(120,59) = -0.0326803716086778038089454647092000000001
M(120,71) = -0.0343481044058383410598083485511000000000
M(120,77) = -0.0483032517148340918582469200365000000000
M(120,83) = -0.0431974035157556831152095739425000000000
M(120,89) = -0.0424223757979559640555070327524000000000
M(120,101) = -0.0439689197841405408515788657374000000000
M(120,107) = -0.0378008942775998731579664646595000000000
M(120,113) = -0.0423569437204491877385392241943000000000
M(120,119) = -0.0480820412598858643697009104095000000000
And of the summand: 1/2
And of the summand: 1/5
Their sum is = 0.285054359023752579541743072476500000004
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -4.999999958 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(120,1) = -0.0561493441296949195872686412887000000000
M(120,13) = 0.0232512979117097368626690167799000000000
M(120,17) = 0.0135335887222142473038450001695000000000
M(120,29) = -0.0113316492218287070521337243952000000000
M(120,37) = -0.0177642585271328707831872702617000000000
M(120,41) = -0.0253003509759691845218355104041000000000
M(120,49) = -0.0571373098499336873146713506666000000000
M(120,53) = -0.0285663896653055037750103525014000000000
M(120,61) = -0.0326802170805135448916783990750000000000
M(120,73) = -0.0334265605268631823421272864261000000000
M(120,77) = -0.0483032517148340918582469200365000000000
M(120,89) = -0.0424223757979559640555070327524000000000
M(120,97) = -0.0431584438434377468676265801790000000000
M(120,101) = -0.0439689197841405408515788657374000000000
M(120,109) = -0.0409609280220400511810480005172000000000
M(120,113) = -0.0423569437204491877385392241943000000000
And of the summand: 1/5
Their sum is = -0.286742056226175198653945141486199999995
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -1.999999945 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(120,7) = 0.099195282767115384390631890997900000000
M(120,11) = 0.0454309041422566154161775129747000000000
M(120,19) = 0.0066657335401767606521721596307000000000
M(120,23) = -0.0048922031458575075250874832132000000000
M(120,31) = -0.0145402643055284067929456704112000000000
M(120,43) = -0.0232034854691597581536395387049000000000
M(120,47) = -0.0306592347466200302887095651614000000000
M(120,59) = -0.0326803716086778038089454647092000000001
M(120,67) = -0.0389463120277298005766972625771000000000
M(120,71) = -0.0343481044058383410598083485511000000000
M(120,79) = -0.0384662753387048939839173508865000000000
M(120,83) = -0.0431974035157556831152095739425000000000
M(120,91) = -0.0472781534478306608504300212049000000000
M(120,103) = -0.0422912411598754876998852624107000000000
M(120,107) = -0.0378008942775998731579664646595000000000
M(120,119) = -0.0480820412598858643697009104095000000000
And of the summand: 1/3
Their sum is = 0.0482392690738179824093719800949333333356
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 3.333333554 E-32
**************************
The constant M(5,1) has to be equal to the sum of: 
M(120,1) = -0.0561493441296949195872686412887000000000
M(120,11) = 0.0454309041422566154161775129747000000000
M(120,31) = -0.0145402643055284067929456704112000000000
M(120,41) = -0.0253003509759691845218355104041000000000
M(120,61) = -0.0326802170805135448916783990750000000000
M(120,71) = -0.0343481044058383410598083485511000000000
M(120,91) = -0.0472781534478306608504300212049000000000
M(120,101) = -0.0439689197841405408515788657374000000000
Their sum is = -0.208834449987258983139367943697699999999
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(120,7) = 0.099195282767115384390631890997900000000
M(120,17) = 0.0135335887222142473038450001695000000000
M(120,37) = -0.0177642585271328707831872702617000000000
M(120,47) = -0.0306592347466200302887095651614000000000
M(120,67) = -0.0389463120277298005766972625771000000000
M(120,77) = -0.0483032517148340918582469200365000000000
M(120,97) = -0.0431584438434377468676265801790000000000
M(120,107) = -0.0378008942775998731579664646595000000000
And of the summand: 1/2
Their sum is = 0.396096476351975218162042828292200000000
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(120,13) = 0.0232512979117097368626690167799000000000
M(120,23) = -0.0048922031458575075250874832132000000000
M(120,43) = -0.0232034854691597581536395387049000000000
M(120,53) = -0.0285663896653055037750103525014000000000
M(120,73) = -0.0334265605268631823421272864261000000000
M(120,83) = -0.0431974035157556831152095739425000000000
M(120,103) = -0.0422912411598754876998852624107000000000
M(120,113) = -0.0423569437204491877385392241943000000000
And of the summand: 1/3
Their sum is = 0.138650404041776759846503628720133333334
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 1.333333340 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(120,19) = 0.0066657335401767606521721596307000000000
M(120,29) = -0.0113316492218287070521337243952000000000
M(120,49) = -0.0571373098499336873146713506666000000000
M(120,59) = -0.0326803716086778038089454647092000000001
M(120,79) = -0.0384662753387048939839173508865000000000
M(120,89) = -0.0424223757979559640555070327524000000000
M(120,109) = -0.0409609280220400511810480005172000000000
M(120,119) = -0.0480820412598858643697009104095000000000
Their sum is = -0.264415217558850211113751674705899999998
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.000000023 E-31
**************************
The constant M(6,1) has to be equal to the sum of: 
M(120,1) = -0.0561493441296949195872686412887000000000
M(120,7) = 0.099195282767115384390631890997900000000
M(120,13) = 0.0232512979117097368626690167799000000000
M(120,19) = 0.0066657335401767606521721596307000000000
M(120,31) = -0.0145402643055284067929456704112000000000
M(120,37) = -0.0177642585271328707831872702617000000000
M(120,43) = -0.0232034854691597581536395387049000000000
M(120,49) = -0.0571373098499336873146713506666000000000
M(120,61) = -0.0326802170805135448916783990750000000000
M(120,67) = -0.0389463120277298005766972625771000000000
M(120,73) = -0.0334265605268631823421272864261000000000
M(120,79) = -0.0384662753387048939839173508865000000000
M(120,91) = -0.0472781534478306608504300212049000000000
M(120,97) = -0.0431584438434377468676265801790000000000
M(120,103) = -0.0422912411598754876998852624107000000000
M(120,109) = -0.0409609280220400511810480005172000000000
Their sum is = -0.356890479509443129119649567201099999996
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -9.99999965 E-32
**************************
The constant M(6,5) has to be equal to the sum of: 
M(120,11) = 0.0454309041422566154161775129747000000000
M(120,17) = 0.0135335887222142473038450001695000000000
M(120,23) = -0.0048922031458575075250874832132000000000
M(120,29) = -0.0113316492218287070521337243952000000000
M(120,41) = -0.0253003509759691845218355104041000000000
M(120,47) = -0.0306592347466200302887095651614000000000
M(120,53) = -0.0285663896653055037750103525014000000000
M(120,59) = -0.0326803716086778038089454647092000000001
M(120,71) = -0.0343481044058383410598083485511000000000
M(120,77) = -0.0483032517148340918582469200365000000000
M(120,83) = -0.0431974035157556831152095739425000000000
M(120,89) = -0.0424223757979559640555070327524000000000
M(120,101) = -0.0439689197841405408515788657374000000000
M(120,107) = -0.0378008942775998731579664646595000000000
M(120,113) = -0.0423569437204491877385392241943000000000
M(120,119) = -0.0480820412598858643697009104095000000000
And of the summand: 1/5
Their sum is = -0.214945640976247420458256927523499999993
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -4.999999936 E-31
**************************
The constant M(8,1) has to be equal to the sum of: 
M(120,1) = -0.0561493441296949195872686412887000000000
M(120,17) = 0.0135335887222142473038450001695000000000
M(120,41) = -0.0253003509759691845218355104041000000000
M(120,49) = -0.0571373098499336873146713506666000000000
M(120,73) = -0.0334265605268631823421272864261000000000
M(120,89) = -0.0424223757979559640555070327524000000000
M(120,97) = -0.0431584438434377468676265801790000000000
M(120,113) = -0.0423569437204491877385392241943000000000
Their sum is = -0.286417740122089625123730625741699999998
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 3.000000012 E-31
**************************
The constant M(8,3) has to be equal to the sum of: 
M(120,11) = 0.0454309041422566154161775129747000000000
M(120,19) = 0.0066657335401767606521721596307000000000
M(120,43) = -0.0232034854691597581536395387049000000000
M(120,59) = -0.0326803716086778038089454647092000000001
M(120,67) = -0.0389463120277298005766972625771000000000
M(120,83) = -0.0431974035157556831152095739425000000000
M(120,91) = -0.0472781534478306608504300212049000000000
M(120,107) = -0.0378008942775998731579664646595000000000
And of the summand: 1/3
Their sum is = 0.162323350669013129738794680140633333334
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = -3.666666653 E-31
**************************
The constant M(8,5) has to be equal to the sum of: 
M(120,13) = 0.0232512979117097368626690167799000000000
M(120,29) = -0.0113316492218287070521337243952000000000
M(120,37) = -0.0177642585271328707831872702617000000000
M(120,53) = -0.0285663896653055037750103525014000000000
M(120,61) = -0.0326802170805135448916783990750000000000
M(120,77) = -0.0483032517148340918582469200365000000000
M(120,101) = -0.0439689197841405408515788657374000000000
M(120,109) = -0.0409609280220400511810480005172000000000
And of the summand: 1/5
Their sum is = -0.000324316104085573530214515744499999998327
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = 6.900000167265204239 E-32
**************************
The constant M(8,7) has to be equal to the sum of: 
M(120,7) = 0.099195282767115384390631890997900000000
M(120,23) = -0.0048922031458575075250874832132000000000
M(120,31) = -0.0145402643055284067929456704112000000000
M(120,47) = -0.0306592347466200302887095651614000000000
M(120,71) = -0.0343481044058383410598083485511000000000
M(120,79) = -0.0384662753387048939839173508865000000000
M(120,103) = -0.0422912411598754876998852624107000000000
M(120,119) = -0.0480820412598858643697009104095000000000
Their sum is = -0.114084081595195147329422700045699999999
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(10,1) has to be equal to the sum of: 
M(120,1) = -0.0561493441296949195872686412887000000000
M(120,11) = 0.0454309041422566154161775129747000000000
M(120,31) = -0.0145402643055284067929456704112000000000
M(120,41) = -0.0253003509759691845218355104041000000000
M(120,61) = -0.0326802170805135448916783990750000000000
M(120,71) = -0.0343481044058383410598083485511000000000
M(120,91) = -0.0472781534478306608504300212049000000000
M(120,101) = -0.0439689197841405408515788657374000000000
Their sum is = -0.208834449987258983139367943697699999999
The constant M(10,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(10,3) has to be equal to the sum of: 
M(120,13) = 0.0232512979117097368626690167799000000000
M(120,23) = -0.0048922031458575075250874832132000000000
M(120,43) = -0.0232034854691597581536395387049000000000
M(120,53) = -0.0285663896653055037750103525014000000000
M(120,73) = -0.0334265605268631823421272864261000000000
M(120,83) = -0.0431974035157556831152095739425000000000
M(120,103) = -0.0422912411598754876998852624107000000000
M(120,113) = -0.0423569437204491877385392241943000000000
And of the summand: 1/3
Their sum is = 0.138650404041776759846503628720133333334
The constant M(10,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 1.333333340 E-31
**************************
The constant M(10,7) has to be equal to the sum of: 
M(120,7) = 0.099195282767115384390631890997900000000
M(120,17) = 0.0135335887222142473038450001695000000000
M(120,37) = -0.0177642585271328707831872702617000000000
M(120,47) = -0.0306592347466200302887095651614000000000
M(120,67) = -0.0389463120277298005766972625771000000000
M(120,77) = -0.0483032517148340918582469200365000000000
M(120,97) = -0.0431584438434377468676265801790000000000
M(120,107) = -0.0378008942775998731579664646595000000000
Their sum is = -0.103903523648024781837957171707799999999
The constant M(10,7) is = -0.103903523648024781837957171708000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(10,9) has to be equal to the sum of: 
M(120,19) = 0.0066657335401767606521721596307000000000
M(120,29) = -0.0113316492218287070521337243952000000000
M(120,49) = -0.0571373098499336873146713506666000000000
M(120,59) = -0.0326803716086778038089454647092000000001
M(120,79) = -0.0384662753387048939839173508865000000000
M(120,89) = -0.0424223757979559640555070327524000000000
M(120,109) = -0.0409609280220400511810480005172000000000
M(120,119) = -0.0480820412598858643697009104095000000000
Their sum is = -0.264415217558850211113751674705899999998
The constant M(10,9) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.000000023 E-31
**************************
The constant M(12,1) has to be equal to the sum of: 
M(120,1) = -0.0561493441296949195872686412887000000000
M(120,13) = 0.0232512979117097368626690167799000000000
M(120,37) = -0.0177642585271328707831872702617000000000
M(120,49) = -0.0571373098499336873146713506666000000000
M(120,61) = -0.0326802170805135448916783990750000000000
M(120,73) = -0.0334265605268631823421272864261000000000
M(120,97) = -0.0431584438434377468676265801790000000000
M(120,109) = -0.0409609280220400511810480005172000000000
Their sum is = -0.258025764067906266104938511634399999999
The constant M(12,1) is = -0.258025764067906266104938511634000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(12,5) has to be equal to the sum of: 
M(120,17) = 0.0135335887222142473038450001695000000000
M(120,29) = -0.0113316492218287070521337243952000000000
M(120,41) = -0.0253003509759691845218355104041000000000
M(120,53) = -0.0285663896653055037750103525014000000000
M(120,77) = -0.0483032517148340918582469200365000000000
M(120,89) = -0.0424223757979559640555070327524000000000
M(120,101) = -0.0439689197841405408515788657374000000000
M(120,113) = -0.0423569437204491877385392241943000000000
And of the summand: 1/5
Their sum is = -0.0287162921582689325490066298517999999990
The constant M(12,5) is = -0.0287162921582689325490066298518000000000
The difference (constant-sum) is = 1.010190457 E-39
**************************
The constant M(12,7) has to be equal to the sum of: 
M(120,7) = 0.099195282767115384390631890997900000000
M(120,19) = 0.0066657335401767606521721596307000000000
M(120,31) = -0.0145402643055284067929456704112000000000
M(120,43) = -0.0232034854691597581536395387049000000000
M(120,67) = -0.0389463120277298005766972625771000000000
M(120,79) = -0.0384662753387048939839173508865000000000
M(120,91) = -0.0472781534478306608504300212049000000000
M(120,103) = -0.0422912411598754876998852624107000000000
Their sum is = -0.098864715441536863014711055566700000000
The constant M(12,7) is = -0.098864715441536863014711055566800000000
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(12,11) has to be equal to the sum of: 
M(120,11) = 0.0454309041422566154161775129747000000000
M(120,23) = -0.0048922031458575075250874832132000000000
M(120,47) = -0.0306592347466200302887095651614000000000
M(120,59) = -0.0326803716086778038089454647092000000001
M(120,71) = -0.0343481044058383410598083485511000000000
M(120,83) = -0.0431974035157556831152095739425000000000
M(120,107) = -0.0378008942775998731579664646595000000000
M(120,119) = -0.0480820412598858643697009104095000000000
Their sum is = -0.186229348817978487909250297671699999999
The constant M(12,11) is = -0.186229348817978487909250297672000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(15,1) has to be equal to the sum of: 
M(120,1) = -0.0561493441296949195872686412887000000000
M(120,31) = -0.0145402643055284067929456704112000000000
M(120,61) = -0.0326802170805135448916783990750000000000
M(120,91) = -0.0472781534478306608504300212049000000000
Their sum is = -0.150647978963567532122322731979799999999
The constant M(15,1) is = -0.150647978963567532122322731980000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(15,2) has to be equal to the sum of: 
M(120,17) = 0.0135335887222142473038450001695000000000
M(120,47) = -0.0306592347466200302887095651614000000000
M(120,77) = -0.0483032517148340918582469200365000000000
M(120,107) = -0.0378008942775998731579664646595000000000
And of the summand: 1/2
Their sum is = 0.396770207983160251998922050312100000000
The constant M(15,2) is = 0.396770207983160251998922050312000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(15,4) has to be equal to the sum of: 
M(120,19) = 0.0066657335401767606521721596307000000000
M(120,49) = -0.0571373098499336873146713506666000000000
M(120,79) = -0.0384662753387048939839173508865000000000
M(120,109) = -0.0409609280220400511810480005172000000000
Their sum is = -0.129898779670501871827464542439599999999
The constant M(15,4) is = -0.129898779670501871827464542440000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(15,7) has to be equal to the sum of: 
M(120,7) = 0.099195282767115384390631890997900000000
M(120,37) = -0.0177642585271328707831872702617000000000
M(120,67) = -0.0389463120277298005766972625771000000000
M(120,97) = -0.0431584438434377468676265801790000000000
Their sum is = -0.00067373163118503383687922201989999999996
The constant M(15,7) is = -0.00067373163118503383687922201990400000000
The difference (constant-sum) is = 4.000000032 E-33
**************************
The constant M(15,8) has to be equal to the sum of: 
M(120,23) = -0.0048922031458575075250874832132000000000
M(120,53) = -0.0285663896653055037750103525014000000000
M(120,83) = -0.0431974035157556831152095739425000000000
M(120,113) = -0.0423569437204491877385392241943000000000
Their sum is = -0.119012940047367882153846633851400000000
The constant M(15,8) is = -0.119012940047367882153846633851000000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(15,11) has to be equal to the sum of: 
M(120,11) = 0.0454309041422566154161775129747000000000
M(120,41) = -0.0253003509759691845218355104041000000000
M(120,71) = -0.0343481044058383410598083485511000000000
M(120,101) = -0.0439689197841405408515788657374000000000
Their sum is = -0.0581864710236914510170452117179000000000
The constant M(15,11) is = -0.0581864710236914510170452117180000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(15,13) has to be equal to the sum of: 
M(120,13) = 0.0232512979117097368626690167799000000000
M(120,43) = -0.0232034854691597581536395387049000000000
M(120,73) = -0.0334265605268631823421272864261000000000
M(120,103) = -0.0422912411598754876998852624107000000000
Their sum is = -0.075669989244188691332983070761799999999
The constant M(15,13) is = -0.075669989244188691332983070761800000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(15,14) has to be equal to the sum of: 
M(120,29) = -0.0113316492218287070521337243952000000000
M(120,59) = -0.0326803716086778038089454647092000000001
M(120,89) = -0.0424223757979559640555070327524000000000
M(120,119) = -0.0480820412598858643697009104095000000000
Their sum is = -0.134516437888348339286287132266299999999
The constant M(15,14) is = -0.134516437888348339286287132265999999999
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(20,1) has to be equal to the sum of: 
M(120,1) = -0.0561493441296949195872686412887000000000
M(120,41) = -0.0253003509759691845218355104041000000000
M(120,61) = -0.0326802170805135448916783990750000000000
M(120,101) = -0.0439689197841405408515788657374000000000
Their sum is = -0.158098831970318189852361416505199999999
The constant M(20,1) is = -0.158098831970318189852361416505000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(20,3) has to be equal to the sum of: 
M(120,23) = -0.0048922031458575075250874832132000000000
M(120,43) = -0.0232034854691597581536395387049000000000
M(120,83) = -0.0431974035157556831152095739425000000000
M(120,103) = -0.0422912411598754876998852624107000000000
And of the summand: 1/3
Their sum is = 0.219749000042684896839511475062033333334
The constant M(20,3) is = 0.219749000042684896839511475062000000000
The difference (constant-sum) is = 3.333333388 E-32
**************************
The constant M(20,7) has to be equal to the sum of: 
M(120,7) = 0.099195282767115384390631890997900000000
M(120,47) = -0.0306592347466200302887095651614000000000
M(120,67) = -0.0389463120277298005766972625771000000000
M(120,107) = -0.0378008942775998731579664646595000000000
Their sum is = -0.0082111582848343196327414014001000000000
The constant M(20,7) is = -0.0082111582848343196327414014000600000000
The difference (constant-sum) is = -4.000000008 E-32
**************************
The constant M(20,9) has to be equal to the sum of: 
M(120,29) = -0.0113316492218287070521337243952000000000
M(120,49) = -0.0571373098499336873146713506666000000000
M(120,89) = -0.0424223757979559640555070327524000000000
M(120,109) = -0.0409609280220400511810480005172000000000
Their sum is = -0.151852262891758409603360108331399999999
The constant M(20,9) is = -0.151852262891758409603360108330999999999
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(20,11) has to be equal to the sum of: 
M(120,11) = 0.0454309041422566154161775129747000000000
M(120,31) = -0.0145402643055284067929456704112000000000
M(120,71) = -0.0343481044058383410598083485511000000000
M(120,91) = -0.0472781534478306608504300212049000000000
Their sum is = -0.0507356180169407932870065271924999999998
The constant M(20,11) is = -0.0507356180169407932870065271925000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(20,13) has to be equal to the sum of: 
M(120,13) = 0.0232512979117097368626690167799000000000
M(120,53) = -0.0285663896653055037750103525014000000000
M(120,73) = -0.0334265605268631823421272864261000000000
M(120,113) = -0.0423569437204491877385392241943000000000
Their sum is = -0.081098596000908136993007846341899999999
The constant M(20,13) is = -0.081098596000908136993007846341800000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(20,17) has to be equal to the sum of: 
M(120,17) = 0.0135335887222142473038450001695000000000
M(120,37) = -0.0177642585271328707831872702617000000000
M(120,77) = -0.0483032517148340918582469200365000000000
M(120,97) = -0.0431584438434377468676265801790000000000
Their sum is = -0.095692365363190462205215770307700000000
The constant M(20,17) is = -0.095692365363190462205215770307700000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(20,19) has to be equal to the sum of: 
M(120,19) = 0.0066657335401767606521721596307000000000
M(120,59) = -0.0326803716086778038089454647092000000001
M(120,79) = -0.0384662753387048939839173508865000000000
M(120,119) = -0.0480820412598858643697009104095000000000
Their sum is = -0.112562954667091801510391566374500000000
The constant M(20,19) is = -0.112562954667091801510391566375000000000
The difference (constant-sum) is = 5.000000002 E-31
**************************
The constant M(24,1) has to be equal to the sum of: 
M(120,1) = -0.0561493441296949195872686412887000000000
M(120,49) = -0.0571373098499336873146713506666000000000
M(120,73) = -0.0334265605268631823421272864261000000000
M(120,97) = -0.0431584438434377468676265801790000000000
Their sum is = -0.189871658349929536111693858560399999999
The constant M(24,1) is = -0.189871658349929536111693858560000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(24,5) has to be equal to the sum of: 
M(120,29) = -0.0113316492218287070521337243952000000000
M(120,53) = -0.0285663896653055037750103525014000000000
M(120,77) = -0.0483032517148340918582469200365000000000
M(120,101) = -0.0439689197841405408515788657374000000000
And of the summand: 1/5
Their sum is = 0.067829789613891156463030137329500000000
The constant M(24,5) is = 0.067829789613891156463030137329500000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(24,7) has to be equal to the sum of: 
M(120,7) = 0.099195282767115384390631890997900000000
M(120,31) = -0.0145402643055284067929456704112000000000
M(120,79) = -0.0384662753387048939839173508865000000000
M(120,103) = -0.0422912411598754876998852624107000000000
Their sum is = 0.00389750196300659591388360728950000000002
The constant M(24,7) is = 0.00389750196300659591388360728943000000000
The difference (constant-sum) is = 7.000000002039646550 E-32
**************************
The constant M(24,11) has to be equal to the sum of: 
M(120,11) = 0.0454309041422566154161775129747000000000
M(120,59) = -0.0326803716086778038089454647092000000001
M(120,83) = -0.0431974035157556831152095739425000000000
M(120,107) = -0.0378008942775998731579664646595000000000
Their sum is = -0.068247765259776744665943990336500000000
The constant M(24,11) is = -0.068247765259776744665943990336500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(24,13) has to be equal to the sum of: 
M(120,13) = 0.0232512979117097368626690167799000000000
M(120,37) = -0.0177642585271328707831872702617000000000
M(120,61) = -0.0326802170805135448916783990750000000000
M(120,109) = -0.0409609280220400511810480005172000000000
Their sum is = -0.068154105717976729993244653073999999999
The constant M(24,13) is = -0.068154105717976729993244653074100000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(24,17) has to be equal to the sum of: 
M(120,17) = 0.0135335887222142473038450001695000000000
M(120,41) = -0.0253003509759691845218355104041000000000
M(120,89) = -0.0424223757979559640555070327524000000000
M(120,113) = -0.0423569437204491877385392241943000000000
Their sum is = -0.096546081772160089012036767181300000000
The constant M(24,17) is = -0.096546081772160089012036767181200000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(24,19) has to be equal to the sum of: 
M(120,19) = 0.0066657335401767606521721596307000000000
M(120,43) = -0.0232034854691597581536395387049000000000
M(120,67) = -0.0389463120277298005766972625771000000000
M(120,91) = -0.0472781534478306608504300212049000000000
Their sum is = -0.102762217404543458928594662856200000000
The constant M(24,19) is = -0.102762217404543458928594662856000000000
The difference (constant-sum) is = -2.000000000 E-31
**************************
The constant M(24,23) has to be equal to the sum of: 
M(120,23) = -0.0048922031458575075250874832132000000000
M(120,47) = -0.0306592347466200302887095651614000000000
M(120,71) = -0.0343481044058383410598083485511000000000
M(120,119) = -0.0480820412598858643697009104095000000000
Their sum is = -0.117981583558201743243306307335199999999
The constant M(24,23) is = -0.117981583558201743243306307335000000000
The difference (constant-sum) is = -1.999999996 E-31
**************************
The constant M(30,1) has to be equal to the sum of: 
M(120,1) = -0.0561493441296949195872686412887000000000
M(120,31) = -0.0145402643055284067929456704112000000000
M(120,61) = -0.0326802170805135448916783990750000000000
M(120,91) = -0.0472781534478306608504300212049000000000
Their sum is = -0.150647978963567532122322731979799999999
The constant M(30,1) is = -0.150647978963567532122322731980000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(30,7) has to be equal to the sum of: 
M(120,7) = 0.099195282767115384390631890997900000000
M(120,37) = -0.0177642585271328707831872702617000000000
M(120,67) = -0.0389463120277298005766972625771000000000
M(120,97) = -0.0431584438434377468676265801790000000000
Their sum is = -0.00067373163118503383687922201989999999996
The constant M(30,7) is = -0.00067373163118503383687922201990400000000
The difference (constant-sum) is = 4.000000032 E-33
**************************
The constant M(30,11) has to be equal to the sum of: 
M(120,11) = 0.0454309041422566154161775129747000000000
M(120,41) = -0.0253003509759691845218355104041000000000
M(120,71) = -0.0343481044058383410598083485511000000000
M(120,101) = -0.0439689197841405408515788657374000000000
Their sum is = -0.0581864710236914510170452117179000000000
The constant M(30,11) is = -0.0581864710236914510170452117180000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(30,13) has to be equal to the sum of: 
M(120,13) = 0.0232512979117097368626690167799000000000
M(120,43) = -0.0232034854691597581536395387049000000000
M(120,73) = -0.0334265605268631823421272864261000000000
M(120,103) = -0.0422912411598754876998852624107000000000
Their sum is = -0.075669989244188691332983070761799999999
The constant M(30,13) is = -0.075669989244188691332983070761800000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(30,17) has to be equal to the sum of: 
M(120,17) = 0.0135335887222142473038450001695000000000
M(120,47) = -0.0306592347466200302887095651614000000000
M(120,77) = -0.0483032517148340918582469200365000000000
M(120,107) = -0.0378008942775998731579664646595000000000
Their sum is = -0.103229792016839748001077949687899999999
The constant M(30,17) is = -0.103229792016839748001077949688000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(30,19) has to be equal to the sum of: 
M(120,19) = 0.0066657335401767606521721596307000000000
M(120,49) = -0.0571373098499336873146713506666000000000
M(120,79) = -0.0384662753387048939839173508865000000000
M(120,109) = -0.0409609280220400511810480005172000000000
Their sum is = -0.129898779670501871827464542439599999999
The constant M(30,19) is = -0.129898779670501871827464542440000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(30,23) has to be equal to the sum of: 
M(120,23) = -0.0048922031458575075250874832132000000000
M(120,53) = -0.0285663896653055037750103525014000000000
M(120,83) = -0.0431974035157556831152095739425000000000
M(120,113) = -0.0423569437204491877385392241943000000000
Their sum is = -0.119012940047367882153846633851400000000
The constant M(30,23) is = -0.119012940047367882153846633851000000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(30,29) has to be equal to the sum of: 
M(120,29) = -0.0113316492218287070521337243952000000000
M(120,59) = -0.0326803716086778038089454647092000000001
M(120,89) = -0.0424223757979559640555070327524000000000
M(120,119) = -0.0480820412598858643697009104095000000000
Their sum is = -0.134516437888348339286287132266299999999
The constant M(30,29) is = -0.134516437888348339286287132265999999999
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(40,1) has to be equal to the sum of: 
M(120,1) = -0.0561493441296949195872686412887000000000
M(120,41) = -0.0253003509759691845218355104041000000000
Their sum is = -0.081449695105664104109104151692800000000
The constant M(40,1) is = -0.081449695105664104109104151692900000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(40,3) has to be equal to the sum of: 
M(120,43) = -0.0232034854691597581536395387049000000000
M(120,83) = -0.0431974035157556831152095739425000000000
And of the summand: 1/3
Their sum is = 0.266932444348417892064484220685933333334
The constant M(40,3) is = 0.266932444348417892064484220686000000000
The difference (constant-sum) is = -6.66666663 E-32
**************************
The constant M(40,7) has to be equal to the sum of: 
M(120,7) = 0.099195282767115384390631890997900000000
M(120,47) = -0.0306592347466200302887095651614000000000
Their sum is = 0.068536048020495354101922325836500000000
The constant M(40,7) is = 0.068536048020495354101922325836500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(40,9) has to be equal to the sum of: 
M(120,49) = -0.0571373098499336873146713506666000000000
M(120,89) = -0.0424223757979559640555070327524000000000
Their sum is = -0.099559685647889651370178383419000000000
The constant M(40,9) is = -0.099559685647889651370178383419000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(40,11) has to be equal to the sum of: 
M(120,11) = 0.0454309041422566154161775129747000000000
M(120,91) = -0.0472781534478306608504300212049000000000
Their sum is = -0.00184724930557404543425250823019999999995
The constant M(40,11) is = -0.00184724930557404543425250823022000000000
The difference (constant-sum) is = 2.000000006 E-32
**************************
The constant M(40,13) has to be equal to the sum of: 
M(120,13) = 0.0232512979117097368626690167799000000000
M(120,53) = -0.0285663896653055037750103525014000000000
Their sum is = -0.0053150917535957669123413357214999999999
The constant M(40,13) is = -0.0053150917535957669123413357215100000000
The difference (constant-sum) is = 1.000000005 E-32
**************************
The constant M(40,17) has to be equal to the sum of: 
M(120,17) = 0.0135335887222142473038450001695000000000
M(120,97) = -0.0431584438434377468676265801790000000000
Their sum is = -0.0296248551212234995637815800095000000001
The constant M(40,17) is = -0.0296248551212234995637815800095000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(40,19) has to be equal to the sum of: 
M(120,19) = 0.0066657335401767606521721596307000000000
M(120,59) = -0.0326803716086778038089454647092000000001
Their sum is = -0.0260146380685010431567733050785000000002
The constant M(40,19) is = -0.0260146380685010431567733050785000000000
The difference (constant-sum) is = -2.755064885 E-40
**************************
The constant M(40,21) has to be equal to the sum of: 
M(120,61) = -0.0326802170805135448916783990750000000000
M(120,101) = -0.0439689197841405408515788657374000000000
Their sum is = -0.076649136864654085743257264812400000000
The constant M(40,21) is = -0.076649136864654085743257264812499999999
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(40,23) has to be equal to the sum of: 
M(120,23) = -0.0048922031458575075250874832132000000000
M(120,103) = -0.0422912411598754876998852624107000000000
Their sum is = -0.0471834443057329952249727456239000000000
The constant M(40,23) is = -0.0471834443057329952249727456239000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(40,27) has to be equal to the sum of: 
M(120,67) = -0.0389463120277298005766972625771000000000
M(120,107) = -0.0378008942775998731579664646595000000000
Their sum is = -0.076747206305329673734663727236600000000
The constant M(40,27) is = -0.076747206305329673734663727236600000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(40,29) has to be equal to the sum of: 
M(120,29) = -0.0113316492218287070521337243952000000000
M(120,109) = -0.0409609280220400511810480005172000000000
Their sum is = -0.0522925772438687582331817249124000000000
The constant M(40,29) is = -0.0522925772438687582331817249124000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(40,31) has to be equal to the sum of: 
M(120,31) = -0.0145402643055284067929456704112000000000
M(120,71) = -0.0343481044058383410598083485511000000000
Their sum is = -0.0488883687113667478527540189622999999998
The constant M(40,31) is = -0.0488883687113667478527540189623000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(40,33) has to be equal to the sum of: 
M(120,73) = -0.0334265605268631823421272864261000000000
M(120,113) = -0.0423569437204491877385392241943000000000
Their sum is = -0.075783504247312370080666510620399999999
The constant M(40,33) is = -0.075783504247312370080666510620300000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(40,37) has to be equal to the sum of: 
M(120,37) = -0.0177642585271328707831872702617000000000
M(120,77) = -0.0483032517148340918582469200365000000000
Their sum is = -0.066067510241966962641434190298199999999
The constant M(40,37) is = -0.066067510241966962641434190298199999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(40,39) has to be equal to the sum of: 
M(120,79) = -0.0384662753387048939839173508865000000000
M(120,119) = -0.0480820412598858643697009104095000000000
Their sum is = -0.086548316598590758353618261296000000000
The constant M(40,39) is = -0.086548316598590758353618261296000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(60,1) has to be equal to the sum of: 
M(120,1) = -0.0561493441296949195872686412887000000000
M(120,61) = -0.0326802170805135448916783990750000000000
Their sum is = -0.088829561210208464478947040363700000000
The constant M(60,1) is = -0.088829561210208464478947040363800000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(60,7) has to be equal to the sum of: 
M(120,7) = 0.099195282767115384390631890997900000000
M(120,67) = -0.0389463120277298005766972625771000000000
Their sum is = 0.0602489707393855838139346284207999999998
The constant M(60,7) is = 0.0602489707393855838139346284208000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(60,11) has to be equal to the sum of: 
M(120,11) = 0.0454309041422566154161775129747000000000
M(120,71) = -0.0343481044058383410598083485511000000000
Their sum is = 0.0110827997364182743563691644236000000001
The constant M(60,11) is = 0.0110827997364182743563691644236000000000
The difference (constant-sum) is = 1.377532442 E-40
**************************
The constant M(60,13) has to be equal to the sum of: 
M(120,13) = 0.0232512979117097368626690167799000000000
M(120,73) = -0.0334265605268631823421272864261000000000
Their sum is = -0.0101752626151534454794582696462000000000
The constant M(60,13) is = -0.0101752626151534454794582696462000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(60,17) has to be equal to the sum of: 
M(120,17) = 0.0135335887222142473038450001695000000000
M(120,77) = -0.0483032517148340918582469200365000000000
Their sum is = -0.0347696629926198445544019198670000000000
The constant M(60,17) is = -0.0347696629926198445544019198670000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(60,19) has to be equal to the sum of: 
M(120,19) = 0.0066657335401767606521721596307000000000
M(120,79) = -0.0384662753387048939839173508865000000000
Their sum is = -0.0318005417985281333317451912558000000001
The constant M(60,19) is = -0.0318005417985281333317451912557999999999
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(60,23) has to be equal to the sum of: 
M(120,23) = -0.0048922031458575075250874832132000000000
M(120,83) = -0.0431974035157556831152095739425000000000
Their sum is = -0.0480896066616131906402970571557000000000
The constant M(60,23) is = -0.0480896066616131906402970571557000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(60,29) has to be equal to the sum of: 
M(120,29) = -0.0113316492218287070521337243952000000000
M(120,89) = -0.0424223757979559640555070327524000000000
Their sum is = -0.0537540250197846711076407571476000000000
The constant M(60,29) is = -0.0537540250197846711076407571475000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(60,31) has to be equal to the sum of: 
M(120,31) = -0.0145402643055284067929456704112000000000
M(120,91) = -0.0472781534478306608504300212049000000000
Their sum is = -0.0618184177533590676433756916161000000000
The constant M(60,31) is = -0.0618184177533590676433756916161000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(60,37) has to be equal to the sum of: 
M(120,37) = -0.0177642585271328707831872702617000000000
M(120,97) = -0.0431584438434377468676265801790000000000
Their sum is = -0.0609227023705706176508138504407000000000
The constant M(60,37) is = -0.0609227023705706176508138504407000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(60,41) has to be equal to the sum of: 
M(120,41) = -0.0253003509759691845218355104041000000000
M(120,101) = -0.0439689197841405408515788657374000000000
Their sum is = -0.069269270760109725373414376141500000000
The constant M(60,41) is = -0.069269270760109725373414376141600000000
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(60,43) has to be equal to the sum of: 
M(120,43) = -0.0232034854691597581536395387049000000000
M(120,103) = -0.0422912411598754876998852624107000000000
Their sum is = -0.065494726629035245853524801115599999999
The constant M(60,43) is = -0.065494726629035245853524801115700000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(60,47) has to be equal to the sum of: 
M(120,47) = -0.0306592347466200302887095651614000000000
M(120,107) = -0.0378008942775998731579664646595000000000
Their sum is = -0.068460129024219903446676029820900000000
The constant M(60,47) is = -0.068460129024219903446676029820799999999
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(60,49) has to be equal to the sum of: 
M(120,49) = -0.0571373098499336873146713506666000000000
M(120,109) = -0.0409609280220400511810480005172000000000
Their sum is = -0.098098237871973738495719351183800000000
The constant M(60,49) is = -0.098098237871973738495719351183800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(60,53) has to be equal to the sum of: 
M(120,53) = -0.0285663896653055037750103525014000000000
M(120,113) = -0.0423569437204491877385392241943000000000
Their sum is = -0.070923333385754691513549576695699999999
The constant M(60,53) is = -0.070923333385754691513549576695600000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(60,59) has to be equal to the sum of: 
M(120,59) = -0.0326803716086778038089454647092000000001
M(120,119) = -0.0480820412598858643697009104095000000000
Their sum is = -0.080762412868563668178646375118699999999
The constant M(60,59) is = -0.080762412868563668178646375118699999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(11,1) has to be equal to the sum of: 
M(121,1) = -0.0161606406615466726682507685802000000000
M(121,12) = -0.0154908777390151482854405642923000000000
M(121,23) = 0.0257532750990413885644753770829000000000
M(121,34) = -0.0132741437429085661216447111555000000000
M(121,45) = -0.0168006266675999009096618412443000000000
M(121,56) = -0.0138855398106047809567089935173000000000
M(121,67) = -0.00241556043587348727697891260138000000000
M(121,78) = -0.0112986108896042853296761778069000000000
M(121,89) = -0.00341438539442051986604237172482000000000
M(121,100) = -0.0151456830427075699229028265014000000000
M(121,111) = -0.0150046996053919319057567267552000000000
Their sum is = -0.097137492890631474678588517096399999999
The constant M(11,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(11,2) has to be equal to the sum of: 
M(121,2) = 0.484074135161125237979800796716000000000
M(121,13) = 0.0608504107626652872968890753512000000000
M(121,24) = -0.0173201210795427219023856487682000000000
M(121,35) = -0.0122213032344496623203913038027000000000
M(121,46) = -0.0091405665591895552055008910419900000000
M(121,57) = -0.0156374788749060261927777775517999999999
M(121,68) = -0.0140004674008393253621303645448000000000
M(121,79) = -0.00310880728887716959934131292691000000000
M(121,90) = -0.0120974112316697497901462870304000000000
M(121,101) = -0.0062342503320735874706318606478300000000
M(121,112) = -0.0137019384593759603140855115109000000000
Their sum is = 0.441462201462866767119298914241670000004
The constant M(11,2) is = 0.441462201462866767119298914241000000000
The difference (constant-sum) is = 6.700000034 E-31
**************************
The constant M(11,3) has to be equal to the sum of: 
M(121,3) = 0.319089745078421565321665981110000000000
M(121,14) = -0.0162594610882216870310670422226000000000
M(121,25) = -0.0146605679781610007023566764148000000000
M(121,36) = -0.0079654954141439004809726206146900000000
M(121,47) = 0.0050850917397917929967395250195900000000
M(121,58) = -0.0095150326094268370977830172890000000000
M(121,69) = -0.0147078122284381445809200179792000000000
M(121,80) = -0.0159526063961929606345291793488000000000
M(121,91) = -0.0164112514116936964541815297409000000000
M(121,102) = -0.0139972497579372127291859799475000000000
M(121,113) = -0.0089287005613716783002922448416300000000
Their sum is = 0.205776659372626240307117197730470000005
The constant M(11,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = -5.299999956 E-31
**************************
The constant M(11,4) has to be equal to the sum of: 
M(121,4) = -0.0150656114897827022482078456015000000000
M(121,15) = -0.0109137978754792041253534414492000000000
M(121,26) = -0.0142164034168218177350549109664000000000
M(121,37) = 0.0112649383121570056873623728274000000000
M(121,48) = -0.0165094347166290947470533732916000000000
M(121,59) = -0.000092919338799290431247225224038600000000
M(121,70) = -0.0112530695211784662983683023777000000000
M(121,81) = -0.0164448559660869439843999141740000000000
M(121,92) = -0.0169786664307586767658338932591000000000
M(121,103) = -0.0048258871727247322972825971104800000000
M(121,114) = -0.0169346689243195029277390030812000000000
Their sum is = -0.111970376540423425873178133707818599999
The constant M(11,4) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 1.814000008 E-31
**************************
The constant M(11,5) has to be equal to the sum of: 
M(121,5) = 0.182161129335720938240882855952000000000
M(121,16) = -0.0064266607301992826446781367113900000000
M(121,27) = -0.0137359689429300655579494734471000000000
M(121,38) = -0.0143468325102064101392239131825000000000
M(121,49) = -0.0178343083356242039922724859381000000000
M(121,60) = -0.0124956853016026148918407767194000000000
M(121,71) = 0.00163581060098451962007846649329000000000
M(121,82) = -0.0166459209900443719968495807904000000000
M(121,93) = -0.0147687341132121680833501837516000000000
M(121,104) = -0.0138366541040477980960264371120000000000
M(121,115) = -0.0156991292195163282313249681457000000000
Their sum is = 0.0580070456893222142274453666471000000016
The constant M(11,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = 1.000000016 E-31
**************************
The constant M(11,6) has to be equal to the sum of: 
M(121,6) = -0.0084413796909354603644276178099899999999
M(121,17) = 0.0421747294411227727493633006880000000000
M(121,28) = -0.0105431384984809165545451968657000000000
M(121,39) = -0.0116421273669890220221385674020000000000
M(121,50) = -0.0175337315205768556396130839544000000000
M(121,61) = -0.0000320172627582278315349676818069000000000
M(121,72) = -0.0102839599578650009771994342866000000000
M(121,83) = -0.0039789848858962369998296886157200000000
M(121,94) = -0.0143192630394908115241983965748000000000
M(121,105) = -0.0160639137485525289924760184232000000000
M(121,116) = -0.0154538555609198149492503813898000000000
Their sum is = -0.066117642091342103105850052316016899999
The constant M(11,6) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = -1.168999994 E-31
**************************
The constant M(11,7) has to be equal to the sum of: 
M(121,7) = 0.128458381822735345307106240075999999999
M(121,18) = -0.0115216595613992911263702940119000000000
M(121,29) = 0.0215677159899626124170246352092000000000
M(121,40) = -0.0158621540586551973034222348289999999999
M(121,51) = -0.0136672505210378348426414496388000000000
M(121,62) = -0.0170140138595788055234106878683000000000
M(121,73) = -0.00204376721013600680607320193271000000000
M(121,84) = -0.0172018769163148810644441075383000000000
M(121,95) = -0.0123551945431339451520100587856000000000
M(121,106) = -0.0128827988169535256261707267184000000000
M(121,117) = -0.0127947295806555654616969966119000000000
Their sum is = 0.0346826527448329048178911173502900000012
The constant M(11,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = 4.900000012 E-31
**************************
The constant M(11,8) has to be equal to the sum of: 
M(121,8) = -0.0151129980910595432343230442209000000000
M(121,19) = 0.0374098368615503677782889694258000000000
M(121,30) = -0.0101623036555850734097782830969000000000
M(121,41) = 0.0111924090605374361075709720777000000000
M(121,52) = -0.0117540760550118702991262571066000000000
M(121,63) = -0.0154209854660045261401726203598000000000
M(121,74) = -0.0168694190935547609171454757557000000000
M(121,85) = -0.0160347242891451842389523446626999999999
M(121,96) = -0.0156201528900418430383084069064000000000
M(121,107) = -0.0049223643109751477428498942609200000000
M(121,118) = -0.0137053432987313525629017109375000000000
Their sum is = -0.071000121228021497697698095803920000000
The constant M(11,8) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = 8.00000000 E-32
**************************
The constant M(11,9) has to be equal to the sum of: 
M(121,9) = -0.0133055355246147247087538759157000000000
M(121,20) = -0.0149301145565565030190456402549000000000
M(121,31) = 0.0153716614758081740401220797319000000000
M(121,42) = -0.0097627818159438147358826618850900000000
M(121,53) = 0.00189107514671670919257535559539000000000
M(121,64) = -0.0154394546821240370175156277062000000000
M(121,75) = -0.0148604268955147232167645005452000000000
M(121,86) = -0.0143673924386555297554616740982000000000
M(121,97) = -0.0055957154592215047710577727543200000000
M(121,108) = -0.0138694364039923942140718831329000000000
M(121,119) = -0.0166938788347641930572170447117000000000
Their sum is = -0.101561999988862541263073245676919999999
The constant M(11,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 8.00000008 E-32
**************************
The constant M(11,10) has to be equal to the sum of: 
M(121,10) = -0.0061783722575952089311761604065400000000
M(121,21) = -0.0137627851830079072728410758483000000000
M(121,32) = -0.0175196087078989860771758612062000000000
M(121,43) = 0.0062805333042757176340564083951100000000
M(121,54) = -0.0157811368188911890740733116875000000000
M(121,65) = -0.0135050676767123075105584603148000000000
M(121,76) = -0.0111434755046474570025833014008000000000
M(121,87) = -0.0161970595972522321072518496320000000000
M(121,98) = -0.0142491633747803494759010706783000000000
M(121,109) = -0.0071477230932283273986613953028900000000
M(121,120) = -0.0123489456820769619726807255860000000000
Their sum is = -0.121552804591815209188846803668219999999
The constant M(11,10) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = -2.199999993 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(122,1) = -0.0276996140632908557224961839543000000000
M(122,3) = 0.304820772731416264262756568453000000001
M(122,5) = 0.175424623596589423625970948075000000000
M(122,7) = 0.120758838972047387510886204612000000000
M(122,9) = -0.0221673097454829467740444713326000000000
M(122,11) = 0.0624967339830401526906336508473000000000
M(122,13) = 0.0509589422826222884856887870381000000000
M(122,15) = -0.0219014079279774040311762530606000000000
M(122,17) = 0.0366233801728711535948403433225000000000
M(122,19) = 0.0259738672623246024473031943614000000000
M(122,21) = -0.0287465603646878364867307947293000000000
M(122,23) = 0.0141754281068053450125112965071000000000
M(122,25) = -0.0252337065104608890183687836291000000000
M(122,27) = -0.0213410241591123508431950899639000000000
M(122,29) = 0.0125527286714137129155544142388000000000
M(122,31) = 0.0048655577823852592805388497774100000000
M(122,33) = -0.0233685103957177049068214070865000000000
M(122,35) = -0.0214664281006912160851954833155000000000
M(122,37) = 0.00146288627923319939789858718323000000000
M(122,39) = -0.0284126541906642355054177033121000000000
M(122,41) = -0.00050751794555049336682467314375200000000
M(122,43) = -0.0056147467110782632780680007576700000000
M(122,45) = -0.0259322243825031776401376490340000000000
M(122,47) = -0.0106757412751616329500040070304000000000
M(122,49) = -0.0291016873284257405444613062405000000000
M(122,51) = -0.0251417956087079322183631530558000000000
M(122,53) = -0.0091562798601144891441476394387500000000
M(122,55) = -0.0276401794697899402168470170149000000000
M(122,57) = -0.0246926737349496065234442420909000000000
M(122,59) = -0.0074368120789226886258321701231700000000
M(122,63) = -0.0273417937272397096871286025828000000000
M(122,65) = -0.0277538409594791101907759744412000000000
M(122,67) = -0.0107972903323062043704070592768000000000
M(122,69) = -0.0218556016072569041995836109976000000000
M(122,71) = -0.0118341346123428764896875277514000000000
M(122,73) = -0.0111787008906571477186399043606000000000
M(122,75) = -0.0246799041656259447329787695690000000000
M(122,77) = -0.0238464944041672036658655422850000000000
M(122,79) = -0.0183913780014870623471276614405000000000
M(122,81) = -0.0284491768183955577346724568501000000000
M(122,83) = -0.0144389700769706125349081772343000000000
M(122,85) = -0.0309512665769271557793673139595000000000
M(122,87) = -0.0275349942097821444311762220575000000000
M(122,89) = -0.0147072388479382880442685751217000000000
M(122,91) = -0.0286360049097303822441798951514000000000
M(122,93) = -0.0288695951339680102223856282353000000000
M(122,95) = -0.0292091954264419591719072309136000000000
M(122,97) = -0.0196652324790871019868602020638000000000
M(122,99) = -0.0286146524257585095612945421377000000000
M(122,101) = -0.0154770650671328052607430607075000000000
M(122,103) = -0.0190504410480183177759313135921000000000
M(122,105) = -0.0238880318540170470121930950950000000000
M(122,107) = -0.0173659700826033244652319600446000000000
M(122,109) = -0.0200476651215955094444211426622000000000
M(122,111) = -0.0256100053843950009068179661526000000000
M(122,113) = -0.0191008641301690094556488467893000000000
M(122,115) = -0.0283557031494809130541038452189000000000
M(122,117) = -0.0251340502850879514512714581935000000000
M(122,119) = -0.0264455531235755094959782150638000000000
M(122,121) = -0.0295423009111301478241553250849000000000
And of the summand: 1/61
Their sum is = -0.238502787152357216244573161391118393412
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 1.857475361 E-31
**************************
The constant M(61,1) has to be equal to the sum of: 
M(122,1) = -0.0276996140632908557224961839543000000000
Their sum is = -0.0276996140632908557224961839543000000000
The constant M(61,1) is = -0.0276996140632908557224961839543000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,2) has to be equal to the sum of: 
M(122,63) = -0.0273417937272397096871286025828000000000
And of the summand: 1/2
Their sum is = 0.472658206272760290312871397417200000000
The constant M(61,2) is = 0.472658206272760290312871397417000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(61,3) has to be equal to the sum of: 
M(122,3) = 0.304820772731416264262756568453000000001
Their sum is = 0.304820772731416264262756568453000000001
The constant M(61,3) is = 0.304820772731416264262756568453000000001
The difference (constant-sum) is = 0.E-39
**************************
The constant M(61,4) has to be equal to the sum of: 
M(122,65) = -0.0277538409594791101907759744412000000000
Their sum is = -0.0277538409594791101907759744412000000000
The constant M(61,4) is = -0.0277538409594791101907759744412000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,5) has to be equal to the sum of: 
M(122,5) = 0.175424623596589423625970948075000000000
Their sum is = 0.175424623596589423625970948075000000000
The constant M(61,5) is = 0.175424623596589423625970948075000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(61,6) has to be equal to the sum of: 
M(122,67) = -0.0107972903323062043704070592768000000000
Their sum is = -0.0107972903323062043704070592768000000000
The constant M(61,6) is = -0.0107972903323062043704070592768000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,7) has to be equal to the sum of: 
M(122,7) = 0.120758838972047387510886204612000000000
Their sum is = 0.120758838972047387510886204612000000000
The constant M(61,7) is = 0.120758838972047387510886204612000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(61,8) has to be equal to the sum of: 
M(122,69) = -0.0218556016072569041995836109976000000000
Their sum is = -0.0218556016072569041995836109976000000000
The constant M(61,8) is = -0.0218556016072569041995836109976000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,9) has to be equal to the sum of: 
M(122,9) = -0.0221673097454829467740444713326000000000
Their sum is = -0.0221673097454829467740444713326000000000
The constant M(61,9) is = -0.0221673097454829467740444713326000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,10) has to be equal to the sum of: 
M(122,71) = -0.0118341346123428764896875277514000000000
Their sum is = -0.0118341346123428764896875277514000000000
The constant M(61,10) is = -0.0118341346123428764896875277514000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,11) has to be equal to the sum of: 
M(122,11) = 0.0624967339830401526906336508473000000000
Their sum is = 0.0624967339830401526906336508473000000000
The constant M(61,11) is = 0.0624967339830401526906336508473000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,12) has to be equal to the sum of: 
M(122,73) = -0.0111787008906571477186399043606000000000
Their sum is = -0.0111787008906571477186399043606000000000
The constant M(61,12) is = -0.0111787008906571477186399043606000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,13) has to be equal to the sum of: 
M(122,13) = 0.0509589422826222884856887870381000000000
Their sum is = 0.0509589422826222884856887870381000000000
The constant M(61,13) is = 0.0509589422826222884856887870381000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,14) has to be equal to the sum of: 
M(122,75) = -0.0246799041656259447329787695690000000000
Their sum is = -0.0246799041656259447329787695690000000000
The constant M(61,14) is = -0.0246799041656259447329787695690000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,15) has to be equal to the sum of: 
M(122,15) = -0.0219014079279774040311762530606000000000
Their sum is = -0.0219014079279774040311762530606000000000
The constant M(61,15) is = -0.0219014079279774040311762530606000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,16) has to be equal to the sum of: 
M(122,77) = -0.0238464944041672036658655422850000000000
Their sum is = -0.0238464944041672036658655422850000000000
The constant M(61,16) is = -0.0238464944041672036658655422850000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,17) has to be equal to the sum of: 
M(122,17) = 0.0366233801728711535948403433225000000000
Their sum is = 0.0366233801728711535948403433225000000000
The constant M(61,17) is = 0.0366233801728711535948403433225000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,18) has to be equal to the sum of: 
M(122,79) = -0.0183913780014870623471276614405000000000
Their sum is = -0.0183913780014870623471276614405000000000
The constant M(61,18) is = -0.0183913780014870623471276614405000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,19) has to be equal to the sum of: 
M(122,19) = 0.0259738672623246024473031943614000000000
Their sum is = 0.0259738672623246024473031943614000000000
The constant M(61,19) is = 0.0259738672623246024473031943614000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,20) has to be equal to the sum of: 
M(122,81) = -0.0284491768183955577346724568501000000000
Their sum is = -0.0284491768183955577346724568501000000000
The constant M(61,20) is = -0.0284491768183955577346724568501000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,21) has to be equal to the sum of: 
M(122,21) = -0.0287465603646878364867307947293000000000
Their sum is = -0.0287465603646878364867307947293000000000
The constant M(61,21) is = -0.0287465603646878364867307947293000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,22) has to be equal to the sum of: 
M(122,83) = -0.0144389700769706125349081772343000000000
Their sum is = -0.0144389700769706125349081772343000000000
The constant M(61,22) is = -0.0144389700769706125349081772343000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,23) has to be equal to the sum of: 
M(122,23) = 0.0141754281068053450125112965071000000000
Their sum is = 0.0141754281068053450125112965071000000000
The constant M(61,23) is = 0.0141754281068053450125112965071000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,24) has to be equal to the sum of: 
M(122,85) = -0.0309512665769271557793673139595000000000
Their sum is = -0.0309512665769271557793673139595000000000
The constant M(61,24) is = -0.0309512665769271557793673139595000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,25) has to be equal to the sum of: 
M(122,25) = -0.0252337065104608890183687836291000000000
Their sum is = -0.0252337065104608890183687836291000000000
The constant M(61,25) is = -0.0252337065104608890183687836291000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,26) has to be equal to the sum of: 
M(122,87) = -0.0275349942097821444311762220575000000000
Their sum is = -0.0275349942097821444311762220575000000000
The constant M(61,26) is = -0.0275349942097821444311762220575000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,27) has to be equal to the sum of: 
M(122,27) = -0.0213410241591123508431950899639000000000
Their sum is = -0.0213410241591123508431950899639000000000
The constant M(61,27) is = -0.0213410241591123508431950899639000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,28) has to be equal to the sum of: 
M(122,89) = -0.0147072388479382880442685751217000000000
Their sum is = -0.0147072388479382880442685751217000000000
The constant M(61,28) is = -0.0147072388479382880442685751217000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,29) has to be equal to the sum of: 
M(122,29) = 0.0125527286714137129155544142388000000000
Their sum is = 0.0125527286714137129155544142388000000000
The constant M(61,29) is = 0.0125527286714137129155544142388000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,30) has to be equal to the sum of: 
M(122,91) = -0.0286360049097303822441798951514000000000
Their sum is = -0.0286360049097303822441798951514000000000
The constant M(61,30) is = -0.0286360049097303822441798951514000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,31) has to be equal to the sum of: 
M(122,31) = 0.0048655577823852592805388497774100000000
Their sum is = 0.0048655577823852592805388497774100000000
The constant M(61,31) is = 0.0048655577823852592805388497774100000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,32) has to be equal to the sum of: 
M(122,93) = -0.0288695951339680102223856282353000000000
Their sum is = -0.0288695951339680102223856282353000000000
The constant M(61,32) is = -0.0288695951339680102223856282353000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,33) has to be equal to the sum of: 
M(122,33) = -0.0233685103957177049068214070865000000000
Their sum is = -0.0233685103957177049068214070865000000000
The constant M(61,33) is = -0.0233685103957177049068214070865000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,34) has to be equal to the sum of: 
M(122,95) = -0.0292091954264419591719072309136000000000
Their sum is = -0.0292091954264419591719072309136000000000
The constant M(61,34) is = -0.0292091954264419591719072309136000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,35) has to be equal to the sum of: 
M(122,35) = -0.0214664281006912160851954833155000000000
Their sum is = -0.0214664281006912160851954833155000000000
The constant M(61,35) is = -0.0214664281006912160851954833155000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,36) has to be equal to the sum of: 
M(122,97) = -0.0196652324790871019868602020638000000000
Their sum is = -0.0196652324790871019868602020638000000000
The constant M(61,36) is = -0.0196652324790871019868602020638000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,37) has to be equal to the sum of: 
M(122,37) = 0.00146288627923319939789858718323000000000
Their sum is = 0.00146288627923319939789858718323000000000
The constant M(61,37) is = 0.00146288627923319939789858718323000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(61,38) has to be equal to the sum of: 
M(122,99) = -0.0286146524257585095612945421377000000000
Their sum is = -0.0286146524257585095612945421377000000000
The constant M(61,38) is = -0.0286146524257585095612945421377000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,39) has to be equal to the sum of: 
M(122,39) = -0.0284126541906642355054177033121000000000
Their sum is = -0.0284126541906642355054177033121000000000
The constant M(61,39) is = -0.0284126541906642355054177033121000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,40) has to be equal to the sum of: 
M(122,101) = -0.0154770650671328052607430607075000000000
Their sum is = -0.0154770650671328052607430607075000000000
The constant M(61,40) is = -0.0154770650671328052607430607075000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,41) has to be equal to the sum of: 
M(122,41) = -0.00050751794555049336682467314375200000000
Their sum is = -0.00050751794555049336682467314375200000000
The constant M(61,41) is = -0.00050751794555049336682467314375200000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(61,42) has to be equal to the sum of: 
M(122,103) = -0.0190504410480183177759313135921000000000
Their sum is = -0.0190504410480183177759313135921000000000
The constant M(61,42) is = -0.0190504410480183177759313135921000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,43) has to be equal to the sum of: 
M(122,43) = -0.0056147467110782632780680007576700000000
Their sum is = -0.0056147467110782632780680007576700000000
The constant M(61,43) is = -0.0056147467110782632780680007576700000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,44) has to be equal to the sum of: 
M(122,105) = -0.0238880318540170470121930950950000000000
Their sum is = -0.0238880318540170470121930950950000000000
The constant M(61,44) is = -0.0238880318540170470121930950950000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,45) has to be equal to the sum of: 
M(122,45) = -0.0259322243825031776401376490340000000000
Their sum is = -0.0259322243825031776401376490340000000000
The constant M(61,45) is = -0.0259322243825031776401376490340000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,46) has to be equal to the sum of: 
M(122,107) = -0.0173659700826033244652319600446000000000
Their sum is = -0.0173659700826033244652319600446000000000
The constant M(61,46) is = -0.0173659700826033244652319600446000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,47) has to be equal to the sum of: 
M(122,47) = -0.0106757412751616329500040070304000000000
Their sum is = -0.0106757412751616329500040070304000000000
The constant M(61,47) is = -0.0106757412751616329500040070304000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,48) has to be equal to the sum of: 
M(122,109) = -0.0200476651215955094444211426622000000000
Their sum is = -0.0200476651215955094444211426622000000000
The constant M(61,48) is = -0.0200476651215955094444211426622000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,49) has to be equal to the sum of: 
M(122,49) = -0.0291016873284257405444613062405000000000
Their sum is = -0.0291016873284257405444613062405000000000
The constant M(61,49) is = -0.0291016873284257405444613062405000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,50) has to be equal to the sum of: 
M(122,111) = -0.0256100053843950009068179661526000000000
Their sum is = -0.0256100053843950009068179661526000000000
The constant M(61,50) is = -0.0256100053843950009068179661526000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,51) has to be equal to the sum of: 
M(122,51) = -0.0251417956087079322183631530558000000000
Their sum is = -0.0251417956087079322183631530558000000000
The constant M(61,51) is = -0.0251417956087079322183631530558000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,52) has to be equal to the sum of: 
M(122,113) = -0.0191008641301690094556488467893000000000
Their sum is = -0.0191008641301690094556488467893000000000
The constant M(61,52) is = -0.0191008641301690094556488467893000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,53) has to be equal to the sum of: 
M(122,53) = -0.0091562798601144891441476394387500000000
Their sum is = -0.0091562798601144891441476394387500000000
The constant M(61,53) is = -0.0091562798601144891441476394387500000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,54) has to be equal to the sum of: 
M(122,115) = -0.0283557031494809130541038452189000000000
Their sum is = -0.0283557031494809130541038452189000000000
The constant M(61,54) is = -0.0283557031494809130541038452189000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,55) has to be equal to the sum of: 
M(122,55) = -0.0276401794697899402168470170149000000000
Their sum is = -0.0276401794697899402168470170149000000000
The constant M(61,55) is = -0.0276401794697899402168470170149000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,56) has to be equal to the sum of: 
M(122,117) = -0.0251340502850879514512714581935000000000
Their sum is = -0.0251340502850879514512714581935000000000
The constant M(61,56) is = -0.0251340502850879514512714581935000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,57) has to be equal to the sum of: 
M(122,57) = -0.0246926737349496065234442420909000000000
Their sum is = -0.0246926737349496065234442420909000000000
The constant M(61,57) is = -0.0246926737349496065234442420909000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,58) has to be equal to the sum of: 
M(122,119) = -0.0264455531235755094959782150638000000000
Their sum is = -0.0264455531235755094959782150638000000000
The constant M(61,58) is = -0.0264455531235755094959782150638000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,59) has to be equal to the sum of: 
M(122,59) = -0.0074368120789226886258321701231700000000
Their sum is = -0.0074368120789226886258321701231700000000
The constant M(61,59) is = -0.0074368120789226886258321701231700000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(61,60) has to be equal to the sum of: 
M(122,121) = -0.0295423009111301478241553250849000000000
Their sum is = -0.0295423009111301478241553250849000000000
The constant M(61,60) is = -0.0295423009111301478241553250849000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(3,1) has to be equal to the sum of: 
M(123,1) = -0.0227874903296005717977493727203000000000
M(123,4) = -0.0132972862264399963882133239113000000000
M(123,7) = 0.121967604402465678283100719574000000000
M(123,10) = -0.0214089452249698085782311822413000000000
M(123,13) = 0.0547530265980425698120842675863000000000
M(123,16) = -0.0148729256363376324666314090230000000000
M(123,19) = 0.0305706394330938265356878311474000000000
M(123,22) = -0.0225960470588851759243388229888000000000
M(123,25) = -0.0198800578998655926789576710037000000000
M(123,28) = -0.0135126678467534881935559365253000000000
M(123,31) = 0.0144272676028170052208102413570000000000
M(123,34) = -0.0178712182992380712702254757796000000000
M(123,37) = 0.0063744821065506203108271244671300000000
M(123,40) = -0.0161331166806607409798174968969000000000
M(123,43) = -0.00216063819916154732339116782889000000000
M(123,46) = -0.0209354265103133968045537643439000000000
M(123,49) = -0.0204318003649115699877396214991000000000
M(123,52) = -0.0226066671212471167410638721729000000000
M(123,55) = -0.0213240434805191088725648625410000000000
M(123,58) = -0.0169365416450181878138228159713000000000
M(123,61) = -0.0040878344364729535528114695340200000000
M(123,64) = -0.0216000656062159898435903338707000000000
M(123,67) = -0.00384927418671697129195963182635000000000
M(123,70) = -0.0164576570265141019714045462930000000000
M(123,73) = -0.0093983590779213098217989992305400000000
M(123,76) = -0.0176118792272170735419677599214000000000
M(123,79) = -0.0087265498963395966439495771831000000000
M(123,85) = -0.0178959557046232014233089857916000000000
M(123,88) = -0.0174973273167411265225617516122000000000
M(123,91) = -0.0197004669662320704182226325349000000000
M(123,94) = -0.0200760232013782108645567209890000000000
M(123,97) = -0.0141441657630865908581626897087000000000
M(123,100) = -0.0203226333138157659568845564936000000000
M(123,103) = -0.0116759841600169991976841444544000000000
M(123,106) = -0.0178977907905283418082497824231000000000
M(123,109) = -0.0139661778953662445863537758506000000000
M(123,112) = -0.0238005806181257855125609059214000000000
M(123,115) = -0.0221639182349165248505502662618000000000
M(123,118) = -0.0177087390279618261611311736654000000000
M(123,121) = -0.0196472446783001386335932523201000000000
Their sum is = -0.356890479509443129119649567201369999990
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -3.699999904 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(123,2) = 0.479453034726975724453074490696000000000
M(123,5) = 0.181187928966767938284371976289000000000
M(123,8) = -0.0156977681357630743368067738662000000000
M(123,11) = 0.072899562747443930554365154153200000000
M(123,14) = -0.0137847351327986408524912364187000000000
M(123,17) = 0.0397112149340811080954720093635000000000
M(123,20) = -0.0201804315661616559092306849412000000000
M(123,23) = 0.0245550273807712110883611788886000000000
M(123,26) = -0.0157669367495384730326638206645000000000
M(123,29) = 0.0130716935388943029510552301841000000000
M(123,32) = -0.0212871976597085840391273796234000000000
M(123,35) = -0.0192284186852831265170079237329000000000
M(123,38) = -0.0235047121342067537857145540047000000000
M(123,44) = -0.0168019172360036902643256578486000000000
M(123,47) = 0.00178018300575509553555633609965000000000
M(123,50) = -0.0153457704397440819859982506060000000000
M(123,53) = -0.0054902986858118830898228200047800000000
M(123,56) = -0.0184779032883616578387265197571000000000
M(123,59) = -0.0057221487048788185468458427338200000000
M(123,62) = -0.0212518219589512371169374589945000000000
M(123,65) = -0.0197705935933352679933778384910000000000
M(123,68) = -0.0167219562654172310121237834399999999999
M(123,71) = -0.00339733376315930972057734637700000000000
M(123,74) = -0.0165995264809054386111535973084000000000
M(123,77) = -0.0217635459744610472645996313800000000000
M(123,80) = -0.0201540916167907400528686202640000000000
M(123,83) = -0.0109981478450268648640638170924000000000
M(123,86) = -0.0209206980207158169719257928395000000000
M(123,89) = -0.0115300319595658095266660291270000000000
M(123,92) = -0.0220171878097241363693029184840000000000
M(123,95) = -0.0225656010170923528039289431765000000000
M(123,98) = -0.0221746292994699663052248462250000000000
M(123,101) = -0.0095798619920369967123216530809100000000
M(123,104) = -0.0186420524343465398738129234093000000000
M(123,107) = -0.0105784239947643452747811704854000000000
M(123,110) = -0.0167622535188772149255580157845000000000
M(123,113) = -0.0124931488571550886247734747469000000000
M(123,116) = -0.0186328563973015404379892680566000000000
M(123,119) = -0.0227654185114834349379844055333000000000
M(123,122) = -0.0213871104505349362120242071384000000000
And of the summand: 1/41
Their sum is = 0.285054359023752579541743072476564390264
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -4.356097360 E-31
**************************
The constant M(41,1) has to be equal to the sum of: 
M(123,1) = -0.0227874903296005717977493727203000000000
M(123,83) = -0.0109981478450268648640638170924000000000
Their sum is = -0.0337856381746274366618131898127000000000
The constant M(41,1) is = -0.0337856381746274366618131898127000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,2) has to be equal to the sum of: 
M(123,2) = 0.479453034726975724453074490696000000000
M(123,43) = -0.00216063819916154732339116782889000000000
Their sum is = 0.477292396527814177129683322867110000002
The constant M(41,2) is = 0.477292396527814177129683322868000000000
The difference (constant-sum) is = -8.89999998 E-31
**************************
The constant M(41,3) has to be equal to the sum of: 
M(123,44) = -0.0168019172360036902643256578486000000000
M(123,85) = -0.0178959557046232014233089857916000000000
And of the summand: 1/3
Their sum is = 0.298635460392706441645698689693133333334
The constant M(41,3) is = 0.298635460392706441645698689693000000000
The difference (constant-sum) is = 1.333333340 E-31
**************************
The constant M(41,4) has to be equal to the sum of: 
M(123,4) = -0.0132972862264399963882133239113000000000
M(123,86) = -0.0209206980207158169719257928395000000000
Their sum is = -0.0342179842471558133601391167508000000000
The constant M(41,4) is = -0.0342179842471558133601391167509000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(41,5) has to be equal to the sum of: 
M(123,5) = 0.181187928966767938284371976289000000000
M(123,46) = -0.0209354265103133968045537643439000000000
Their sum is = 0.160252502456454541479818211945100000000
The constant M(41,5) is = 0.160252502456454541479818211945000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(41,6) has to be equal to the sum of: 
M(123,47) = 0.00178018300575509553555633609965000000000
M(123,88) = -0.0174973273167411265225617516122000000000
Their sum is = -0.0157171443109860309870054155125500000000
The constant M(41,6) is = -0.0157171443109860309870054155124999999999
The difference (constant-sum) is = -5.00000000 E-32
**************************
The constant M(41,7) has to be equal to the sum of: 
M(123,7) = 0.121967604402465678283100719574000000000
M(123,89) = -0.0115300319595658095266660291270000000000
Their sum is = 0.110437572442899868756434690447000000000
The constant M(41,7) is = 0.110437572442899868756434690447000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(41,8) has to be equal to the sum of: 
M(123,8) = -0.0156977681357630743368067738662000000000
M(123,49) = -0.0204318003649115699877396214991000000000
Their sum is = -0.0361295685006746443245463953652999999998
The constant M(41,8) is = -0.0361295685006746443245463953653000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(41,9) has to be equal to the sum of: 
M(123,50) = -0.0153457704397440819859982506060000000000
M(123,91) = -0.0197004669662320704182226325349000000000
Their sum is = -0.0350462374059761524042208831409000000000
The constant M(41,9) is = -0.0350462374059761524042208831408000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(41,10) has to be equal to the sum of: 
M(123,10) = -0.0214089452249698085782311822413000000000
M(123,92) = -0.0220171878097241363693029184840000000000
Their sum is = -0.0434261330346939449475341007253000000000
The constant M(41,10) is = -0.0434261330346939449475341007253000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,11) has to be equal to the sum of: 
M(123,11) = 0.072899562747443930554365154153200000000
M(123,52) = -0.0226066671212471167410638721729000000000
Their sum is = 0.0502928956261968138133012819803000000002
The constant M(41,11) is = 0.0502928956261968138133012819804000000000
The difference (constant-sum) is = -9.99999996 E-32
**************************
The constant M(41,12) has to be equal to the sum of: 
M(123,53) = -0.0054902986858118830898228200047800000000
M(123,94) = -0.0200760232013782108645567209890000000000
Their sum is = -0.0255663218871900939543795409937799999999
The constant M(41,12) is = -0.0255663218871900939543795409938000000000
The difference (constant-sum) is = 2.000000002 E-32
**************************
The constant M(41,13) has to be equal to the sum of: 
M(123,13) = 0.0547530265980425698120842675863000000000
M(123,95) = -0.0225656010170923528039289431765000000000
Their sum is = 0.0321874255809502170081553244097999999999
The constant M(41,13) is = 0.0321874255809502170081553244097000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(41,14) has to be equal to the sum of: 
M(123,14) = -0.0137847351327986408524912364187000000000
M(123,55) = -0.0213240434805191088725648625410000000000
Their sum is = -0.0351087786133177497250560989596999999998
The constant M(41,14) is = -0.0351087786133177497250560989597000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(41,15) has to be equal to the sum of: 
M(123,56) = -0.0184779032883616578387265197571000000000
M(123,97) = -0.0141441657630865908581626897087000000000
Their sum is = -0.0326220690514482486968892094658000000000
The constant M(41,15) is = -0.0326220690514482486968892094658000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,16) has to be equal to the sum of: 
M(123,16) = -0.0148729256363376324666314090230000000000
M(123,98) = -0.0221746292994699663052248462250000000000
Their sum is = -0.0370475549358075987718562552480000000000
The constant M(41,16) is = -0.0370475549358075987718562552479000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(41,17) has to be equal to the sum of: 
M(123,17) = 0.0397112149340811080954720093635000000000
M(123,58) = -0.0169365416450181878138228159713000000000
Their sum is = 0.0227746732890629202816491933922000000000
The constant M(41,17) is = 0.0227746732890629202816491933922000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,18) has to be equal to the sum of: 
M(123,59) = -0.0057221487048788185468458427338200000000
M(123,100) = -0.0203226333138157659568845564936000000000
Their sum is = -0.0260447820186945845037303992274200000000
The constant M(41,18) is = -0.0260447820186945845037303992274000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(41,19) has to be equal to the sum of: 
M(123,19) = 0.0305706394330938265356878311474000000000
M(123,101) = -0.0095798619920369967123216530809100000000
Their sum is = 0.0209907774410568298233661780664900000000
The constant M(41,19) is = 0.0209907774410568298233661780665000000000
The difference (constant-sum) is = -1.000000005 E-32
**************************
The constant M(41,20) has to be equal to the sum of: 
M(123,20) = -0.0201804315661616559092306849412000000000
M(123,61) = -0.0040878344364729535528114695340200000000
Their sum is = -0.0242682660026346094620421544752200000000
The constant M(41,20) is = -0.0242682660026346094620421544752000000000
The difference (constant-sum) is = -2.000000002 E-32
**************************
The constant M(41,21) has to be equal to the sum of: 
M(123,62) = -0.0212518219589512371169374589945000000000
M(123,103) = -0.0116759841600169991976841444544000000000
Their sum is = -0.0329278061189682363146216034488999999999
The constant M(41,21) is = -0.0329278061189682363146216034488999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,22) has to be equal to the sum of: 
M(123,22) = -0.0225960470588851759243388229888000000000
M(123,104) = -0.0186420524343465398738129234093000000000
Their sum is = -0.0412380994932317157981517463981000000000
The constant M(41,22) is = -0.0412380994932317157981517463981000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,23) has to be equal to the sum of: 
M(123,23) = 0.0245550273807712110883611788886000000000
M(123,64) = -0.0216000656062159898435903338707000000000
Their sum is = 0.00295496177455522124477084501790000000001
The constant M(41,23) is = 0.00295496177455522124477084501797000000000
The difference (constant-sum) is = -6.999999999743759146 E-32
**************************
The constant M(41,24) has to be equal to the sum of: 
M(123,65) = -0.0197705935933352679933778384910000000000
M(123,106) = -0.0178977907905283418082497824231000000000
Their sum is = -0.0376683843838636098016276209141000000000
The constant M(41,24) is = -0.0376683843838636098016276209141000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,25) has to be equal to the sum of: 
M(123,25) = -0.0198800578998655926789576710037000000000
M(123,107) = -0.0105784239947643452747811704854000000000
Their sum is = -0.0304584818946299379537388414891000000000
The constant M(41,25) is = -0.0304584818946299379537388414891000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,26) has to be equal to the sum of: 
M(123,26) = -0.0157669367495384730326638206645000000000
M(123,67) = -0.00384927418671697129195963182635000000000
Their sum is = -0.0196162109362554443246234524908499999999
The constant M(41,26) is = -0.0196162109362554443246234524908000000000
The difference (constant-sum) is = -4.99999999 E-32
**************************
The constant M(41,27) has to be equal to the sum of: 
M(123,68) = -0.0167219562654172310121237834399999999999
M(123,109) = -0.0139661778953662445863537758506000000000
Their sum is = -0.0306881341607834755984775592905999999999
The constant M(41,27) is = -0.0306881341607834755984775592907000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(41,28) has to be equal to the sum of: 
M(123,28) = -0.0135126678467534881935559365253000000000
M(123,110) = -0.0167622535188772149255580157845000000000
Their sum is = -0.0302749213656307031191139523098000000000
The constant M(41,28) is = -0.0302749213656307031191139523098000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,29) has to be equal to the sum of: 
M(123,29) = 0.0130716935388943029510552301841000000000
M(123,70) = -0.0164576570265141019714045462930000000000
Their sum is = -0.00338596348761979902034931610889999999999
The constant M(41,29) is = -0.00338596348761979902034931610891000000000
The difference (constant-sum) is = 1.000000001 E-32
**************************
The constant M(41,30) has to be equal to the sum of: 
M(123,71) = -0.00339733376315930972057734637700000000000
M(123,112) = -0.0238005806181257855125609059214000000000
Their sum is = -0.0271979143812850952331382522984000000000
The constant M(41,30) is = -0.0271979143812850952331382522984000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,31) has to be equal to the sum of: 
M(123,31) = 0.0144272676028170052208102413570000000000
M(123,113) = -0.0124931488571550886247734747469000000000
Their sum is = 0.00193411874566191659603676661010000000000
The constant M(41,31) is = 0.00193411874566191659603676661006000000000
The difference (constant-sum) is = 4.000000000263556548 E-32
**************************
The constant M(41,32) has to be equal to the sum of: 
M(123,32) = -0.0212871976597085840391273796234000000000
M(123,73) = -0.0093983590779213098217989992305400000000
Their sum is = -0.0306855567376298938609263788539400000000
The constant M(41,32) is = -0.0306855567376298938609263788540000000000
The difference (constant-sum) is = 5.99999999 E-32
**************************
The constant M(41,33) has to be equal to the sum of: 
M(123,74) = -0.0165995264809054386111535973084000000000
M(123,115) = -0.0221639182349165248505502662618000000000
Their sum is = -0.0387634447158219634617038635702000000000
The constant M(41,33) is = -0.0387634447158219634617038635702000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,34) has to be equal to the sum of: 
M(123,34) = -0.0178712182992380712702254757796000000000
M(123,116) = -0.0186328563973015404379892680566000000000
Their sum is = -0.0365040746965396117082147438362000000000
The constant M(41,34) is = -0.0365040746965396117082147438361000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(41,35) has to be equal to the sum of: 
M(123,35) = -0.0192284186852831265170079237329000000000
M(123,76) = -0.0176118792272170735419677599214000000000
Their sum is = -0.0368402979125002000589756836543000000000
The constant M(41,35) is = -0.0368402979125002000589756836542000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(41,36) has to be equal to the sum of: 
M(123,77) = -0.0217635459744610472645996313800000000000
M(123,118) = -0.0177087390279618261611311736654000000000
Their sum is = -0.0394722850024228734257308050454000000000
The constant M(41,36) is = -0.0394722850024228734257308050454000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,37) has to be equal to the sum of: 
M(123,37) = 0.0063744821065506203108271244671300000000
M(123,119) = -0.0227654185114834349379844055333000000000
Their sum is = -0.0163909364049328146271572810661700000000
The constant M(41,37) is = -0.0163909364049328146271572810662000000000
The difference (constant-sum) is = 2.999999998 E-32
**************************
The constant M(41,38) has to be equal to the sum of: 
M(123,38) = -0.0235047121342067537857145540047000000000
M(123,79) = -0.0087265498963395966439495771831000000000
Their sum is = -0.0322312620305463504296641311877999999999
The constant M(41,38) is = -0.0322312620305463504296641311877999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,39) has to be equal to the sum of: 
M(123,80) = -0.0201540916167907400528686202640000000000
M(123,121) = -0.0196472446783001386335932523201000000000
Their sum is = -0.0398013362950908786864618725841000000000
The constant M(41,39) is = -0.0398013362950908786864618725841000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(41,40) has to be equal to the sum of: 
M(123,40) = -0.0161331166806607409798174968969000000000
M(123,122) = -0.0213871104505349362120242071384000000000
Their sum is = -0.0375202271311956771918417040352999999998
The constant M(41,40) is = -0.0375202271311956771918417040353000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(124,1) = -0.0287681876806684813681527491287000000000
M(124,3) = 0.314179478977088116328802132395000000001
M(124,5) = 0.168332148961482692418512552446000000000
M(124,7) = 0.123817034560876887493818805595000000000
M(124,9) = -0.0266350167221518370719534616413000000000
M(124,11) = 0.062784460287583290869582583453200000000
M(124,13) = 0.0565459565143741693088058150811000000000
M(124,15) = -0.0208249873827278525657159405578000000000
M(124,17) = 0.0313653249903805383648372678043000000000
M(124,19) = 0.0216623998343472531883158115836000000000
M(124,21) = -0.0268237977627172705124325039214000000000
M(124,23) = 0.0162923214228808834870736525477999999999
M(124,25) = -0.0208329452242030418533220566542000000000
M(124,27) = -0.0219350888021365213139404467896000000000
M(124,29) = 0.0092852740646982859098962536372800000000
M(124,33) = -0.0215126736648628526610709241000000000000
M(124,35) = -0.0268452042160072562382789428003000000000
M(124,37) = -0.00240265344246131769538570048647000000000
M(124,39) = -0.0243301400560183208389441017367000000000
M(124,41) = -0.0057879362618437582654609149489900000000
M(124,43) = 0.000090558508172531972387514115709700000000
M(124,45) = -0.0271487775603366466016542232085000000000
M(124,47) = -0.0074728853945107657656424631559100000000
M(124,49) = -0.0252998962400074315975178278905000000000
M(124,51) = -0.0294969932991150659774292149940000000000
M(124,53) = -0.0119130750455994874682567788194000000000
M(124,55) = -0.0256504119488517440979320495653000000000
M(124,57) = -0.0252493944153960937670763657490000000000
M(124,59) = -0.0098117195210628797161279220194800000000
M(124,61) = -0.0104316856779774503046162354896000000000
M(124,63) = -0.0278997606568810259656565920607000000000
M(124,65) = -0.0266780918693126407103259726752000000000
M(124,67) = -0.0071390065705177442995284168888400000000
M(124,69) = -0.0225809881557277247678965106604000000000
M(124,71) = -0.0135048749250421324058698574563000000000
M(124,73) = -0.0116498078529984840772911746432000000000
M(124,75) = -0.0250096997792565165746779804073000000000
M(124,77) = -0.0290060661437697764760590630645000000000
M(124,79) = -0.0178166153320685231012730662829000000000
M(124,81) = -0.0296495451532722248246474690662000000000
M(124,83) = -0.0165450268887202593479479501647000000000
M(124,85) = -0.0269192452975470652471615076840000000000
M(124,87) = -0.0267061166107631897232373029334000000000
M(124,89) = -0.0155812457815189126660867758509000000000
M(124,91) = -0.0292944366980407973470353495243000000000
M(124,95) = -0.0276655040466017738009501940815000000000
M(124,97) = -0.0215659043275467777875606317018000000000
M(124,99) = -0.0230127383201440638007294823970000000000
M(124,101) = -0.0190407179581464406283780673940000000000
M(124,103) = -0.0163508459846871917432227506546000000000
M(124,105) = -0.0234744066033217007862176119862000000000
M(124,107) = -0.0194142489543427368644333703540000000000
M(124,109) = -0.0168832033472561480598056626601000000000
M(124,111) = -0.0275327663034578930492890168187000000000
M(124,113) = -0.0204995038934232570383244324021000000000
M(124,115) = -0.0241091651189535782901127810097000000000
M(124,117) = -0.0264717913688486403796746186053000000000
M(124,119) = -0.0251938925723002159486326591903000000000
M(124,121) = -0.0294642033061954220396677900227000000000
M(124,123) = -0.0292829196510519644120651838811000000000
And of the summand: 1/31
Their sum is = -0.238502787152357216244573161391068041909
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 2.360990395 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(124,1) = -0.0287681876806684813681527491287000000000
M(124,5) = 0.168332148961482692418512552446000000000
M(124,9) = -0.0266350167221518370719534616413000000000
M(124,13) = 0.0565459565143741693088058150811000000000
M(124,17) = 0.0313653249903805383648372678043000000000
M(124,21) = -0.0268237977627172705124325039214000000000
M(124,25) = -0.0208329452242030418533220566542000000000
M(124,29) = 0.0092852740646982859098962536372800000000
M(124,33) = -0.0215126736648628526610709241000000000000
M(124,37) = -0.00240265344246131769538570048647000000000
M(124,41) = -0.0057879362618437582654609149489900000000
M(124,45) = -0.0271487775603366466016542232085000000000
M(124,49) = -0.0252998962400074315975178278905000000000
M(124,53) = -0.0119130750455994874682567788194000000000
M(124,57) = -0.0252493944153960937670763657490000000000
M(124,61) = -0.0104316856779774503046162354896000000000
M(124,65) = -0.0266780918693126407103259726752000000000
M(124,69) = -0.0225809881557277247678965106604000000000
M(124,73) = -0.0116498078529984840772911746432000000000
M(124,77) = -0.0290060661437697764760590630645000000000
M(124,81) = -0.0296495451532722248246474690662000000000
M(124,85) = -0.0269192452975470652471615076840000000000
M(124,89) = -0.0155812457815189126660867758509000000000
M(124,97) = -0.0215659043275467777875606317018000000000
M(124,101) = -0.0190407179581464406283780673940000000000
M(124,105) = -0.0234744066033217007862176119862000000000
M(124,109) = -0.0168832033472561480598056626601000000000
M(124,113) = -0.0204995038934232570383244324021000000000
M(124,117) = -0.0264717913688486403796746186053000000000
M(124,121) = -0.0294642033061954220396677900227000000000
Their sum is = -0.286742056226175198653945141485979999994
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = 2.000000635 E-32
**************************
The constant M(4,3) has to be equal to the sum of: 
M(124,3) = 0.314179478977088116328802132395000000001
M(124,7) = 0.123817034560876887493818805595000000000
M(124,11) = 0.062784460287583290869582583453200000000
M(124,15) = -0.0208249873827278525657159405578000000000
M(124,19) = 0.0216623998343472531883158115836000000000
M(124,23) = 0.0162923214228808834870736525477999999999
M(124,27) = -0.0219350888021365213139404467896000000000
M(124,35) = -0.0268452042160072562382789428003000000000
M(124,39) = -0.0243301400560183208389441017367000000000
M(124,43) = 0.000090558508172531972387514115709700000000
M(124,47) = -0.0074728853945107657656424631559100000000
M(124,51) = -0.0294969932991150659774292149940000000000
M(124,55) = -0.0256504119488517440979320495653000000000
M(124,59) = -0.0098117195210628797161279220194800000000
M(124,63) = -0.0278997606568810259656565920607000000000
M(124,67) = -0.0071390065705177442995284168888400000000
M(124,71) = -0.0135048749250421324058698574563000000000
M(124,75) = -0.0250096997792565165746779804073000000000
M(124,79) = -0.0178166153320685231012730662829000000000
M(124,83) = -0.0165450268887202593479479501647000000000
M(124,87) = -0.0267061166107631897232373029334000000000
M(124,91) = -0.0292944366980407973470353495243000000000
M(124,95) = -0.0276655040466017738009501940815000000000
M(124,99) = -0.0230127383201440638007294823970000000000
M(124,103) = -0.0163508459846871917432227506546000000000
M(124,107) = -0.0194142489543427368644333703540000000000
M(124,111) = -0.0275327663034578930492890168187000000000
M(124,115) = -0.0241091651189535782901127810097000000000
M(124,119) = -0.0251938925723002159486326591903000000000
M(124,123) = -0.0292829196510519644120651838811000000000
And of the summand: 1/31
Their sum is = 0.0482392690738179824093719800949119580734
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 1.195807334 E-32
**************************
The constant M(31,1) has to be equal to the sum of: 
M(124,1) = -0.0287681876806684813681527491287000000000
M(124,63) = -0.0278997606568810259656565920607000000000
Their sum is = -0.0566679483375495073338093411894000000000
The constant M(31,1) is = -0.0566679483375495073338093411895000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(31,2) has to be equal to the sum of: 
M(124,33) = -0.0215126736648628526610709241000000000000
M(124,95) = -0.0276655040466017738009501940815000000000
And of the summand: 1/2
Their sum is = 0.450821822288535373537978881818500000000
The constant M(31,2) is = 0.450821822288535373537978881819000000000
The difference (constant-sum) is = -5.000000002 E-31
**************************
The constant M(31,3) has to be equal to the sum of: 
M(124,3) = 0.314179478977088116328802132395000000001
M(124,65) = -0.0266780918693126407103259726752000000000
Their sum is = 0.287501387107775475618476159719800000002
The constant M(31,3) is = 0.287501387107775475618476159720000000001
The difference (constant-sum) is = -1.999999989 E-31
**************************
The constant M(31,4) has to be equal to the sum of: 
M(124,35) = -0.0268452042160072562382789428003000000000
M(124,97) = -0.0215659043275467777875606317018000000000
Their sum is = -0.0484111085435540340258395745021000000000
The constant M(31,4) is = -0.0484111085435540340258395745021000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,5) has to be equal to the sum of: 
M(124,5) = 0.168332148961482692418512552446000000000
M(124,67) = -0.0071390065705177442995284168888400000000
Their sum is = 0.161193142390964948118984135557160000001
The constant M(31,5) is = 0.161193142390964948118984135557000000000
The difference (constant-sum) is = 1.600000008 E-31
**************************
The constant M(31,6) has to be equal to the sum of: 
M(124,37) = -0.00240265344246131769538570048647000000000
M(124,99) = -0.0230127383201440638007294823970000000000
Their sum is = -0.0254153917626053814961151828834700000000
The constant M(31,6) is = -0.0254153917626053814961151828834000000000
The difference (constant-sum) is = -6.99999999 E-32
**************************
The constant M(31,7) has to be equal to the sum of: 
M(124,7) = 0.123817034560876887493818805595000000000
M(124,69) = -0.0225809881557277247678965106604000000000
Their sum is = 0.101236046405149162725922294934600000000
The constant M(31,7) is = 0.101236046405149162725922294934000000000
The difference (constant-sum) is = 6.000000002 E-31
**************************
The constant M(31,8) has to be equal to the sum of: 
M(124,39) = -0.0243301400560183208389441017367000000000
M(124,101) = -0.0190407179581464406283780673940000000000
Their sum is = -0.0433708580141647614673221691307000000000
The constant M(31,8) is = -0.0433708580141647614673221691307000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,9) has to be equal to the sum of: 
M(124,9) = -0.0266350167221518370719534616413000000000
M(124,71) = -0.0135048749250421324058698574563000000000
Their sum is = -0.0401398916471939694778233190976000000000
The constant M(31,9) is = -0.0401398916471939694778233190976000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,10) has to be equal to the sum of: 
M(124,41) = -0.0057879362618437582654609149489900000000
M(124,103) = -0.0163508459846871917432227506546000000000
Their sum is = -0.0221387822465309500086836656035899999999
The constant M(31,10) is = -0.0221387822465309500086836656036000000000
The difference (constant-sum) is = 1.000000005 E-32
**************************
The constant M(31,11) has to be equal to the sum of: 
M(124,11) = 0.062784460287583290869582583453200000000
M(124,73) = -0.0116498078529984840772911746432000000000
Their sum is = 0.0511346524345848067922914088100000000004
The constant M(31,11) is = 0.0511346524345848067922914088100000000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(31,12) has to be equal to the sum of: 
M(124,43) = 0.000090558508172531972387514115709700000000
M(124,105) = -0.0234744066033217007862176119862000000000
Their sum is = -0.0233838480951491688138300978704903000000
The constant M(31,12) is = -0.0233838480951491688138300978705000000000
The difference (constant-sum) is = 9.69999993 E-33
**************************
The constant M(31,13) has to be equal to the sum of: 
M(124,13) = 0.0565459565143741693088058150811000000000
M(124,75) = -0.0250096997792565165746779804073000000000
Their sum is = 0.0315362567351176527341278346738000000001
The constant M(31,13) is = 0.0315362567351176527341278346738000000001
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,14) has to be equal to the sum of: 
M(124,45) = -0.0271487775603366466016542232085000000000
M(124,107) = -0.0194142489543427368644333703540000000000
Their sum is = -0.0465630265146793834660875935625000000000
The constant M(31,14) is = -0.0465630265146793834660875935624000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(31,15) has to be equal to the sum of: 
M(124,15) = -0.0208249873827278525657159405578000000000
M(124,77) = -0.0290060661437697764760590630645000000000
Their sum is = -0.0498310535264976290417750036223000000000
The constant M(31,15) is = -0.0498310535264976290417750036223000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,16) has to be equal to the sum of: 
M(124,47) = -0.0074728853945107657656424631559100000000
M(124,109) = -0.0168832033472561480598056626601000000000
Their sum is = -0.0243560887417669138254481258160100000000
The constant M(31,16) is = -0.0243560887417669138254481258160000000000
The difference (constant-sum) is = -9.99999996 E-33
**************************
The constant M(31,17) has to be equal to the sum of: 
M(124,17) = 0.0313653249903805383648372678043000000000
M(124,79) = -0.0178166153320685231012730662829000000000
Their sum is = 0.0135487096583120152635642015214000000000
The constant M(31,17) is = 0.0135487096583120152635642015214000000000
The difference (constant-sum) is = 4.59177480 E-41
**************************
The constant M(31,18) has to be equal to the sum of: 
M(124,49) = -0.0252998962400074315975178278905000000000
M(124,111) = -0.0275327663034578930492890168187000000000
Their sum is = -0.0528326625434653246468068447092000000000
The constant M(31,18) is = -0.0528326625434653246468068447092000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,19) has to be equal to the sum of: 
M(124,19) = 0.0216623998343472531883158115836000000000
M(124,81) = -0.0296495451532722248246474690662000000000
Their sum is = -0.0079871453189249716363316574825999999999
The constant M(31,19) is = -0.0079871453189249716363316574825899999999
The difference (constant-sum) is = -9.99999996 E-33
**************************
The constant M(31,20) has to be equal to the sum of: 
M(124,51) = -0.0294969932991150659774292149940000000000
M(124,113) = -0.0204995038934232570383244324021000000000
Their sum is = -0.0499964971925383230157536473961000000000
The constant M(31,20) is = -0.0499964971925383230157536473961000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,21) has to be equal to the sum of: 
M(124,21) = -0.0268237977627172705124325039214000000000
M(124,83) = -0.0165450268887202593479479501647000000000
Their sum is = -0.0433688246514375298603804540861000000000
The constant M(31,21) is = -0.0433688246514375298603804540861000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,22) has to be equal to the sum of: 
M(124,53) = -0.0119130750455994874682567788194000000000
M(124,115) = -0.0241091651189535782901127810097000000000
Their sum is = -0.0360222401645530657583695598291000000000
The constant M(31,22) is = -0.0360222401645530657583695598291000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,23) has to be equal to the sum of: 
M(124,23) = 0.0162923214228808834870736525477999999999
M(124,85) = -0.0269192452975470652471615076840000000000
Their sum is = -0.0106269238746661817600878551362000000000
The constant M(31,23) is = -0.0106269238746661817600878551362000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,24) has to be equal to the sum of: 
M(124,55) = -0.0256504119488517440979320495653000000000
M(124,117) = -0.0264717913688486403796746186053000000000
Their sum is = -0.0521222033177003844776066681706000000000
The constant M(31,24) is = -0.0521222033177003844776066681706000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,25) has to be equal to the sum of: 
M(124,25) = -0.0208329452242030418533220566542000000000
M(124,87) = -0.0267061166107631897232373029334000000000
Their sum is = -0.0475390618349662315765593595876000000000
The constant M(31,25) is = -0.0475390618349662315765593595876000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,26) has to be equal to the sum of: 
M(124,57) = -0.0252493944153960937670763657490000000000
M(124,119) = -0.0251938925723002159486326591903000000000
Their sum is = -0.0504432869876963097157090249393000000000
The constant M(31,26) is = -0.0504432869876963097157090249393000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(31,27) has to be equal to the sum of: 
M(124,27) = -0.0219350888021365213139404467896000000000
M(124,89) = -0.0155812457815189126660867758509000000000
Their sum is = -0.0375163345836554339800272226405000000000
The constant M(31,27) is = -0.0375163345836554339800272226406000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(31,28) has to be equal to the sum of: 
M(124,59) = -0.0098117195210628797161279220194800000000
M(124,121) = -0.0294642033061954220396677900227000000000
Their sum is = -0.0392759228272583017557957120421799999998
The constant M(31,28) is = -0.0392759228272583017557957120422000000000
The difference (constant-sum) is = 2.000000011 E-32
**************************
The constant M(31,29) has to be equal to the sum of: 
M(124,29) = 0.0092852740646982859098962536372800000000
M(124,91) = -0.0292944366980407973470353495243000000000
Their sum is = -0.0200091626333425114371390958870200000001
The constant M(31,29) is = -0.0200091626333425114371390958870000000000
The difference (constant-sum) is = -2.000000002 E-32
**************************
The constant M(31,30) has to be equal to the sum of: 
M(124,61) = -0.0104316856779774503046162354896000000000
M(124,123) = -0.0292829196510519644120651838811000000000
Their sum is = -0.0397146053290294147166814193707000000000
The constant M(31,30) is = -0.0397146053290294147166814193707000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(62,1) has to be equal to the sum of: 
M(124,1) = -0.0287681876806684813681527491287000000000
M(124,63) = -0.0278997606568810259656565920607000000000
Their sum is = -0.0566679483375495073338093411894000000000
The constant M(62,1) is = -0.0566679483375495073338093411895000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(62,3) has to be equal to the sum of: 
M(124,3) = 0.314179478977088116328802132395000000001
M(124,65) = -0.0266780918693126407103259726752000000000
Their sum is = 0.287501387107775475618476159719800000002
The constant M(62,3) is = 0.287501387107775475618476159720000000001
The difference (constant-sum) is = -1.999999989 E-31
**************************
The constant M(62,5) has to be equal to the sum of: 
M(124,5) = 0.168332148961482692418512552446000000000
M(124,67) = -0.0071390065705177442995284168888400000000
Their sum is = 0.161193142390964948118984135557160000001
The constant M(62,5) is = 0.161193142390964948118984135557000000000
The difference (constant-sum) is = 1.600000008 E-31
**************************
The constant M(62,7) has to be equal to the sum of: 
M(124,7) = 0.123817034560876887493818805595000000000
M(124,69) = -0.0225809881557277247678965106604000000000
Their sum is = 0.101236046405149162725922294934600000000
The constant M(62,7) is = 0.101236046405149162725922294934000000000
The difference (constant-sum) is = 6.000000002 E-31
**************************
The constant M(62,9) has to be equal to the sum of: 
M(124,9) = -0.0266350167221518370719534616413000000000
M(124,71) = -0.0135048749250421324058698574563000000000
Their sum is = -0.0401398916471939694778233190976000000000
The constant M(62,9) is = -0.0401398916471939694778233190976000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(62,11) has to be equal to the sum of: 
M(124,11) = 0.062784460287583290869582583453200000000
M(124,73) = -0.0116498078529984840772911746432000000000
Their sum is = 0.0511346524345848067922914088100000000004
The constant M(62,11) is = 0.0511346524345848067922914088100000000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(62,13) has to be equal to the sum of: 
M(124,13) = 0.0565459565143741693088058150811000000000
M(124,75) = -0.0250096997792565165746779804073000000000
Their sum is = 0.0315362567351176527341278346738000000001
The constant M(62,13) is = 0.0315362567351176527341278346738000000001
The difference (constant-sum) is = 0.E-40
**************************
The constant M(62,15) has to be equal to the sum of: 
M(124,15) = -0.0208249873827278525657159405578000000000
M(124,77) = -0.0290060661437697764760590630645000000000
Their sum is = -0.0498310535264976290417750036223000000000
The constant M(62,15) is = -0.0498310535264976290417750036223000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(62,17) has to be equal to the sum of: 
M(124,17) = 0.0313653249903805383648372678043000000000
M(124,79) = -0.0178166153320685231012730662829000000000
Their sum is = 0.0135487096583120152635642015214000000000
The constant M(62,17) is = 0.0135487096583120152635642015214000000000
The difference (constant-sum) is = 4.59177480 E-41
**************************
The constant M(62,19) has to be equal to the sum of: 
M(124,19) = 0.0216623998343472531883158115836000000000
M(124,81) = -0.0296495451532722248246474690662000000000
Their sum is = -0.0079871453189249716363316574825999999999
The constant M(62,19) is = -0.0079871453189249716363316574825899999999
The difference (constant-sum) is = -9.99999996 E-33
**************************
The constant M(62,21) has to be equal to the sum of: 
M(124,21) = -0.0268237977627172705124325039214000000000
M(124,83) = -0.0165450268887202593479479501647000000000
Their sum is = -0.0433688246514375298603804540861000000000
The constant M(62,21) is = -0.0433688246514375298603804540861000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(62,23) has to be equal to the sum of: 
M(124,23) = 0.0162923214228808834870736525477999999999
M(124,85) = -0.0269192452975470652471615076840000000000
Their sum is = -0.0106269238746661817600878551362000000000
The constant M(62,23) is = -0.0106269238746661817600878551362000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(62,25) has to be equal to the sum of: 
M(124,25) = -0.0208329452242030418533220566542000000000
M(124,87) = -0.0267061166107631897232373029334000000000
Their sum is = -0.0475390618349662315765593595876000000000
The constant M(62,25) is = -0.0475390618349662315765593595876000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(62,27) has to be equal to the sum of: 
M(124,27) = -0.0219350888021365213139404467896000000000
M(124,89) = -0.0155812457815189126660867758509000000000
Their sum is = -0.0375163345836554339800272226405000000000
The constant M(62,27) is = -0.0375163345836554339800272226406000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(62,29) has to be equal to the sum of: 
M(124,29) = 0.0092852740646982859098962536372800000000
M(124,91) = -0.0292944366980407973470353495243000000000
Their sum is = -0.0200091626333425114371390958870200000001
The constant M(62,29) is = -0.0200091626333425114371390958870000000000
The difference (constant-sum) is = -2.000000002 E-32
**************************
The constant M(62,33) has to be equal to the sum of: 
M(124,33) = -0.0215126736648628526610709241000000000000
M(124,95) = -0.0276655040466017738009501940815000000000
Their sum is = -0.0491781777114646264620211181815000000000
The constant M(62,33) is = -0.0491781777114646264620211181815000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(62,35) has to be equal to the sum of: 
M(124,35) = -0.0268452042160072562382789428003000000000
M(124,97) = -0.0215659043275467777875606317018000000000
Their sum is = -0.0484111085435540340258395745021000000000
The constant M(62,35) is = -0.0484111085435540340258395745021000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(62,37) has to be equal to the sum of: 
M(124,37) = -0.00240265344246131769538570048647000000000
M(124,99) = -0.0230127383201440638007294823970000000000
Their sum is = -0.0254153917626053814961151828834700000000
The constant M(62,37) is = -0.0254153917626053814961151828834000000000
The difference (constant-sum) is = -6.99999999 E-32
**************************
The constant M(62,39) has to be equal to the sum of: 
M(124,39) = -0.0243301400560183208389441017367000000000
M(124,101) = -0.0190407179581464406283780673940000000000
Their sum is = -0.0433708580141647614673221691307000000000
The constant M(62,39) is = -0.0433708580141647614673221691307000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(62,41) has to be equal to the sum of: 
M(124,41) = -0.0057879362618437582654609149489900000000
M(124,103) = -0.0163508459846871917432227506546000000000
Their sum is = -0.0221387822465309500086836656035899999999
The constant M(62,41) is = -0.0221387822465309500086836656036000000000
The difference (constant-sum) is = 1.000000005 E-32
**************************
The constant M(62,43) has to be equal to the sum of: 
M(124,43) = 0.000090558508172531972387514115709700000000
M(124,105) = -0.0234744066033217007862176119862000000000
Their sum is = -0.0233838480951491688138300978704903000000
The constant M(62,43) is = -0.0233838480951491688138300978705000000000
The difference (constant-sum) is = 9.69999993 E-33
**************************
The constant M(62,45) has to be equal to the sum of: 
M(124,45) = -0.0271487775603366466016542232085000000000
M(124,107) = -0.0194142489543427368644333703540000000000
Their sum is = -0.0465630265146793834660875935625000000000
The constant M(62,45) is = -0.0465630265146793834660875935624000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(62,47) has to be equal to the sum of: 
M(124,47) = -0.0074728853945107657656424631559100000000
M(124,109) = -0.0168832033472561480598056626601000000000
Their sum is = -0.0243560887417669138254481258160100000000
The constant M(62,47) is = -0.0243560887417669138254481258160000000000
The difference (constant-sum) is = -9.99999996 E-33
**************************
The constant M(62,49) has to be equal to the sum of: 
M(124,49) = -0.0252998962400074315975178278905000000000
M(124,111) = -0.0275327663034578930492890168187000000000
Their sum is = -0.0528326625434653246468068447092000000000
The constant M(62,49) is = -0.0528326625434653246468068447092000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(62,51) has to be equal to the sum of: 
M(124,51) = -0.0294969932991150659774292149940000000000
M(124,113) = -0.0204995038934232570383244324021000000000
Their sum is = -0.0499964971925383230157536473961000000000
The constant M(62,51) is = -0.0499964971925383230157536473961000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(62,53) has to be equal to the sum of: 
M(124,53) = -0.0119130750455994874682567788194000000000
M(124,115) = -0.0241091651189535782901127810097000000000
Their sum is = -0.0360222401645530657583695598291000000000
The constant M(62,53) is = -0.0360222401645530657583695598291000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(62,55) has to be equal to the sum of: 
M(124,55) = -0.0256504119488517440979320495653000000000
M(124,117) = -0.0264717913688486403796746186053000000000
Their sum is = -0.0521222033177003844776066681706000000000
The constant M(62,55) is = -0.0521222033177003844776066681706000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(62,57) has to be equal to the sum of: 
M(124,57) = -0.0252493944153960937670763657490000000000
M(124,119) = -0.0251938925723002159486326591903000000000
Their sum is = -0.0504432869876963097157090249393000000000
The constant M(62,57) is = -0.0504432869876963097157090249393000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(62,59) has to be equal to the sum of: 
M(124,59) = -0.0098117195210628797161279220194800000000
M(124,121) = -0.0294642033061954220396677900227000000000
Their sum is = -0.0392759228272583017557957120421799999998
The constant M(62,59) is = -0.0392759228272583017557957120422000000000
The difference (constant-sum) is = 2.000000011 E-32
**************************
The constant M(62,61) has to be equal to the sum of: 
M(124,61) = -0.0104316856779774503046162354896000000000
M(124,123) = -0.0292829196510519644120651838811000000000
Their sum is = -0.0397146053290294147166814193707000000000
The constant M(62,61) is = -0.0397146053290294147166814193707000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(5,1) has to be equal to the sum of: 
M(125,1) = -0.0146666630992824365887241094575000000000
M(125,6) = -0.0091738088578684248995918346226200000000
M(125,11) = 0.073383763534280849474058383472900000000
M(125,16) = -0.0190796892291661652223655722324000000000
M(125,21) = -0.0137280277450394208306193809380000000000
M(125,26) = -0.0105914385556159362746577717200000000000
M(125,31) = 0.0167826848929395324337682237570000000000
M(125,36) = -0.0174645053971163220316263153878000000000
M(125,41) = 0.0065349791737643803114761917380700000000
M(125,46) = -0.0174095221986839228783829974553000000000
M(125,51) = -0.0175174197685881298408497776937000000000
M(125,56) = -0.0113630023758740912934133584959000000000
M(125,61) = 0.00152005297340024465631783478583000000000
M(125,66) = -0.0122751728971187467726871024626000000000
M(125,71) = -0.00246575971928912045549975181916000000000
M(125,76) = -0.0171976063597143603608280848109000000000
M(125,81) = -0.0165213024939764274767991522219999999999
M(125,86) = -0.0137032228983337934662787075690000000000
M(125,91) = -0.0189202718236604707674654599424000000000
M(125,96) = -0.0178344566901073859329316440480000000000
M(125,101) = -0.0079032015551869603202713718911700000000
M(125,106) = -0.0189002342334163450513143227510000000000
M(125,111) = -0.0190254751935348039274739531700000000000
M(125,116) = -0.0128262030449899986891857471607000000000
M(125,121) = -0.0184889464250807269340221616013000000000
Their sum is = -0.208834449987258983139367943697649999997
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 3.500000032 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(125,2) = 0.489912311332656398275487147492000000000
M(125,7) = 0.127458023567392332118348919869999999999
M(125,12) = -0.0110137360818951190888393711058000000000
M(125,17) = 0.0390354617469412803388277552692000000000
M(125,22) = -0.0163054525703164227636254471246999999999
M(125,27) = -0.0150841632319579981878603570564000000000
M(125,32) = -0.0113672431398857035091276073888000000000
M(125,37) = 0.0086220430524482515073894469241200000000
M(125,42) = -0.0137617734858639755226917175408000000000
M(125,47) = 0.0055253973118049834420764719016600000000
M(125,52) = -0.0178701202939285119685784449236000000000
M(125,57) = -0.0144601118956131437422092433403000000000
M(125,62) = -0.0180697017504743377835174633750000000000
M(125,67) = -0.00200639586973356566383559544437000000000
M(125,72) = -0.0127067263827488002820386712783000000000
M(125,77) = -0.0174226362605522185470544666577000000000
M(125,82) = -0.0177880851277299911302072487853000000000
M(125,87) = -0.0147587820892235910861631154634000000000
M(125,92) = -0.0154603660326083395061622716744000000000
M(125,97) = -0.0052816815045171655317064536209700000000
M(125,102) = -0.0139547165781956071782216920086000000000
M(125,107) = -0.0072544977240960420043902153770400000000
M(125,112) = -0.0162505865198853951452346957755000000000
M(125,117) = -0.0143376584748825703643987879039000000000
M(125,122) = -0.0193023256451595285142240473194000000000
Their sum is = 0.396096476351975218162042828292700000020
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 7.000000196 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(125,3) = 0.316710546343503845672213474571000000000
M(125,8) = -0.0166247151576838783580945019905000000000
M(125,13) = 0.0608270756513233989946561957617000000000
M(125,18) = -0.0185935384386330054901278656759000000000
M(125,23) = 0.0269303158879433709355980886067000000000
M(125,28) = -0.0178227419656080238301168791176000000000
M(125,33) = -0.0152260526013163576173406301656000000000
M(125,38) = -0.0123586985487546336216703528761000000000
M(125,43) = 0.0074187275101348480399399576355300000000
M(125,48) = -0.0117694572885552539268746654301000000000
M(125,53) = -0.0000466177719693114442649278985562000000000
M(125,58) = -0.0154121415729679777726018178426000000000
M(125,63) = -0.0145323057342117952282157734788000000000
M(125,68) = -0.0116453542073224189415050582065000000000
M(125,73) = -0.0046379478837984281591965600465300000000
M(125,78) = -0.0185001207443293693231268679453000000000
M(125,83) = -0.0063495497681315345848617457805800000000
M(125,88) = -0.0169454202876078234989370410991000000000
M(125,93) = -0.0174185176913140779064398439698000000000
M(125,98) = -0.0143938197919529492176811535587000000000
M(125,103) = -0.0062422212799256110627130997556800000000
M(125,108) = -0.0128164761729406889430595239980000000000
M(125,113) = -0.0079778373959973748559022152589900000000
M(125,118) = -0.0177992413235940760685614085701000000000
M(125,123) = -0.0161234857245141139446121551895000000000
Their sum is = 0.138650404041776759846503628720393800008
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 3.938000078 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(125,4) = -0.0164887042377203578876010184495000000000
M(125,9) = -0.0164984339581575304129338433918000000000
M(125,14) = -0.0095375142193915273319116749774900000000
M(125,19) = 0.0382804264972728357062656531568000000000
M(125,24) = -0.0132503381388986249196959256699000000000
M(125,29) = 0.0151316646313473911739418213388000000000
M(125,34) = -0.0153676610910959566111070883502000000000
M(125,39) = -0.0170090048892491207804417049645000000000
M(125,44) = -0.0163589559846722657632512544796000000000
M(125,49) = -0.0183802251622980684815287219976000000000
M(125,54) = -0.0132148495661079636560466270473000000000
M(125,59) = -0.00177790347386044547375728106869000000000
M(125,64) = -0.0174664290706995453985395486092000000000
M(125,69) = -0.0168460725455694595374356201622000000000
M(125,74) = -0.0122174621941973878166591290877000000000
M(125,79) = -0.0056010540347701500471879026876600000000
M(125,84) = -0.0178131635304308972756334011246000000000
M(125,89) = -0.0074800159515262691892452414620300000000
M(125,94) = -0.0184234229316154874483676353059000000000
M(125,99) = -0.0159805681601143954199011192781000000000
M(125,104) = -0.0125334319514150323831173618141000000000
M(125,109) = -0.0058473464749213751453960540922200000000
M(125,114) = -0.0147520557240363841920706277496000000000
M(125,119) = -0.0183070141975092590653808203188000000000
M(125,124) = -0.0166756811992129337567495471130000000000
Their sum is = -0.264415217558850211113751674706089999995
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = -8.99999940 E-32
**************************
The constant M(25,1) has to be equal to the sum of: 
M(125,1) = -0.0146666630992824365887241094575000000000
M(125,26) = -0.0105914385556159362746577717200000000000
M(125,51) = -0.0175174197685881298408497776937000000000
M(125,76) = -0.0171976063597143603608280848109000000000
M(125,101) = -0.0079032015551869603202713718911700000000
Their sum is = -0.067876329338387823385331115573269999999
The constant M(25,1) is = -0.067876329338387823385331115573400000000
The difference (constant-sum) is = 1.300000001 E-31
**************************
The constant M(25,2) has to be equal to the sum of: 
M(125,2) = 0.489912311332656398275487147492000000000
M(125,27) = -0.0150841632319579981878603570564000000000
M(125,52) = -0.0178701202939285119685784449236000000000
M(125,77) = -0.0174226362605522185470544666577000000000
M(125,102) = -0.0139547165781956071782216920086000000000
Their sum is = 0.425580674968022062393772186845700000004
The constant M(25,2) is = 0.425580674968022062393772186846000000000
The difference (constant-sum) is = -2.999999968 E-31
**************************
The constant M(25,3) has to be equal to the sum of: 
M(125,3) = 0.316710546343503845672213474571000000000
M(125,28) = -0.0178227419656080238301168791176000000000
M(125,53) = -0.0000466177719693114442649278985562000000000
M(125,78) = -0.0185001207443293693231268679453000000000
M(125,103) = -0.0062422212799256110627130997556800000000
Their sum is = 0.274098844581671530011991699853863800001
The constant M(25,3) is = 0.274098844581671530011991699854000000000
The difference (constant-sum) is = -1.361999989 E-31
**************************
The constant M(25,4) has to be equal to the sum of: 
M(125,4) = -0.0164887042377203578876010184495000000000
M(125,29) = 0.0151316646313473911739418213388000000000
M(125,54) = -0.0132148495661079636560466270473000000000
M(125,79) = -0.0056010540347701500471879026876600000000
M(125,104) = -0.0125334319514150323831173618141000000000
Their sum is = -0.0327063751586661128000110886597600000000
The constant M(25,4) is = -0.0327063751586661128000110886598000000000
The difference (constant-sum) is = 4.000000004 E-32
**************************
The constant M(25,6) has to be equal to the sum of: 
M(125,6) = -0.0091738088578684248995918346226200000000
M(125,31) = 0.0167826848929395324337682237570000000000
M(125,56) = -0.0113630023758740912934133584959000000000
M(125,81) = -0.0165213024939764274767991522219999999999
M(125,106) = -0.0189002342334163450513143227510000000000
Their sum is = -0.0391756630681957562873504443345199999998
The constant M(25,6) is = -0.0391756630681957562873504443345000000000
The difference (constant-sum) is = -1.999999974 E-32
**************************
The constant M(25,7) has to be equal to the sum of: 
M(125,7) = 0.127458023567392332118348919869999999999
M(125,32) = -0.0113672431398857035091276073888000000000
M(125,57) = -0.0144601118956131437422092433403000000000
M(125,82) = -0.0177880851277299911302072487853000000000
M(125,107) = -0.0072544977240960420043902153770400000000
Their sum is = 0.076588085680067451732414604978560000000
The constant M(25,7) is = 0.076588085680067451732414604978200000000
The difference (constant-sum) is = 3.600000008 E-31
**************************
The constant M(25,8) has to be equal to the sum of: 
M(125,8) = -0.0166247151576838783580945019905000000000
M(125,33) = -0.0152260526013163576173406301656000000000
M(125,58) = -0.0154121415729679777726018178426000000000
M(125,83) = -0.0063495497681315345848617457805800000000
M(125,108) = -0.0128164761729406889430595239980000000000
Their sum is = -0.066428935273040437275958219777279999999
The constant M(25,8) is = -0.066428935273040437275958219777300000000
The difference (constant-sum) is = 2.000000047 E-32
**************************
The constant M(25,9) has to be equal to the sum of: 
M(125,9) = -0.0164984339581575304129338433918000000000
M(125,34) = -0.0153676610910959566111070883502000000000
M(125,59) = -0.00177790347386044547375728106869000000000
M(125,84) = -0.0178131635304308972756334011246000000000
M(125,109) = -0.0058473464749213751453960540922200000000
Their sum is = -0.0573045085284662049188276680275099999996
The constant M(25,9) is = -0.0573045085284662049188276680274000000000
The difference (constant-sum) is = -1.099999995 E-31
**************************
The constant M(25,11) has to be equal to the sum of: 
M(125,11) = 0.073383763534280849474058383472900000000
M(125,36) = -0.0174645053971163220316263153878000000000
M(125,61) = 0.00152005297340024465631783478583000000000
M(125,86) = -0.0137032228983337934662787075690000000000
M(125,111) = -0.0190254751935348039274739531700000000000
Their sum is = 0.0247106130186961747049972421319300000002
The constant M(25,11) is = 0.0247106130186961747049972421318000000000
The difference (constant-sum) is = 1.300000002 E-31
**************************
The constant M(25,12) has to be equal to the sum of: 
M(125,12) = -0.0110137360818951190888393711058000000000
M(125,37) = 0.0086220430524482515073894469241200000000
M(125,62) = -0.0180697017504743377835174633750000000000
M(125,87) = -0.0147587820892235910861631154634000000000
M(125,112) = -0.0162505865198853951452346957755000000000
Their sum is = -0.0514707633890301915963651987955799999998
The constant M(25,12) is = -0.0514707633890301915963651987955000000000
The difference (constant-sum) is = -7.99999998 E-32
**************************
The constant M(25,13) has to be equal to the sum of: 
M(125,13) = 0.0608270756513233989946561957617000000000
M(125,38) = -0.0123586985487546336216703528761000000000
M(125,63) = -0.0145323057342117952282157734788000000000
M(125,88) = -0.0169454202876078234989370410991000000000
M(125,113) = -0.0079778373959973748559022152589900000000
Their sum is = 0.0090128136847517717899308130487100000003
The constant M(25,13) is = 0.0090128136847517717899308130486400000000
The difference (constant-sum) is = 7.00000002 E-32
**************************
The constant M(25,14) has to be equal to the sum of: 
M(125,14) = -0.0095375142193915273319116749774900000000
M(125,39) = -0.0170090048892491207804417049645000000000
M(125,64) = -0.0174664290706995453985395486092000000000
M(125,89) = -0.0074800159515262691892452414620300000000
M(125,114) = -0.0147520557240363841920706277496000000000
Their sum is = -0.066245019854902846892208797762819999999
The constant M(25,14) is = -0.066245019854902846892208797762700000000
The difference (constant-sum) is = -1.199999995 E-31
**************************
The constant M(25,16) has to be equal to the sum of: 
M(125,16) = -0.0190796892291661652223655722324000000000
M(125,41) = 0.0065349791737643803114761917380700000000
M(125,66) = -0.0122751728971187467726871024626000000000
M(125,91) = -0.0189202718236604707674654599424000000000
M(125,116) = -0.0128262030449899986891857471607000000000
Their sum is = -0.0565663578211710011402276900600299999998
The constant M(25,16) is = -0.0565663578211710011402276900600000000000
The difference (constant-sum) is = -2.999999980 E-32
**************************
The constant M(25,17) has to be equal to the sum of: 
M(125,17) = 0.0390354617469412803388277552692000000000
M(125,42) = -0.0137617734858639755226917175408000000000
M(125,67) = -0.00200639586973356566383559544437000000000
M(125,92) = -0.0154603660326083395061622716744000000000
M(125,117) = -0.0143376584748825703643987879039000000000
Their sum is = -0.0065307321161471707182606172942699999998
The constant M(25,17) is = -0.0065307321161471707182606172942700000000
The difference (constant-sum) is = 2.066298664 E-40
**************************
The constant M(25,18) has to be equal to the sum of: 
M(125,18) = -0.0185935384386330054901278656759000000000
M(125,43) = 0.0074187275101348480399399576355300000000
M(125,68) = -0.0116453542073224189415050582065000000000
M(125,93) = -0.0174185176913140779064398439698000000000
M(125,118) = -0.0177992413235940760685614085701000000000
Their sum is = -0.0580379241507287303666942187867700000000
The constant M(25,18) is = -0.0580379241507287303666942187868000000000
The difference (constant-sum) is = 2.999999998 E-32
**************************
The constant M(25,19) has to be equal to the sum of: 
M(125,19) = 0.0382804264972728357062656531568000000000
M(125,44) = -0.0163589559846722657632512544796000000000
M(125,69) = -0.0168460725455694595374356201622000000000
M(125,94) = -0.0184234229316154874483676353059000000000
M(125,119) = -0.0183070141975092590653808203188000000000
Their sum is = -0.0316550391620936361081696771096999999999
The constant M(25,19) is = -0.0316550391620936361081696771097000000001
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(25,21) has to be equal to the sum of: 
M(125,21) = -0.0137280277450394208306193809380000000000
M(125,46) = -0.0174095221986839228783829974553000000000
M(125,71) = -0.00246575971928912045549975181916000000000
M(125,96) = -0.0178344566901073859329316440480000000000
M(125,121) = -0.0184889464250807269340221616013000000000
Their sum is = -0.069926712778200577031455935861759999999
The constant M(25,21) is = -0.069926712778200577031455935861800000000
The difference (constant-sum) is = 4.000000059 E-32
**************************
The constant M(25,22) has to be equal to the sum of: 
M(125,22) = -0.0163054525703164227636254471246999999999
M(125,47) = 0.0055253973118049834420764719016600000000
M(125,72) = -0.0127067263827488002820386712783000000000
M(125,97) = -0.0052816815045171655317064536209700000000
M(125,122) = -0.0193023256451595285142240473194000000000
Their sum is = -0.0480707887909369336495181474417099999998
The constant M(25,22) is = -0.0480707887909369336495181474417000000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(25,23) has to be equal to the sum of: 
M(125,23) = 0.0269303158879433709355980886067000000000
M(125,48) = -0.0117694572885552539268746654301000000000
M(125,73) = -0.0046379478837984281591965600465300000000
M(125,98) = -0.0143938197919529492176811535587000000000
M(125,123) = -0.0161234857245141139446121551895000000000
Their sum is = -0.0199943948008773743127664456181300000000
The constant M(25,23) is = -0.0199943948008773743127664456181000000000
The difference (constant-sum) is = -3.000000007 E-32
**************************
The constant M(25,24) has to be equal to the sum of: 
M(125,24) = -0.0132503381388986249196959256699000000000
M(125,49) = -0.0183802251622980684815287219976000000000
M(125,74) = -0.0122174621941973878166591290877000000000
M(125,99) = -0.0159805681601143954199011192781000000000
M(125,124) = -0.0166756811992129337567495471130000000000
Their sum is = -0.076504274854721410394534443146299999999
The constant M(25,24) is = -0.076504274854721410394534443146200000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(2,1) has to be equal to the sum of: 
M(126,1) = -0.0404768079625706522776681024245000000000
M(126,5) = 0.163331503158521382220681863684000000000
M(126,11) = 0.0522654978703568341438556993769000000000
M(126,13) = 0.0332096978133401690758682046928000000000
M(126,17) = 0.0135057512852832905695196843195000000000
M(126,19) = 0.0082974467092258332677321970518099999999
M(126,23) = 0.00121077553908548384962667219957000000000
M(126,25) = -0.0429424245527932930837938632165000000000
M(126,29) = -0.0136796649340645660988197577066000000000
M(126,31) = -0.0063361738573043022852222404154500000000
M(126,37) = -0.0165866934967390193861233292185000000000
M(126,41) = -0.0157903367078814040842423039029000000000
M(126,43) = -0.0243287207029330368299553040266000000000
M(126,47) = -0.0225669205668199176540149730189000000000
M(126,53) = -0.0224664158598303690478337180793000000000
M(126,55) = -0.0413763427189353936330394780261000000000
M(126,59) = -0.0304729573572638537896188365089000000000
M(126,61) = -0.0301639361114078284207924474758000000000
M(126,65) = -0.0399065263379780307790095589808000000000
M(126,67) = -0.0302031445605211339321553169685000000000
M(126,71) = -0.0297002805388830710309703793505000000000
M(126,73) = -0.0330881019186237141656891534762000000000
M(126,79) = -0.0357555182514738461994069540513000000000
M(126,83) = -0.0361816288042903331548914506066000000000
M(126,85) = -0.0436428326644558914328701844130000000000
M(126,89) = -0.0369476493464271438041381779790000000000
M(126,95) = -0.0472054472221504779130079261256000000000
M(126,97) = -0.0315248588604302891141914500683000000000
M(126,101) = -0.0325644444810307583787987888710000000000
M(126,103) = -0.0356761067723686558315479446357000000000
M(126,107) = -0.0362554532088747877446155469038000000000
M(126,109) = -0.0391277327552269592981570676131000000000
M(126,113) = -0.0352468357416640764264552820126000000000
M(126,115) = -0.0433365168302817205728917474272000000000
M(126,121) = -0.0466888548730862521426025283461000000000
M(126,125) = -0.0462746077223356213355241470573000000000
And of the summand: 1/3
And of the summand: 1/7
Their sum is = -0.238502787152357216244573161391593809506
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -2.896685579 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(126,1) = -0.0404768079625706522776681024245000000000
M(126,13) = 0.0332096978133401690758682046928000000000
M(126,19) = 0.0082974467092258332677321970518099999999
M(126,25) = -0.0429424245527932930837938632165000000000
M(126,31) = -0.0063361738573043022852222404154500000000
M(126,37) = -0.0165866934967390193861233292185000000000
M(126,43) = -0.0243287207029330368299553040266000000000
M(126,55) = -0.0413763427189353936330394780261000000000
M(126,61) = -0.0301639361114078284207924474758000000000
M(126,67) = -0.0302031445605211339321553169685000000000
M(126,73) = -0.0330881019186237141656891534762000000000
M(126,79) = -0.0357555182514738461994069540513000000000
M(126,85) = -0.0436428326644558914328701844130000000000
M(126,97) = -0.0315248588604302891141914500683000000000
M(126,103) = -0.0356761067723686558315479446357000000000
M(126,109) = -0.0391277327552269592981570676131000000000
M(126,115) = -0.0433365168302817205728917474272000000000
M(126,121) = -0.0466888548730862521426025283461000000000
And of the summand: 1/7
Their sum is = -0.356890479509443129119649567201097142852
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -9.71428516 E-32
**************************
The constant M(3,2) has to be equal to the sum of: 
M(126,5) = 0.163331503158521382220681863684000000000
M(126,11) = 0.0522654978703568341438556993769000000000
M(126,17) = 0.0135057512852832905695196843195000000000
M(126,23) = 0.00121077553908548384962667219957000000000
M(126,29) = -0.0136796649340645660988197577066000000000
M(126,41) = -0.0157903367078814040842423039029000000000
M(126,47) = -0.0225669205668199176540149730189000000000
M(126,53) = -0.0224664158598303690478337180793000000000
M(126,59) = -0.0304729573572638537896188365089000000000
M(126,65) = -0.0399065263379780307790095589808000000000
M(126,71) = -0.0297002805388830710309703793505000000000
M(126,83) = -0.0361816288042903331548914506066000000000
M(126,89) = -0.0369476493464271438041381779790000000000
M(126,95) = -0.0472054472221504779130079261256000000000
M(126,101) = -0.0325644444810307583787987888710000000000
M(126,107) = -0.0362554532088747877446155469038000000000
M(126,113) = -0.0352468357416640764264552820126000000000
M(126,125) = -0.0462746077223356213355241470573000000000
And of the summand: 1/2
Their sum is = 0.285054359023752579541743072476170000003
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -8.29999997 E-31
**************************
The constant M(6,1) has to be equal to the sum of: 
M(126,1) = -0.0404768079625706522776681024245000000000
M(126,13) = 0.0332096978133401690758682046928000000000
M(126,19) = 0.0082974467092258332677321970518099999999
M(126,25) = -0.0429424245527932930837938632165000000000
M(126,31) = -0.0063361738573043022852222404154500000000
M(126,37) = -0.0165866934967390193861233292185000000000
M(126,43) = -0.0243287207029330368299553040266000000000
M(126,55) = -0.0413763427189353936330394780261000000000
M(126,61) = -0.0301639361114078284207924474758000000000
M(126,67) = -0.0302031445605211339321553169685000000000
M(126,73) = -0.0330881019186237141656891534762000000000
M(126,79) = -0.0357555182514738461994069540513000000000
M(126,85) = -0.0436428326644558914328701844130000000000
M(126,97) = -0.0315248588604302891141914500683000000000
M(126,103) = -0.0356761067723686558315479446357000000000
M(126,109) = -0.0391277327552269592981570676131000000000
M(126,115) = -0.0433365168302817205728917474272000000000
M(126,121) = -0.0466888548730862521426025283461000000000
And of the summand: 1/7
Their sum is = -0.356890479509443129119649567201097142852
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -9.71428516 E-32
**************************
The constant M(6,5) has to be equal to the sum of: 
M(126,5) = 0.163331503158521382220681863684000000000
M(126,11) = 0.0522654978703568341438556993769000000000
M(126,17) = 0.0135057512852832905695196843195000000000
M(126,23) = 0.00121077553908548384962667219957000000000
M(126,29) = -0.0136796649340645660988197577066000000000
M(126,41) = -0.0157903367078814040842423039029000000000
M(126,47) = -0.0225669205668199176540149730189000000000
M(126,53) = -0.0224664158598303690478337180793000000000
M(126,59) = -0.0304729573572638537896188365089000000000
M(126,65) = -0.0399065263379780307790095589808000000000
M(126,71) = -0.0297002805388830710309703793505000000000
M(126,83) = -0.0361816288042903331548914506066000000000
M(126,89) = -0.0369476493464271438041381779790000000000
M(126,95) = -0.0472054472221504779130079261256000000000
M(126,101) = -0.0325644444810307583787987888710000000000
M(126,107) = -0.0362554532088747877446155469038000000000
M(126,113) = -0.0352468357416640764264552820126000000000
M(126,125) = -0.0462746077223356213355241470573000000000
Their sum is = -0.214945640976247420458256927523829999998
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -8.29999998 E-31
**************************
The constant M(7,1) has to be equal to the sum of: 
M(126,1) = -0.0404768079625706522776681024245000000000
M(126,29) = -0.0136796649340645660988197577066000000000
M(126,43) = -0.0243287207029330368299553040266000000000
M(126,71) = -0.0297002805388830710309703793505000000000
M(126,85) = -0.0436428326644558914328701844130000000000
M(126,113) = -0.0352468357416640764264552820126000000000
Their sum is = -0.187075142544571294096739009933799999999
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 2.000000011 E-31
**************************
The constant M(7,2) has to be equal to the sum of: 
M(126,23) = 0.00121077553908548384962667219957000000000
M(126,37) = -0.0165866934967390193861233292185000000000
M(126,65) = -0.0399065263379780307790095589808000000000
M(126,79) = -0.0357555182514738461994069540513000000000
M(126,107) = -0.0362554532088747877446155469038000000000
M(126,121) = -0.0466888548730862521426025283461000000000
And of the summand: 1/2
Their sum is = 0.326017729370933547597868754699070000001
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = 7.00000009 E-32
**************************
The constant M(7,3) has to be equal to the sum of: 
M(126,17) = 0.0135057512852832905695196843195000000000
M(126,31) = -0.0063361738573043022852222404154500000000
M(126,59) = -0.0304729573572638537896188365089000000000
M(126,73) = -0.0330881019186237141656891534762000000000
M(126,101) = -0.0325644444810307583787987888710000000000
M(126,115) = -0.0433365168302817205728917474272000000000
And of the summand: 1/3
Their sum is = 0.201040890174112274710632250954083333334
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 8.33333343 E-32
**************************
The constant M(7,4) has to be equal to the sum of: 
M(126,11) = 0.0522654978703568341438556993769000000000
M(126,25) = -0.0429424245527932930837938632165000000000
M(126,53) = -0.0224664158598303690478337180793000000000
M(126,67) = -0.0302031445605211339321553169685000000000
M(126,95) = -0.0472054472221504779130079261256000000000
M(126,109) = -0.0391277327552269592981570676131000000000
Their sum is = -0.129679667080165399131092192626099999999
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(7,5) has to be equal to the sum of: 
M(126,5) = 0.163331503158521382220681863684000000000
M(126,19) = 0.0082974467092258332677321970518099999999
M(126,47) = -0.0225669205668199176540149730189000000000
M(126,61) = -0.0301639361114078284207924474758000000000
M(126,89) = -0.0369476493464271438041381779790000000000
M(126,103) = -0.0356761067723686558315479446357000000000
Their sum is = 0.0462743370707236697779205176264100000008
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = -4.899999994 E-31
**************************
The constant M(7,6) has to be equal to the sum of: 
M(126,13) = 0.0332096978133401690758682046928000000000
M(126,41) = -0.0157903367078814040842423039029000000000
M(126,55) = -0.0413763427189353936330394780261000000000
M(126,83) = -0.0361816288042903331548914506066000000000
M(126,97) = -0.0315248588604302891141914500683000000000
M(126,125) = -0.0462746077223356213355241470573000000000
Their sum is = -0.137938077000532872246020624968399999999
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(9,1) has to be equal to the sum of: 
M(126,1) = -0.0404768079625706522776681024245000000000
M(126,19) = 0.0082974467092258332677321970518099999999
M(126,37) = -0.0165866934967390193861233292185000000000
M(126,55) = -0.0413763427189353936330394780261000000000
M(126,73) = -0.0330881019186237141656891534762000000000
M(126,109) = -0.0391277327552269592981570676131000000000
Their sum is = -0.162358232142869905492944933706589999999
The constant M(9,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 4.100000010 E-31
**************************
The constant M(9,2) has to be equal to the sum of: 
M(126,11) = 0.0522654978703568341438556993769000000000
M(126,29) = -0.0136796649340645660988197577066000000000
M(126,47) = -0.0225669205668199176540149730189000000000
M(126,65) = -0.0399065263379780307790095589808000000000
M(126,83) = -0.0361816288042903331548914506066000000000
M(126,101) = -0.0325644444810307583787987888710000000000
And of the summand: 1/2
Their sum is = 0.407366312746173228078321170193000000000
The constant M(9,2) is = 0.407366312746173228078321170193000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(9,4) has to be equal to the sum of: 
M(126,13) = 0.0332096978133401690758682046928000000000
M(126,31) = -0.0063361738573043022852222404154500000000
M(126,67) = -0.0302031445605211339321553169685000000000
M(126,85) = -0.0436428326644558914328701844130000000000
M(126,103) = -0.0356761067723686558315479446357000000000
M(126,121) = -0.0466888548730862521426025283461000000000
Their sum is = -0.129337414914396066548530010085950000000
The constant M(9,4) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = 5.00000004 E-32
**************************
The constant M(9,5) has to be equal to the sum of: 
M(126,5) = 0.163331503158521382220681863684000000000
M(126,23) = 0.00121077553908548384962667219957000000000
M(126,41) = -0.0157903367078814040842423039029000000000
M(126,59) = -0.0304729573572638537896188365089000000000
M(126,95) = -0.0472054472221504779130079261256000000000
M(126,113) = -0.0352468357416640764264552820126000000000
Their sum is = 0.0358267016686470538569841873335700000006
The constant M(9,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = -4.299999994 E-31
**************************
The constant M(9,7) has to be equal to the sum of: 
M(126,25) = -0.0429424245527932930837938632165000000000
M(126,43) = -0.0243287207029330368299553040266000000000
M(126,61) = -0.0301639361114078284207924474758000000000
M(126,79) = -0.0357555182514738461994069540513000000000
M(126,97) = -0.0315248588604302891141914500683000000000
M(126,115) = -0.0433365168302817205728917474272000000000
And of the summand: 1/7
Their sum is = -0.065194832452177157078174623408557142856
The constant M(9,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 4.285714393 E-32
**************************
The constant M(9,8) has to be equal to the sum of: 
M(126,17) = 0.0135057512852832905695196843195000000000
M(126,53) = -0.0224664158598303690478337180793000000000
M(126,71) = -0.0297002805388830710309703793505000000000
M(126,89) = -0.0369476493464271438041381779790000000000
M(126,107) = -0.0362554532088747877446155469038000000000
M(126,125) = -0.0462746077223356213355241470573000000000
Their sum is = -0.158138655391067702393562285050399999999
The constant M(9,8) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(14,1) has to be equal to the sum of: 
M(126,1) = -0.0404768079625706522776681024245000000000
M(126,29) = -0.0136796649340645660988197577066000000000
M(126,43) = -0.0243287207029330368299553040266000000000
M(126,71) = -0.0297002805388830710309703793505000000000
M(126,85) = -0.0436428326644558914328701844130000000000
M(126,113) = -0.0352468357416640764264552820126000000000
Their sum is = -0.187075142544571294096739009933799999999
The constant M(14,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 2.000000011 E-31
**************************
The constant M(14,3) has to be equal to the sum of: 
M(126,17) = 0.0135057512852832905695196843195000000000
M(126,31) = -0.0063361738573043022852222404154500000000
M(126,59) = -0.0304729573572638537896188365089000000000
M(126,73) = -0.0330881019186237141656891534762000000000
M(126,101) = -0.0325644444810307583787987888710000000000
M(126,115) = -0.0433365168302817205728917474272000000000
And of the summand: 1/3
Their sum is = 0.201040890174112274710632250954083333334
The constant M(14,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 8.33333343 E-32
**************************
The constant M(14,5) has to be equal to the sum of: 
M(126,5) = 0.163331503158521382220681863684000000000
M(126,19) = 0.0082974467092258332677321970518099999999
M(126,47) = -0.0225669205668199176540149730189000000000
M(126,61) = -0.0301639361114078284207924474758000000000
M(126,89) = -0.0369476493464271438041381779790000000000
M(126,103) = -0.0356761067723686558315479446357000000000
Their sum is = 0.0462743370707236697779205176264100000008
The constant M(14,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = -4.899999994 E-31
**************************
The constant M(14,9) has to be equal to the sum of: 
M(126,23) = 0.00121077553908548384962667219957000000000
M(126,37) = -0.0165866934967390193861233292185000000000
M(126,65) = -0.0399065263379780307790095589808000000000
M(126,79) = -0.0357555182514738461994069540513000000000
M(126,107) = -0.0362554532088747877446155469038000000000
M(126,121) = -0.0466888548730862521426025283461000000000
Their sum is = -0.173982270629066452402131245300930000000
The constant M(14,9) is = -0.173982270629066452402131245301000000000
The difference (constant-sum) is = 7.00000002 E-32
**************************
The constant M(14,11) has to be equal to the sum of: 
M(126,11) = 0.0522654978703568341438556993769000000000
M(126,25) = -0.0429424245527932930837938632165000000000
M(126,53) = -0.0224664158598303690478337180793000000000
M(126,67) = -0.0302031445605211339321553169685000000000
M(126,95) = -0.0472054472221504779130079261256000000000
M(126,109) = -0.0391277327552269592981570676131000000000
Their sum is = -0.129679667080165399131092192626099999999
The constant M(14,11) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(14,13) has to be equal to the sum of: 
M(126,13) = 0.0332096978133401690758682046928000000000
M(126,41) = -0.0157903367078814040842423039029000000000
M(126,55) = -0.0413763427189353936330394780261000000000
M(126,83) = -0.0361816288042903331548914506066000000000
M(126,97) = -0.0315248588604302891141914500683000000000
M(126,125) = -0.0462746077223356213355241470573000000000
Their sum is = -0.137938077000532872246020624968399999999
The constant M(14,13) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(18,1) has to be equal to the sum of: 
M(126,1) = -0.0404768079625706522776681024245000000000
M(126,19) = 0.0082974467092258332677321970518099999999
M(126,37) = -0.0165866934967390193861233292185000000000
M(126,55) = -0.0413763427189353936330394780261000000000
M(126,73) = -0.0330881019186237141656891534762000000000
M(126,109) = -0.0391277327552269592981570676131000000000
Their sum is = -0.162358232142869905492944933706589999999
The constant M(18,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 4.100000010 E-31
**************************
The constant M(18,5) has to be equal to the sum of: 
M(126,5) = 0.163331503158521382220681863684000000000
M(126,23) = 0.00121077553908548384962667219957000000000
M(126,41) = -0.0157903367078814040842423039029000000000
M(126,59) = -0.0304729573572638537896188365089000000000
M(126,95) = -0.0472054472221504779130079261256000000000
M(126,113) = -0.0352468357416640764264552820126000000000
Their sum is = 0.0358267016686470538569841873335700000006
The constant M(18,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = -4.299999994 E-31
**************************
The constant M(18,7) has to be equal to the sum of: 
M(126,25) = -0.0429424245527932930837938632165000000000
M(126,43) = -0.0243287207029330368299553040266000000000
M(126,61) = -0.0301639361114078284207924474758000000000
M(126,79) = -0.0357555182514738461994069540513000000000
M(126,97) = -0.0315248588604302891141914500683000000000
M(126,115) = -0.0433365168302817205728917474272000000000
And of the summand: 1/7
Their sum is = -0.065194832452177157078174623408557142856
The constant M(18,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 4.285714393 E-32
**************************
The constant M(18,11) has to be equal to the sum of: 
M(126,11) = 0.0522654978703568341438556993769000000000
M(126,29) = -0.0136796649340645660988197577066000000000
M(126,47) = -0.0225669205668199176540149730189000000000
M(126,65) = -0.0399065263379780307790095589808000000000
M(126,83) = -0.0361816288042903331548914506066000000000
M(126,101) = -0.0325644444810307583787987888710000000000
Their sum is = -0.092633687253826771921678829807000000000
The constant M(18,11) is = -0.092633687253826771921678829807000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(18,13) has to be equal to the sum of: 
M(126,13) = 0.0332096978133401690758682046928000000000
M(126,31) = -0.0063361738573043022852222404154500000000
M(126,67) = -0.0302031445605211339321553169685000000000
M(126,85) = -0.0436428326644558914328701844130000000000
M(126,103) = -0.0356761067723686558315479446357000000000
M(126,121) = -0.0466888548730862521426025283461000000000
Their sum is = -0.129337414914396066548530010085950000000
The constant M(18,13) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = 5.00000004 E-32
**************************
The constant M(18,17) has to be equal to the sum of: 
M(126,17) = 0.0135057512852832905695196843195000000000
M(126,53) = -0.0224664158598303690478337180793000000000
M(126,71) = -0.0297002805388830710309703793505000000000
M(126,89) = -0.0369476493464271438041381779790000000000
M(126,107) = -0.0362554532088747877446155469038000000000
M(126,125) = -0.0462746077223356213355241470573000000000
Their sum is = -0.158138655391067702393562285050399999999
The constant M(18,17) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(21,1) has to be equal to the sum of: 
M(126,1) = -0.0404768079625706522776681024245000000000
M(126,43) = -0.0243287207029330368299553040266000000000
M(126,85) = -0.0436428326644558914328701844130000000000
Their sum is = -0.108448361329959580540493590864100000000
The constant M(21,1) is = -0.108448361329959580540493590864000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(21,2) has to be equal to the sum of: 
M(126,23) = 0.00121077553908548384962667219957000000000
M(126,65) = -0.0399065263379780307790095589808000000000
M(126,107) = -0.0362554532088747877446155469038000000000
And of the summand: 1/2
Their sum is = 0.425048795992232665326001566314970000000
The constant M(21,2) is = 0.425048795992232665326001566315000000000
The difference (constant-sum) is = -2.999999998 E-32
**************************
The constant M(21,4) has to be equal to the sum of: 
M(126,25) = -0.0429424245527932930837938632165000000000
M(126,67) = -0.0302031445605211339321553169685000000000
M(126,109) = -0.0391277327552269592981570676131000000000
Their sum is = -0.112273301868541386314106247798100000000
The constant M(21,4) is = -0.112273301868541386314106247798000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(21,5) has to be equal to the sum of: 
M(126,5) = 0.163331503158521382220681863684000000000
M(126,47) = -0.0225669205668199176540149730189000000000
M(126,89) = -0.0369476493464271438041381779790000000000
Their sum is = 0.103816933245274320762528712686100000000
The constant M(21,5) is = 0.103816933245274320762528712687000000000
The difference (constant-sum) is = -8.99999999 E-31
**************************
The constant M(21,8) has to be equal to the sum of: 
M(126,29) = -0.0136796649340645660988197577066000000000
M(126,71) = -0.0297002805388830710309703793505000000000
M(126,113) = -0.0352468357416640764264552820126000000000
Their sum is = -0.078626781214611713556245419069699999999
The constant M(21,8) is = -0.078626781214611713556245419069700000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(21,10) has to be equal to the sum of: 
M(126,31) = -0.0063361738573043022852222404154500000000
M(126,73) = -0.0330881019186237141656891534762000000000
M(126,115) = -0.0433365168302817205728917474272000000000
Their sum is = -0.082760792606209737023803141318849999999
The constant M(21,10) is = -0.082760792606209737023803141318800000000
The difference (constant-sum) is = -4.99999997 E-32
**************************
The constant M(21,11) has to be equal to the sum of: 
M(126,11) = 0.0522654978703568341438556993769000000000
M(126,53) = -0.0224664158598303690478337180793000000000
M(126,95) = -0.0472054472221504779130079261256000000000
Their sum is = -0.0174063652116240128169859448279999999999
The constant M(21,11) is = -0.0174063652116240128169859448280000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(21,13) has to be equal to the sum of: 
M(126,13) = 0.0332096978133401690758682046928000000000
M(126,55) = -0.0413763427189353936330394780261000000000
M(126,97) = -0.0315248588604302891141914500683000000000
Their sum is = -0.0396915037660255136713627234016000000000
The constant M(21,13) is = -0.0396915037660255136713627234016000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(21,16) has to be equal to the sum of: 
M(126,37) = -0.0165866934967390193861233292185000000000
M(126,79) = -0.0357555182514738461994069540513000000000
M(126,121) = -0.0466888548730862521426025283461000000000
Their sum is = -0.099031066621299117728132811615900000000
The constant M(21,16) is = -0.099031066621299117728132811615900000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(21,17) has to be equal to the sum of: 
M(126,17) = 0.0135057512852832905695196843195000000000
M(126,59) = -0.0304729573572638537896188365089000000000
M(126,101) = -0.0325644444810307583787987888710000000000
Their sum is = -0.0495316505530113215988979410604000000000
The constant M(21,17) is = -0.0495316505530113215988979410604000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(21,19) has to be equal to the sum of: 
M(126,19) = 0.0082974467092258332677321970518099999999
M(126,61) = -0.0301639361114078284207924474758000000000
M(126,103) = -0.0356761067723686558315479446357000000000
Their sum is = -0.0575425961745506509846081950596900000000
The constant M(21,19) is = -0.0575425961745506509846081950597000000000
The difference (constant-sum) is = 9.99999987 E-33
**************************
The constant M(21,20) has to be equal to the sum of: 
M(126,41) = -0.0157903367078814040842423039029000000000
M(126,83) = -0.0361816288042903331548914506066000000000
M(126,125) = -0.0462746077223356213355241470573000000000
Their sum is = -0.098246573234507358574657901566800000000
The constant M(21,20) is = -0.098246573234507358574657901566800000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(42,1) has to be equal to the sum of: 
M(126,1) = -0.0404768079625706522776681024245000000000
M(126,43) = -0.0243287207029330368299553040266000000000
M(126,85) = -0.0436428326644558914328701844130000000000
Their sum is = -0.108448361329959580540493590864100000000
The constant M(42,1) is = -0.108448361329959580540493590864000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(42,5) has to be equal to the sum of: 
M(126,5) = 0.163331503158521382220681863684000000000
M(126,47) = -0.0225669205668199176540149730189000000000
M(126,89) = -0.0369476493464271438041381779790000000000
Their sum is = 0.103816933245274320762528712686100000000
The constant M(42,5) is = 0.103816933245274320762528712687000000000
The difference (constant-sum) is = -8.99999999 E-31
**************************
The constant M(42,11) has to be equal to the sum of: 
M(126,11) = 0.0522654978703568341438556993769000000000
M(126,53) = -0.0224664158598303690478337180793000000000
M(126,95) = -0.0472054472221504779130079261256000000000
Their sum is = -0.0174063652116240128169859448279999999999
The constant M(42,11) is = -0.0174063652116240128169859448280000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(42,13) has to be equal to the sum of: 
M(126,13) = 0.0332096978133401690758682046928000000000
M(126,55) = -0.0413763427189353936330394780261000000000
M(126,97) = -0.0315248588604302891141914500683000000000
Their sum is = -0.0396915037660255136713627234016000000000
The constant M(42,13) is = -0.0396915037660255136713627234016000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(42,17) has to be equal to the sum of: 
M(126,17) = 0.0135057512852832905695196843195000000000
M(126,59) = -0.0304729573572638537896188365089000000000
M(126,101) = -0.0325644444810307583787987888710000000000
Their sum is = -0.0495316505530113215988979410604000000000
The constant M(42,17) is = -0.0495316505530113215988979410604000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(42,19) has to be equal to the sum of: 
M(126,19) = 0.0082974467092258332677321970518099999999
M(126,61) = -0.0301639361114078284207924474758000000000
M(126,103) = -0.0356761067723686558315479446357000000000
Their sum is = -0.0575425961745506509846081950596900000000
The constant M(42,19) is = -0.0575425961745506509846081950597000000000
The difference (constant-sum) is = 9.99999987 E-33
**************************
The constant M(42,23) has to be equal to the sum of: 
M(126,23) = 0.00121077553908548384962667219957000000000
M(126,65) = -0.0399065263379780307790095589808000000000
M(126,107) = -0.0362554532088747877446155469038000000000
Their sum is = -0.074951204007767334673998433685030000000
The constant M(42,23) is = -0.074951204007767334673998433685100000000
The difference (constant-sum) is = 6.99999998 E-32
**************************
The constant M(42,25) has to be equal to the sum of: 
M(126,25) = -0.0429424245527932930837938632165000000000
M(126,67) = -0.0302031445605211339321553169685000000000
M(126,109) = -0.0391277327552269592981570676131000000000
Their sum is = -0.112273301868541386314106247798100000000
The constant M(42,25) is = -0.112273301868541386314106247798000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(42,29) has to be equal to the sum of: 
M(126,29) = -0.0136796649340645660988197577066000000000
M(126,71) = -0.0297002805388830710309703793505000000000
M(126,113) = -0.0352468357416640764264552820126000000000
Their sum is = -0.078626781214611713556245419069699999999
The constant M(42,29) is = -0.078626781214611713556245419069700000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(42,31) has to be equal to the sum of: 
M(126,31) = -0.0063361738573043022852222404154500000000
M(126,73) = -0.0330881019186237141656891534762000000000
M(126,115) = -0.0433365168302817205728917474272000000000
Their sum is = -0.082760792606209737023803141318849999999
The constant M(42,31) is = -0.082760792606209737023803141318800000000
The difference (constant-sum) is = -4.99999997 E-32
**************************
The constant M(42,37) has to be equal to the sum of: 
M(126,37) = -0.0165866934967390193861233292185000000000
M(126,79) = -0.0357555182514738461994069540513000000000
M(126,121) = -0.0466888548730862521426025283461000000000
Their sum is = -0.099031066621299117728132811615900000000
The constant M(42,37) is = -0.099031066621299117728132811615900000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(42,41) has to be equal to the sum of: 
M(126,41) = -0.0157903367078814040842423039029000000000
M(126,83) = -0.0361816288042903331548914506066000000000
M(126,125) = -0.0462746077223356213355241470573000000000
Their sum is = -0.098246573234507358574657901566800000000
The constant M(42,41) is = -0.098246573234507358574657901566800000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(63,1) has to be equal to the sum of: 
M(126,1) = -0.0404768079625706522776681024245000000000
Their sum is = -0.0404768079625706522776681024245000000000
The constant M(63,1) is = -0.0404768079625706522776681024245000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,2) has to be equal to the sum of: 
M(126,65) = -0.0399065263379780307790095589808000000000
And of the summand: 1/2
Their sum is = 0.460093473662021969220990441019200000000
The constant M(63,2) is = 0.460093473662021969220990441019000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(63,4) has to be equal to the sum of: 
M(126,67) = -0.0302031445605211339321553169685000000000
Their sum is = -0.0302031445605211339321553169685000000000
The constant M(63,4) is = -0.0302031445605211339321553169685000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,5) has to be equal to the sum of: 
M(126,5) = 0.163331503158521382220681863684000000000
Their sum is = 0.163331503158521382220681863684000000000
The constant M(63,5) is = 0.163331503158521382220681863684000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(63,8) has to be equal to the sum of: 
M(126,71) = -0.0297002805388830710309703793505000000000
Their sum is = -0.0297002805388830710309703793505000000000
The constant M(63,8) is = -0.0297002805388830710309703793505000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,10) has to be equal to the sum of: 
M(126,73) = -0.0330881019186237141656891534762000000000
Their sum is = -0.0330881019186237141656891534762000000000
The constant M(63,10) is = -0.0330881019186237141656891534762000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,11) has to be equal to the sum of: 
M(126,11) = 0.0522654978703568341438556993769000000000
Their sum is = 0.0522654978703568341438556993769000000000
The constant M(63,11) is = 0.0522654978703568341438556993769000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,13) has to be equal to the sum of: 
M(126,13) = 0.0332096978133401690758682046928000000000
Their sum is = 0.0332096978133401690758682046928000000000
The constant M(63,13) is = 0.0332096978133401690758682046928000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,16) has to be equal to the sum of: 
M(126,79) = -0.0357555182514738461994069540513000000000
Their sum is = -0.0357555182514738461994069540513000000000
The constant M(63,16) is = -0.0357555182514738461994069540513000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,17) has to be equal to the sum of: 
M(126,17) = 0.0135057512852832905695196843195000000000
Their sum is = 0.0135057512852832905695196843195000000000
The constant M(63,17) is = 0.0135057512852832905695196843195000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,19) has to be equal to the sum of: 
M(126,19) = 0.0082974467092258332677321970518099999999
Their sum is = 0.0082974467092258332677321970518099999999
The constant M(63,19) is = 0.0082974467092258332677321970518099999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,20) has to be equal to the sum of: 
M(126,83) = -0.0361816288042903331548914506066000000000
Their sum is = -0.0361816288042903331548914506066000000000
The constant M(63,20) is = -0.0361816288042903331548914506066000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,22) has to be equal to the sum of: 
M(126,85) = -0.0436428326644558914328701844130000000000
Their sum is = -0.0436428326644558914328701844130000000000
The constant M(63,22) is = -0.0436428326644558914328701844130000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,23) has to be equal to the sum of: 
M(126,23) = 0.00121077553908548384962667219957000000000
Their sum is = 0.00121077553908548384962667219957000000000
The constant M(63,23) is = 0.00121077553908548384962667219957000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(63,25) has to be equal to the sum of: 
M(126,25) = -0.0429424245527932930837938632165000000000
Their sum is = -0.0429424245527932930837938632165000000000
The constant M(63,25) is = -0.0429424245527932930837938632165000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,26) has to be equal to the sum of: 
M(126,89) = -0.0369476493464271438041381779790000000000
Their sum is = -0.0369476493464271438041381779790000000000
The constant M(63,26) is = -0.0369476493464271438041381779790000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,29) has to be equal to the sum of: 
M(126,29) = -0.0136796649340645660988197577066000000000
Their sum is = -0.0136796649340645660988197577066000000000
The constant M(63,29) is = -0.0136796649340645660988197577066000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,31) has to be equal to the sum of: 
M(126,31) = -0.0063361738573043022852222404154500000000
Their sum is = -0.0063361738573043022852222404154500000000
The constant M(63,31) is = -0.0063361738573043022852222404154500000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,32) has to be equal to the sum of: 
M(126,95) = -0.0472054472221504779130079261256000000000
Their sum is = -0.0472054472221504779130079261256000000000
The constant M(63,32) is = -0.0472054472221504779130079261256000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,34) has to be equal to the sum of: 
M(126,97) = -0.0315248588604302891141914500683000000000
Their sum is = -0.0315248588604302891141914500683000000000
The constant M(63,34) is = -0.0315248588604302891141914500683000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,37) has to be equal to the sum of: 
M(126,37) = -0.0165866934967390193861233292185000000000
Their sum is = -0.0165866934967390193861233292185000000000
The constant M(63,37) is = -0.0165866934967390193861233292185000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,38) has to be equal to the sum of: 
M(126,101) = -0.0325644444810307583787987888710000000000
Their sum is = -0.0325644444810307583787987888710000000000
The constant M(63,38) is = -0.0325644444810307583787987888710000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,40) has to be equal to the sum of: 
M(126,103) = -0.0356761067723686558315479446357000000000
Their sum is = -0.0356761067723686558315479446357000000000
The constant M(63,40) is = -0.0356761067723686558315479446357000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,41) has to be equal to the sum of: 
M(126,41) = -0.0157903367078814040842423039029000000000
Their sum is = -0.0157903367078814040842423039029000000000
The constant M(63,41) is = -0.0157903367078814040842423039029000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,43) has to be equal to the sum of: 
M(126,43) = -0.0243287207029330368299553040266000000000
Their sum is = -0.0243287207029330368299553040266000000000
The constant M(63,43) is = -0.0243287207029330368299553040266000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,44) has to be equal to the sum of: 
M(126,107) = -0.0362554532088747877446155469038000000000
Their sum is = -0.0362554532088747877446155469038000000000
The constant M(63,44) is = -0.0362554532088747877446155469038000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,46) has to be equal to the sum of: 
M(126,109) = -0.0391277327552269592981570676131000000000
Their sum is = -0.0391277327552269592981570676131000000000
The constant M(63,46) is = -0.0391277327552269592981570676131000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,47) has to be equal to the sum of: 
M(126,47) = -0.0225669205668199176540149730189000000000
Their sum is = -0.0225669205668199176540149730189000000000
The constant M(63,47) is = -0.0225669205668199176540149730189000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,50) has to be equal to the sum of: 
M(126,113) = -0.0352468357416640764264552820126000000000
Their sum is = -0.0352468357416640764264552820126000000000
The constant M(63,50) is = -0.0352468357416640764264552820126000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,52) has to be equal to the sum of: 
M(126,115) = -0.0433365168302817205728917474272000000000
Their sum is = -0.0433365168302817205728917474272000000000
The constant M(63,52) is = -0.0433365168302817205728917474272000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,53) has to be equal to the sum of: 
M(126,53) = -0.0224664158598303690478337180793000000000
Their sum is = -0.0224664158598303690478337180793000000000
The constant M(63,53) is = -0.0224664158598303690478337180793000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,55) has to be equal to the sum of: 
M(126,55) = -0.0413763427189353936330394780261000000000
Their sum is = -0.0413763427189353936330394780261000000000
The constant M(63,55) is = -0.0413763427189353936330394780261000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,58) has to be equal to the sum of: 
M(126,121) = -0.0466888548730862521426025283461000000000
Their sum is = -0.0466888548730862521426025283461000000000
The constant M(63,58) is = -0.0466888548730862521426025283461000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,59) has to be equal to the sum of: 
M(126,59) = -0.0304729573572638537896188365089000000000
Their sum is = -0.0304729573572638537896188365089000000000
The constant M(63,59) is = -0.0304729573572638537896188365089000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,61) has to be equal to the sum of: 
M(126,61) = -0.0301639361114078284207924474758000000000
Their sum is = -0.0301639361114078284207924474758000000000
The constant M(63,61) is = -0.0301639361114078284207924474758000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(63,62) has to be equal to the sum of: 
M(126,125) = -0.0462746077223356213355241470573000000000
Their sum is = -0.0462746077223356213355241470573000000000
The constant M(63,62) is = -0.0462746077223356213355241470573000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(128,1) = -0.0240350457862897560623935664242000000000
M(128,3) = 0.312188830832308147809782169203000000000
M(128,5) = 0.173510519462204573086186219762000000000
M(128,7) = 0.118495559513536480413644585084000000000
M(128,9) = -0.0204844228461889273543737013430000000000
M(128,11) = 0.070843500454708171009207584628899999999
M(128,13) = 0.0537189776075746369232796152298000000000
M(128,15) = -0.0252159690771622471841286236452000000000
M(128,17) = 0.0305331728780185364048756180544000000000
M(128,19) = 0.0261409719941817336809434348537000000000
M(128,21) = -0.0187086850474584392398983939841000000000
M(128,23) = 0.0206776232681252227956458478216000000000
M(128,25) = -0.0250904664280305622048476483046000000000
M(128,27) = -0.0257510303189083206361975665138000000000
M(128,29) = 0.0138656980740677563428025961439000000000
M(128,31) = 0.00329712040745795186956982107690000000000
M(128,33) = -0.0280739894965565075180746499936000000000
M(128,35) = -0.0185525059865248139815946384309000000000
M(128,37) = 0.00389322644876266201376318290779000000000
M(128,39) = -0.0228780369606708063920322357460000000000
M(128,41) = -0.00326306642242598955113878226699000000000
M(128,43) = -0.0046003464619140205236047947822000000000
M(128,45) = -0.0206816196069261008124966507603000000000
M(128,47) = -0.0067415160127144824881424423702700000000
M(128,49) = -0.0289412555810551951222646051240000000000
M(128,51) = -0.0176920725768206034569265580755000000000
M(128,53) = -0.0050923661274607219050958768519200000000
M(128,55) = -0.0248542400445893280466248970258000000000
M(128,57) = -0.0248677804648439107193434326553000000000
M(128,59) = -0.0089012048485968376128538966005100000000
M(128,61) = -0.0077013237953828527796038399285900000000
M(128,63) = -0.0249310961819379972949057685677000000000
M(128,65) = -0.0207430481523067383489121539560000000000
M(128,67) = -0.0151972624161069729337322248233000000000
M(128,69) = -0.0238900551788113920768490683752000000000
M(128,71) = -0.0094453755354372307385306293934800000000
M(128,73) = -0.0133514974440966182754172211047000000000
M(128,75) = -0.0251814135704883783226327254012000000000
M(128,77) = -0.0277480340118390142052431217233000000000
M(128,79) = -0.0118516185493432239462667772603000000000
M(128,81) = -0.0243570065045078100686334961558000000000
M(128,83) = -0.0120617856899159411513772406834000000000
M(128,85) = -0.0269725356221698625172963545428000000000
M(128,87) = -0.0269563527297385798181231978013000000000
M(128,89) = -0.0162723644299937413329569212856000000000
M(128,91) = -0.0262334273226738093356409867376000000000
M(128,93) = -0.0258880501041719803073672147127000000000
M(128,95) = -0.0209179105197132031550668772613000000000
M(128,97) = -0.0172424698457357650860033690294000000000
M(128,99) = -0.0253539558719267909949639750419000000000
M(128,101) = -0.0141394188572179650578920700325000000000
M(128,103) = -0.0149381850156287370516464883239000000000
M(128,105) = -0.0247454121199478499578817654596000000000
M(128,107) = -0.0171514798307110866198158764113000000000
M(128,109) = -0.0209590110928071003528406107667000000000
M(128,111) = -0.0226847964607907836120590119321000000000
M(128,113) = -0.0159001852879155586461537755506000000000
M(128,115) = -0.0274405221184593109389567099171000000000
M(128,117) = -0.0263708442481761320548312724639000000000
M(128,119) = -0.0254785641118846483878467852159000000000
M(128,121) = -0.0295829021902132312802111551426000000000
M(128,123) = -0.0227329455991380362528413151268000000000
M(128,125) = -0.0271607940042736405868316556461000000000
M(128,127) = -0.0196607235847035342929092194853000000000
Their sum is = -0.238502787152357216244573161392169999969
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -8.65859020 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(128,1) = -0.0240350457862897560623935664242000000000
M(128,5) = 0.173510519462204573086186219762000000000
M(128,9) = -0.0204844228461889273543737013430000000000
M(128,13) = 0.0537189776075746369232796152298000000000
M(128,17) = 0.0305331728780185364048756180544000000000
M(128,21) = -0.0187086850474584392398983939841000000000
M(128,25) = -0.0250904664280305622048476483046000000000
M(128,29) = 0.0138656980740677563428025961439000000000
M(128,33) = -0.0280739894965565075180746499936000000000
M(128,37) = 0.00389322644876266201376318290779000000000
M(128,41) = -0.00326306642242598955113878226699000000000
M(128,45) = -0.0206816196069261008124966507603000000000
M(128,49) = -0.0289412555810551951222646051240000000000
M(128,53) = -0.0050923661274607219050958768519200000000
M(128,57) = -0.0248677804648439107193434326553000000000
M(128,61) = -0.0077013237953828527796038399285900000000
M(128,65) = -0.0207430481523067383489121539560000000000
M(128,69) = -0.0238900551788113920768490683752000000000
M(128,73) = -0.0133514974440966182754172211047000000000
M(128,77) = -0.0277480340118390142052431217233000000000
M(128,81) = -0.0243570065045078100686334961558000000000
M(128,85) = -0.0269725356221698625172963545428000000000
M(128,89) = -0.0162723644299937413329569212856000000000
M(128,93) = -0.0258880501041719803073672147127000000000
M(128,97) = -0.0172424698457357650860033690294000000000
M(128,101) = -0.0141394188572179650578920700325000000000
M(128,105) = -0.0247454121199478499578817654596000000000
M(128,109) = -0.0209590110928071003528406107667000000000
M(128,113) = -0.0159001852879155586461537755506000000000
M(128,117) = -0.0263708442481761320548312724639000000000
M(128,121) = -0.0295829021902132312802111551426000000000
M(128,125) = -0.0271607940042736405868316556461000000000
Their sum is = -0.286742056226175198653945141486209999994
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -2.099999940 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(128,3) = 0.312188830832308147809782169203000000000
M(128,7) = 0.118495559513536480413644585084000000000
M(128,11) = 0.070843500454708171009207584628899999999
M(128,15) = -0.0252159690771622471841286236452000000000
M(128,19) = 0.0261409719941817336809434348537000000000
M(128,23) = 0.0206776232681252227956458478216000000000
M(128,27) = -0.0257510303189083206361975665138000000000
M(128,31) = 0.00329712040745795186956982107690000000000
M(128,35) = -0.0185525059865248139815946384309000000000
M(128,39) = -0.0228780369606708063920322357460000000000
M(128,43) = -0.0046003464619140205236047947822000000000
M(128,47) = -0.0067415160127144824881424423702700000000
M(128,51) = -0.0176920725768206034569265580755000000000
M(128,55) = -0.0248542400445893280466248970258000000000
M(128,59) = -0.0089012048485968376128538966005100000000
M(128,63) = -0.0249310961819379972949057685677000000000
M(128,67) = -0.0151972624161069729337322248233000000000
M(128,71) = -0.0094453755354372307385306293934800000000
M(128,75) = -0.0251814135704883783226327254012000000000
M(128,79) = -0.0118516185493432239462667772603000000000
M(128,83) = -0.0120617856899159411513772406834000000000
M(128,87) = -0.0269563527297385798181231978013000000000
M(128,91) = -0.0262334273226738093356409867376000000000
M(128,95) = -0.0209179105197132031550668772613000000000
M(128,99) = -0.0253539558719267909949639750419000000000
M(128,103) = -0.0149381850156287370516464883239000000000
M(128,107) = -0.0171514798307110866198158764113000000000
M(128,111) = -0.0226847964607907836120590119321000000000
M(128,115) = -0.0274405221184593109389567099171000000000
M(128,119) = -0.0254785641118846483878467852159000000000
M(128,123) = -0.0227329455991380362528413151268000000000
M(128,127) = -0.0196607235847035342929092194853000000000
Their sum is = 0.0482392690738179824093719800940400000118
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = -8.599999882758924164 E-31
**************************
The constant M(8,1) has to be equal to the sum of: 
M(128,1) = -0.0240350457862897560623935664242000000000
M(128,9) = -0.0204844228461889273543737013430000000000
M(128,17) = 0.0305331728780185364048756180544000000000
M(128,25) = -0.0250904664280305622048476483046000000000
M(128,33) = -0.0280739894965565075180746499936000000000
M(128,41) = -0.00326306642242598955113878226699000000000
M(128,49) = -0.0289412555810551951222646051240000000000
M(128,57) = -0.0248677804648439107193434326553000000000
M(128,65) = -0.0207430481523067383489121539560000000000
M(128,73) = -0.0133514974440966182754172211047000000000
M(128,81) = -0.0243570065045078100686334961558000000000
M(128,89) = -0.0162723644299937413329569212856000000000
M(128,97) = -0.0172424698457357650860033690294000000000
M(128,105) = -0.0247454121199478499578817654596000000000
M(128,113) = -0.0159001852879155586461537755506000000000
M(128,121) = -0.0295829021902132312802111551426000000000
Their sum is = -0.286417740122089625123730625741589999996
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 4.100000032 E-31
**************************
The constant M(8,3) has to be equal to the sum of: 
M(128,3) = 0.312188830832308147809782169203000000000
M(128,11) = 0.070843500454708171009207584628899999999
M(128,19) = 0.0261409719941817336809434348537000000000
M(128,27) = -0.0257510303189083206361975665138000000000
M(128,35) = -0.0185525059865248139815946384309000000000
M(128,43) = -0.0046003464619140205236047947822000000000
M(128,51) = -0.0176920725768206034569265580755000000000
M(128,59) = -0.0089012048485968376128538966005100000000
M(128,67) = -0.0151972624161069729337322248233000000000
M(128,75) = -0.0251814135704883783226327254012000000000
M(128,83) = -0.0120617856899159411513772406834000000000
M(128,91) = -0.0262334273226738093356409867376000000000
M(128,99) = -0.0253539558719267909949639750419000000000
M(128,107) = -0.0171514798307110866198158764113000000000
M(128,115) = -0.0274405221184593109389567099171000000000
M(128,123) = -0.0227329455991380362528413151268000000000
Their sum is = 0.162323350669013129738794680140090000005
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = -9.09999994 E-31
**************************
The constant M(8,5) has to be equal to the sum of: 
M(128,5) = 0.173510519462204573086186219762000000000
M(128,13) = 0.0537189776075746369232796152298000000000
M(128,21) = -0.0187086850474584392398983939841000000000
M(128,29) = 0.0138656980740677563428025961439000000000
M(128,37) = 0.00389322644876266201376318290779000000000
M(128,45) = -0.0206816196069261008124966507603000000000
M(128,53) = -0.0050923661274607219050958768519200000000
M(128,61) = -0.0077013237953828527796038399285900000000
M(128,69) = -0.0238900551788113920768490683752000000000
M(128,77) = -0.0277480340118390142052431217233000000000
M(128,85) = -0.0269725356221698625172963545428000000000
M(128,93) = -0.0258880501041719803073672147127000000000
M(128,101) = -0.0141394188572179650578920700325000000000
M(128,109) = -0.0209590110928071003528406107667000000000
M(128,117) = -0.0263708442481761320548312724639000000000
M(128,125) = -0.0271607940042736405868316556461000000000
Their sum is = -0.000324316104085573530214515744619999999321
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = -5.099999932105130813 E-32
**************************
The constant M(8,7) has to be equal to the sum of: 
M(128,7) = 0.118495559513536480413644585084000000000
M(128,15) = -0.0252159690771622471841286236452000000000
M(128,23) = 0.0206776232681252227956458478216000000000
M(128,31) = 0.00329712040745795186956982107690000000000
M(128,39) = -0.0228780369606708063920322357460000000000
M(128,47) = -0.0067415160127144824881424423702700000000
M(128,55) = -0.0248542400445893280466248970258000000000
M(128,63) = -0.0249310961819379972949057685677000000000
M(128,71) = -0.0094453755354372307385306293934800000000
M(128,79) = -0.0118516185493432239462667772603000000000
M(128,87) = -0.0269563527297385798181231978013000000000
M(128,95) = -0.0209179105197132031550668772613000000000
M(128,103) = -0.0149381850156287370516464883239000000000
M(128,111) = -0.0226847964607907836120590119321000000000
M(128,119) = -0.0254785641118846483878467852159000000000
M(128,127) = -0.0196607235847035342929092194853000000000
Their sum is = -0.114084081595195147329422700046049999998
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = -4.99999982 E-32
**************************
The constant M(16,1) has to be equal to the sum of: 
M(128,1) = -0.0240350457862897560623935664242000000000
M(128,17) = 0.0305331728780185364048756180544000000000
M(128,33) = -0.0280739894965565075180746499936000000000
M(128,49) = -0.0289412555810551951222646051240000000000
M(128,65) = -0.0207430481523067383489121539560000000000
M(128,81) = -0.0243570065045078100686334961558000000000
M(128,97) = -0.0172424698457357650860033690294000000000
M(128,113) = -0.0159001852879155586461537755506000000000
Their sum is = -0.128759827776348794447559998179199999999
The constant M(16,1) is = -0.128759827776348794447559998179000000000
The difference (constant-sum) is = -1.999999989 E-31
**************************
The constant M(16,3) has to be equal to the sum of: 
M(128,3) = 0.312188830832308147809782169203000000000
M(128,19) = 0.0261409719941817336809434348537000000000
M(128,35) = -0.0185525059865248139815946384309000000000
M(128,51) = -0.0176920725768206034569265580755000000000
M(128,67) = -0.0151972624161069729337322248233000000000
M(128,83) = -0.0120617856899159411513772406834000000000
M(128,99) = -0.0253539558719267909949639750419000000000
M(128,115) = -0.0274405221184593109389567099171000000000
Their sum is = 0.222031698166735448033174257084600000003
The constant M(16,3) is = 0.222031698166735448033174257085000000000
The difference (constant-sum) is = -3.999999971 E-31
**************************
The constant M(16,5) has to be equal to the sum of: 
M(128,5) = 0.173510519462204573086186219762000000000
M(128,21) = -0.0187086850474584392398983939841000000000
M(128,37) = 0.00389322644876266201376318290779000000000
M(128,53) = -0.0050923661274607219050958768519200000000
M(128,69) = -0.0238900551788113920768490683752000000000
M(128,85) = -0.0269725356221698625172963545428000000000
M(128,101) = -0.0141394188572179650578920700325000000000
M(128,117) = -0.0263708442481761320548312724639000000000
Their sum is = 0.0622298408296727222480863664193700000000
The constant M(16,5) is = 0.0622298408296727222480863664193000000000
The difference (constant-sum) is = 7.00000000 E-32
**************************
The constant M(16,7) has to be equal to the sum of: 
M(128,7) = 0.118495559513536480413644585084000000000
M(128,23) = 0.0206776232681252227956458478216000000000
M(128,39) = -0.0228780369606708063920322357460000000000
M(128,55) = -0.0248542400445893280466248970258000000000
M(128,71) = -0.0094453755354372307385306293934800000000
M(128,87) = -0.0269563527297385798181231978013000000000
M(128,103) = -0.0149381850156287370516464883239000000000
M(128,119) = -0.0254785641118846483878467852159000000000
Their sum is = 0.0146224283837123727744861993992200000004
The constant M(16,7) is = 0.0146224283837123727744861993995000000000
The difference (constant-sum) is = -2.799999996224083812 E-31
**************************
The constant M(16,9) has to be equal to the sum of: 
M(128,9) = -0.0204844228461889273543737013430000000000
M(128,25) = -0.0250904664280305622048476483046000000000
M(128,41) = -0.00326306642242598955113878226699000000000
M(128,57) = -0.0248677804648439107193434326553000000000
M(128,73) = -0.0133514974440966182754172211047000000000
M(128,89) = -0.0162723644299937413329569212856000000000
M(128,105) = -0.0247454121199478499578817654596000000000
M(128,121) = -0.0295829021902132312802111551426000000000
Their sum is = -0.157657912345740830676170627562389999999
The constant M(16,9) is = -0.157657912345740830676170627562000000000
The difference (constant-sum) is = -3.899999990 E-31
**************************
The constant M(16,11) has to be equal to the sum of: 
M(128,11) = 0.070843500454708171009207584628899999999
M(128,27) = -0.0257510303189083206361975665138000000000
M(128,43) = -0.0046003464619140205236047947822000000000
M(128,59) = -0.0089012048485968376128538966005100000000
M(128,75) = -0.0251814135704883783226327254012000000000
M(128,91) = -0.0262334273226738093356409867376000000000
M(128,107) = -0.0171514798307110866198158764113000000000
M(128,123) = -0.0227329455991380362528413151268000000000
Their sum is = -0.0597083474977223182943795769445100000000
The constant M(16,11) is = -0.0597083474977223182943795769445000000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(16,13) has to be equal to the sum of: 
M(128,13) = 0.0537189776075746369232796152298000000000
M(128,29) = 0.0138656980740677563428025961439000000000
M(128,45) = -0.0206816196069261008124966507603000000000
M(128,61) = -0.0077013237953828527796038399285900000000
M(128,77) = -0.0277480340118390142052431217233000000000
M(128,93) = -0.0258880501041719803073672147127000000000
M(128,109) = -0.0209590110928071003528406107667000000000
M(128,125) = -0.0271607940042736405868316556461000000000
Their sum is = -0.062554156933758295778300882163990000000
The constant M(16,13) is = -0.062554156933758295778300882163900000000
The difference (constant-sum) is = -9.00000003 E-32
**************************
The constant M(16,15) has to be equal to the sum of: 
M(128,15) = -0.0252159690771622471841286236452000000000
M(128,31) = 0.00329712040745795186956982107690000000000
M(128,47) = -0.0067415160127144824881424423702700000000
M(128,63) = -0.0249310961819379972949057685677000000000
M(128,79) = -0.0118516185493432239462667772603000000000
M(128,95) = -0.0209179105197132031550668772613000000000
M(128,111) = -0.0226847964607907836120590119321000000000
M(128,127) = -0.0196607235847035342929092194853000000000
Their sum is = -0.128706509978907520103908899445269999998
The constant M(16,15) is = -0.128706509978907520103908899445000000000
The difference (constant-sum) is = -2.699999983 E-31
**************************
The constant M(32,1) has to be equal to the sum of: 
M(128,1) = -0.0240350457862897560623935664242000000000
M(128,33) = -0.0280739894965565075180746499936000000000
M(128,65) = -0.0207430481523067383489121539560000000000
M(128,97) = -0.0172424698457357650860033690294000000000
Their sum is = -0.090094553280888767015383739403199999999
The constant M(32,1) is = -0.090094553280888767015383739403300000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(32,3) has to be equal to the sum of: 
M(128,3) = 0.312188830832308147809782169203000000000
M(128,35) = -0.0185525059865248139815946384309000000000
M(128,67) = -0.0151972624161069729337322248233000000000
M(128,99) = -0.0253539558719267909949639750419000000000
Their sum is = 0.253085106557749569899491330906900000002
The constant M(32,3) is = 0.253085106557749569899491330908000000000
The difference (constant-sum) is = -1.099999998 E-30
**************************
The constant M(32,5) has to be equal to the sum of: 
M(128,5) = 0.173510519462204573086186219762000000000
M(128,37) = 0.00389322644876266201376318290779000000000
M(128,69) = -0.0238900551788113920768490683752000000000
M(128,101) = -0.0141394188572179650578920700325000000000
Their sum is = 0.139374271874937877965208264262090000000
The constant M(32,5) is = 0.139374271874937877965208264262000000000
The difference (constant-sum) is = 8.99999999 E-32
**************************
The constant M(32,7) has to be equal to the sum of: 
M(128,7) = 0.118495559513536480413644585084000000000
M(128,39) = -0.0228780369606708063920322357460000000000
M(128,71) = -0.0094453755354372307385306293934800000000
M(128,103) = -0.0149381850156287370516464883239000000000
Their sum is = 0.071233962001799706231435231620620000000
The constant M(32,7) is = 0.071233962001799706231435231621099999999
The difference (constant-sum) is = -4.799999992 E-31
**************************
The constant M(32,9) has to be equal to the sum of: 
M(128,9) = -0.0204844228461889273543737013430000000000
M(128,41) = -0.00326306642242598955113878226699000000000
M(128,73) = -0.0133514974440966182754172211047000000000
M(128,105) = -0.0247454121199478499578817654596000000000
Their sum is = -0.0618443988326593851388114701742900000000
The constant M(32,9) is = -0.0618443988326593851388114701743000000000
The difference (constant-sum) is = 1.000000005 E-32
**************************
The constant M(32,11) has to be equal to the sum of: 
M(128,11) = 0.070843500454708171009207584628899999999
M(128,43) = -0.0046003464619140205236047947822000000000
M(128,75) = -0.0251814135704883783226327254012000000000
M(128,107) = -0.0171514798307110866198158764113000000000
Their sum is = 0.0239102605915946855431541880342000000002
The constant M(32,11) is = 0.0239102605915946855431541880342000000000
The difference (constant-sum) is = 2.755064885 E-40
**************************
The constant M(32,13) has to be equal to the sum of: 
M(128,13) = 0.0537189776075746369232796152298000000000
M(128,45) = -0.0206816196069261008124966507603000000000
M(128,77) = -0.0277480340118390142052431217233000000000
M(128,109) = -0.0209590110928071003528406107667000000000
Their sum is = -0.0156696871039975784473007680205000000000
The constant M(32,13) is = -0.0156696871039975784473007680205000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(32,15) has to be equal to the sum of: 
M(128,15) = -0.0252159690771622471841286236452000000000
M(128,47) = -0.0067415160127144824881424423702700000000
M(128,79) = -0.0118516185493432239462667772603000000000
M(128,111) = -0.0226847964607907836120590119321000000000
Their sum is = -0.066493900100010737230596855207869999999
The constant M(32,15) is = -0.066493900100010737230596855207900000000
The difference (constant-sum) is = 3.000000035 E-32
**************************
The constant M(32,17) has to be equal to the sum of: 
M(128,17) = 0.0305331728780185364048756180544000000000
M(128,49) = -0.0289412555810551951222646051240000000000
M(128,81) = -0.0243570065045078100686334961558000000000
M(128,113) = -0.0159001852879155586461537755506000000000
Their sum is = -0.0386652744954600274321762587760000000000
The constant M(32,17) is = -0.0386652744954600274321762587759000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(32,19) has to be equal to the sum of: 
M(128,19) = 0.0261409719941817336809434348537000000000
M(128,51) = -0.0176920725768206034569265580755000000000
M(128,83) = -0.0120617856899159411513772406834000000000
M(128,115) = -0.0274405221184593109389567099171000000000
Their sum is = -0.0310534083910141218663170738223000000000
The constant M(32,19) is = -0.0310534083910141218663170738224000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(32,21) has to be equal to the sum of: 
M(128,21) = -0.0187086850474584392398983939841000000000
M(128,53) = -0.0050923661274607219050958768519200000000
M(128,85) = -0.0269725356221698625172963545428000000000
M(128,117) = -0.0263708442481761320548312724639000000000
Their sum is = -0.077144431045265155717121897842719999999
The constant M(32,21) is = -0.077144431045265155717121897842700000000
The difference (constant-sum) is = -1.999999974 E-32
**************************
The constant M(32,23) has to be equal to the sum of: 
M(128,23) = 0.0206776232681252227956458478216000000000
M(128,55) = -0.0248542400445893280466248970258000000000
M(128,87) = -0.0269563527297385798181231978013000000000
M(128,119) = -0.0254785641118846483878467852159000000000
Their sum is = -0.0566115336180873334569490322214000000000
The constant M(32,23) is = -0.0566115336180873334569490322215000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(32,25) has to be equal to the sum of: 
M(128,25) = -0.0250904664280305622048476483046000000000
M(128,57) = -0.0248677804648439107193434326553000000000
M(128,89) = -0.0162723644299937413329569212856000000000
M(128,121) = -0.0295829021902132312802111551426000000000
Their sum is = -0.095813513513081445537359157388099999999
The constant M(32,25) is = -0.095813513513081445537359157388200000000
The difference (constant-sum) is = 1.000000005 E-31
**************************
The constant M(32,27) has to be equal to the sum of: 
M(128,27) = -0.0257510303189083206361975665138000000000
M(128,59) = -0.0089012048485968376128538966005100000000
M(128,91) = -0.0262334273226738093356409867376000000000
M(128,123) = -0.0227329455991380362528413151268000000000
Their sum is = -0.083618608089317003837533764978709999999
The constant M(32,27) is = -0.083618608089317003837533764978700000000
The difference (constant-sum) is = -9.99999950 E-33
**************************
The constant M(32,29) has to be equal to the sum of: 
M(128,29) = 0.0138656980740677563428025961439000000000
M(128,61) = -0.0077013237953828527796038399285900000000
M(128,93) = -0.0258880501041719803073672147127000000000
M(128,125) = -0.0271607940042736405868316556461000000000
Their sum is = -0.0468844698297607173310001141434900000000
The constant M(32,29) is = -0.0468844698297607173310001141434000000000
The difference (constant-sum) is = -9.00000001 E-32
**************************
The constant M(32,31) has to be equal to the sum of: 
M(128,31) = 0.00329712040745795186956982107690000000000
M(128,63) = -0.0249310961819379972949057685677000000000
M(128,95) = -0.0209179105197132031550668772613000000000
M(128,127) = -0.0196607235847035342929092194853000000000
Their sum is = -0.0622126098788967828733120442374000000000
The constant M(32,31) is = -0.0622126098788967828733120442374000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(64,1) has to be equal to the sum of: 
M(128,1) = -0.0240350457862897560623935664242000000000
M(128,65) = -0.0207430481523067383489121539560000000000
Their sum is = -0.0447780939385964944113057203802000000000
The constant M(64,1) is = -0.0447780939385964944113057203803000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(64,3) has to be equal to the sum of: 
M(128,3) = 0.312188830832308147809782169203000000000
M(128,67) = -0.0151972624161069729337322248233000000000
Their sum is = 0.296991568416201174876049944379700000001
The constant M(64,3) is = 0.296991568416201174876049944380000000001
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(64,5) has to be equal to the sum of: 
M(128,5) = 0.173510519462204573086186219762000000000
M(128,69) = -0.0238900551788113920768490683752000000000
Their sum is = 0.149620464283393181009337151386800000000
The constant M(64,5) is = 0.149620464283393181009337151387000000000
The difference (constant-sum) is = -2.000000003 E-31
**************************
The constant M(64,7) has to be equal to the sum of: 
M(128,7) = 0.118495559513536480413644585084000000000
M(128,71) = -0.0094453755354372307385306293934800000000
Their sum is = 0.109050183978099249675113955690520000000
The constant M(64,7) is = 0.109050183978099249675113955691000000000
The difference (constant-sum) is = -4.799999996 E-31
**************************
The constant M(64,9) has to be equal to the sum of: 
M(128,9) = -0.0204844228461889273543737013430000000000
M(128,73) = -0.0133514974440966182754172211047000000000
Their sum is = -0.0338359202902855456297909224476999999999
The constant M(64,9) is = -0.0338359202902855456297909224477000000001
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(64,11) has to be equal to the sum of: 
M(128,11) = 0.070843500454708171009207584628899999999
M(128,75) = -0.0251814135704883783226327254012000000000
Their sum is = 0.0456620868842197926865748592276999999998
The constant M(64,11) is = 0.0456620868842197926865748592277000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(64,13) has to be equal to the sum of: 
M(128,13) = 0.0537189776075746369232796152298000000000
M(128,77) = -0.0277480340118390142052431217233000000000
Their sum is = 0.0259709435957356227180364935065000000000
The constant M(64,13) is = 0.0259709435957356227180364935065000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(64,15) has to be equal to the sum of: 
M(128,15) = -0.0252159690771622471841286236452000000000
M(128,79) = -0.0118516185493432239462667772603000000000
Their sum is = -0.0370675876265054711303954009054999999998
The constant M(64,15) is = -0.0370675876265054711303954009055000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(64,17) has to be equal to the sum of: 
M(128,17) = 0.0305331728780185364048756180544000000000
M(128,81) = -0.0243570065045078100686334961558000000000
Their sum is = 0.0061761663735107263362421218986000000000
The constant M(64,17) is = 0.0061761663735107263362421218986800000000
The difference (constant-sum) is = -8.00000000 E-32
**************************
The constant M(64,19) has to be equal to the sum of: 
M(128,19) = 0.0261409719941817336809434348537000000000
M(128,83) = -0.0120617856899159411513772406834000000000
Their sum is = 0.0140791863042657925295661941703000000000
The constant M(64,19) is = 0.0140791863042657925295661941702000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(64,21) has to be equal to the sum of: 
M(128,21) = -0.0187086850474584392398983939841000000000
M(128,85) = -0.0269725356221698625172963545428000000000
Their sum is = -0.0456812206696283017571947485269000000000
The constant M(64,21) is = -0.0456812206696283017571947485269000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(64,23) has to be equal to the sum of: 
M(128,23) = 0.0206776232681252227956458478216000000000
M(128,87) = -0.0269563527297385798181231978013000000000
Their sum is = -0.0062787294616133570224773499796999999999
The constant M(64,23) is = -0.0062787294616133570224773499797800000000
The difference (constant-sum) is = 8.00000000 E-32
**************************
The constant M(64,25) has to be equal to the sum of: 
M(128,25) = -0.0250904664280305622048476483046000000000
M(128,89) = -0.0162723644299937413329569212856000000000
Their sum is = -0.0413628308580243035378045695902000000000
The constant M(64,25) is = -0.0413628308580243035378045695902000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(64,27) has to be equal to the sum of: 
M(128,27) = -0.0257510303189083206361975665138000000000
M(128,91) = -0.0262334273226738093356409867376000000000
Their sum is = -0.0519844576415821299718385532513999999998
The constant M(64,27) is = -0.0519844576415821299718385532513000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(64,29) has to be equal to the sum of: 
M(128,29) = 0.0138656980740677563428025961439000000000
M(128,93) = -0.0258880501041719803073672147127000000000
Their sum is = -0.0120223520301042239645646185688000000000
The constant M(64,29) is = -0.0120223520301042239645646185688000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(64,31) has to be equal to the sum of: 
M(128,31) = 0.00329712040745795186956982107690000000000
M(128,95) = -0.0209179105197132031550668772613000000000
Their sum is = -0.0176207901122552512854970561844000000001
The constant M(64,31) is = -0.0176207901122552512854970561844000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(64,33) has to be equal to the sum of: 
M(128,33) = -0.0280739894965565075180746499936000000000
M(128,97) = -0.0172424698457357650860033690294000000000
Their sum is = -0.0453164593422922726040780190229999999998
The constant M(64,33) is = -0.0453164593422922726040780190230000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(64,35) has to be equal to the sum of: 
M(128,35) = -0.0185525059865248139815946384309000000000
M(128,99) = -0.0253539558719267909949639750419000000000
Their sum is = -0.0439064618584516049765586134727999999998
The constant M(64,35) is = -0.0439064618584516049765586134727000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(64,37) has to be equal to the sum of: 
M(128,37) = 0.00389322644876266201376318290779000000000
M(128,101) = -0.0141394188572179650578920700325000000000
Their sum is = -0.0102461924084553030441288871247100000000
The constant M(64,37) is = -0.0102461924084553030441288871247000000000
The difference (constant-sum) is = -1.000000001 E-32
**************************
The constant M(64,39) has to be equal to the sum of: 
M(128,39) = -0.0228780369606708063920322357460000000000
M(128,103) = -0.0149381850156287370516464883239000000000
Their sum is = -0.0378162219762995434436787240698999999998
The constant M(64,39) is = -0.0378162219762995434436787240699000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(64,41) has to be equal to the sum of: 
M(128,41) = -0.00326306642242598955113878226699000000000
M(128,105) = -0.0247454121199478499578817654596000000000
Their sum is = -0.0280084785423738395090205477265900000000
The constant M(64,41) is = -0.0280084785423738395090205477266000000000
The difference (constant-sum) is = 1.000000005 E-32
**************************
The constant M(64,43) has to be equal to the sum of: 
M(128,43) = -0.0046003464619140205236047947822000000000
M(128,107) = -0.0171514798307110866198158764113000000000
Their sum is = -0.0217518262926251071434206711934999999999
The constant M(64,43) is = -0.0217518262926251071434206711935000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(64,45) has to be equal to the sum of: 
M(128,45) = -0.0206816196069261008124966507603000000000
M(128,109) = -0.0209590110928071003528406107667000000000
Their sum is = -0.0416406306997332011653372615270000000000
The constant M(64,45) is = -0.0416406306997332011653372615270000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(64,47) has to be equal to the sum of: 
M(128,47) = -0.0067415160127144824881424423702700000000
M(128,111) = -0.0226847964607907836120590119321000000000
Their sum is = -0.0294263124735052661002014543023699999999
The constant M(64,47) is = -0.0294263124735052661002014543024000000000
The difference (constant-sum) is = 3.000000007 E-32
**************************
The constant M(64,49) has to be equal to the sum of: 
M(128,49) = -0.0289412555810551951222646051240000000000
M(128,113) = -0.0159001852879155586461537755506000000000
Their sum is = -0.0448414408689707537684183806746000000000
The constant M(64,49) is = -0.0448414408689707537684183806746000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(64,51) has to be equal to the sum of: 
M(128,51) = -0.0176920725768206034569265580755000000000
M(128,115) = -0.0274405221184593109389567099171000000000
Their sum is = -0.0451325946952799143958832679926000000000
The constant M(64,51) is = -0.0451325946952799143958832679926000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(64,53) has to be equal to the sum of: 
M(128,53) = -0.0050923661274607219050958768519200000000
M(128,117) = -0.0263708442481761320548312724639000000000
Their sum is = -0.0314632103756368539599271493158200000000
The constant M(64,53) is = -0.0314632103756368539599271493158000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(64,55) has to be equal to the sum of: 
M(128,55) = -0.0248542400445893280466248970258000000000
M(128,119) = -0.0254785641118846483878467852159000000000
Their sum is = -0.0503328041564739764344716822417000000000
The constant M(64,55) is = -0.0503328041564739764344716822418000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(64,57) has to be equal to the sum of: 
M(128,57) = -0.0248677804648439107193434326553000000000
M(128,121) = -0.0295829021902132312802111551426000000000
Their sum is = -0.0544506826550571419995545877979000000000
The constant M(64,57) is = -0.0544506826550571419995545877980000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(64,59) has to be equal to the sum of: 
M(128,59) = -0.0089012048485968376128538966005100000000
M(128,123) = -0.0227329455991380362528413151268000000000
Their sum is = -0.0316341504477348738656952117273099999999
The constant M(64,59) is = -0.0316341504477348738656952117273000000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(64,61) has to be equal to the sum of: 
M(128,61) = -0.0077013237953828527796038399285900000000
M(128,125) = -0.0271607940042736405868316556461000000000
Their sum is = -0.0348621177996564933664354955746900000000
The constant M(64,61) is = -0.0348621177996564933664354955746000000000
The difference (constant-sum) is = -8.99999999 E-32
**************************
The constant M(64,63) has to be equal to the sum of: 
M(128,63) = -0.0249310961819379972949057685677000000000
M(128,127) = -0.0196607235847035342929092194853000000000
Their sum is = -0.0445918197666415315878149880530000000000
The constant M(64,63) is = -0.0445918197666415315878149880529000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(129,1) = -0.0223049341092931899651097360803000000000
M(129,4) = -0.0220052988471694246598274902347000000000
M(129,7) = 0.122012249629665854771730078255000000000
M(129,10) = -0.0134978200300016892712221416289000000000
M(129,13) = 0.0584210190358930670644066592208000000000
M(129,16) = -0.0208319194545376223037217801302000000000
M(129,19) = 0.0347844765322598441974769769041000000000
M(129,22) = -0.0146846434574341826982458039778000000000
M(129,25) = -0.0177131390380706679043217756074000000000
M(129,28) = -0.0152001997749955500428590116475000000000
M(129,31) = 0.0115439142177292092522984592723000000000
M(129,34) = -0.0136341469108990124821265343452000000000
M(129,37) = 0.0053713449946369280328751832981200000000
M(129,40) = -0.0233347658463759888866322968492000000000
M(129,46) = -0.0198295023110619819536368002840000000000
M(129,49) = -0.0186656157864847738308059988170000000000
M(129,52) = -0.0144866967833207839408785690908000000000
M(129,55) = -0.0171667654360408260091155295397000000000
M(129,58) = -0.0236503151194220836796878840491000000000
M(129,61) = -0.0039909631272655935611575076628100000000
M(129,64) = -0.0158548570844300404131396937075000000000
M(129,67) = -0.0081953014591110127387750995771200000000
M(129,70) = -0.0153014992982942935163045177442000000000
M(129,73) = -0.0061253643320629515566333981217600000000
M(129,76) = -0.0202639199798820809137831504798000000000
M(129,79) = -0.0060966367625455198459408270184700000000
M(129,82) = -0.0165463820901562890224232149943000000000
M(129,85) = -0.0210814702494385491899240563503000000000
M(129,88) = -0.0204097914885398835856588501580000000000
M(129,91) = -0.0185685661202874676811897397853000000000
M(129,94) = -0.0166447571889770797304216461139000000000
M(129,97) = -0.0114972093307633163468610782663000000000
M(129,100) = -0.0168484217944045985077930508668000000000
M(129,103) = -0.0117517213644250666372556182881000000000
M(129,106) = -0.0211998002582412709477792034946000000000
M(129,109) = -0.0102170200674754458386314237166000000000
M(129,112) = -0.0160006079173276561761228561002000000000
M(129,115) = -0.0184058144103419433149021849438000000000
M(129,118) = -0.0226086908832041434186680483465000000000
M(129,121) = -0.0202458491171482189226470854831000000000
M(129,124) = -0.0222655700995814201082597373010000000000
M(129,127) = -0.0151533205441047849289968391630000000000
And of the summand: 1/43
Their sum is = -0.356890479509443129119649567200986511612
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 1.348838772 E-32
**************************
The constant M(3,2) has to be equal to the sum of: 
M(129,2) = 0.488430946208767287925924718366000000000
M(129,5) = 0.183555970302941583686947300593000000000
M(129,8) = -0.0136052768019763131249333877897000000000
M(129,11) = 0.072376581007374278783325890728700000000
M(129,14) = -0.0193356676845802045552918498492000000000
M(129,17) = 0.0370193385974070119801374986610000000000
M(129,20) = -0.0152253916986194639900997782331000000000
M(129,23) = 0.0246328148439902552392774838192000000000
M(129,26) = -0.0223320649867666685220676773424000000000
M(129,29) = 0.0119888902338171973499487566746000000000
M(129,32) = -0.0181286068900413962444367041204000000000
M(129,35) = -0.0185454105472111660074019831148000000000
M(129,38) = -0.0158614289649222470181991897182000000000
M(129,41) = 0.00274909025591576948230106153819000000000
M(129,44) = -0.0136484382269624376411067588302000000000
M(129,47) = -0.000225054168196339943647244418142000000000
M(129,50) = -0.0179265935669228335793638953969000000000
M(129,53) = 0.00139097623369839744571972785540000000000
M(129,56) = -0.0196963035038290915154047452916000000000
M(129,59) = -0.00256553053665939720885556517427000000000
M(129,62) = -0.0156488885324707067381887368650000000000
M(129,65) = -0.0210463253960396356242915624459000000000
M(129,68) = -0.0168064558109473133355665469488000000000
M(129,71) = -0.0052017140624174368032751477897200000000
M(129,74) = -0.0186139016568827951795392095031000000000
M(129,77) = -0.0202270824615727543685004166453000000000
M(129,80) = -0.0197983429549477370860142706481000000000
M(129,83) = -0.0084698230078185703545518274391299999999
M(129,89) = -0.0079345858479736986688104936776099999999
M(129,92) = -0.0205797772283453194007475829979000000000
M(129,95) = -0.0211216755619597159019927645964000000000
M(129,98) = -0.0177932317947764989144278671214000000000
M(129,101) = -0.0094687980902699440528374889403900000000
M(129,104) = -0.0172845996562518507801886583178000000000
M(129,107) = -0.0124442301589747386206036069548000000000
M(129,110) = -0.0188504337224900403801364691522000000000
M(129,113) = -0.0138074496204199304941272170426000000000
M(129,116) = -0.0194628395170454426351119397340000000000
M(129,119) = -0.0214168135723793046746946036817000000000
M(129,122) = -0.0174837876586046226774720955672000000000
M(129,125) = -0.0195923665577549701910390953104000000000
M(129,128) = -0.0169413582131286161189129851014000000000
Their sum is = 0.285054359023752579541743072476328000023
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -6.719999762 E-31
**************************
The constant M(43,1) has to be equal to the sum of: 
M(129,1) = -0.0223049341092931899651097360803000000000
M(129,44) = -0.0136484382269624376411067588302000000000
Their sum is = -0.0359533723362556276062164949105000000000
The constant M(43,1) is = -0.0359533723362556276062164949105000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,2) has to be equal to the sum of: 
M(129,2) = 0.488430946208767287925924718366000000000
M(129,88) = -0.0204097914885398835856588501580000000000
Their sum is = 0.468021154720227404340265868208000000000
The constant M(43,2) is = 0.468021154720227404340265868208000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(43,3) has to be equal to the sum of: 
M(129,46) = -0.0198295023110619819536368002840000000000
M(129,89) = -0.0079345858479736986688104936776099999999
And of the summand: 1/3
Their sum is = 0.305569245174297652710886039371723333333
The constant M(43,3) is = 0.305569245174297652710886039371999999999
The difference (constant-sum) is = -2.766666661 E-31
**************************
The constant M(43,4) has to be equal to the sum of: 
M(129,4) = -0.0220052988471694246598274902347000000000
M(129,47) = -0.000225054168196339943647244418142000000000
Their sum is = -0.0222303530153657646034747346528420000000
The constant M(43,4) is = -0.0222303530153657646034747346528000000000
The difference (constant-sum) is = -4.199999999 E-32
**************************
The constant M(43,5) has to be equal to the sum of: 
M(129,5) = 0.183555970302941583686947300593000000000
M(129,91) = -0.0185685661202874676811897397853000000000
Their sum is = 0.164987404182654116005757560807700000000
The constant M(43,5) is = 0.164987404182654116005757560808000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(43,6) has to be equal to the sum of: 
M(129,49) = -0.0186656157864847738308059988170000000000
M(129,92) = -0.0205797772283453194007475829979000000000
Their sum is = -0.0392453930148300932315535818149000000000
The constant M(43,6) is = -0.0392453930148300932315535818149000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,7) has to be equal to the sum of: 
M(129,7) = 0.122012249629665854771730078255000000000
M(129,50) = -0.0179265935669228335793638953969000000000
Their sum is = 0.104085656062743021192366182858100000000
The constant M(43,7) is = 0.104085656062743021192366182858000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(43,8) has to be equal to the sum of: 
M(129,8) = -0.0136052768019763131249333877897000000000
M(129,94) = -0.0166447571889770797304216461139000000000
Their sum is = -0.0302500339909533928553550339035999999999
The constant M(43,8) is = -0.0302500339909533928553550339036000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(43,9) has to be equal to the sum of: 
M(129,52) = -0.0144866967833207839408785690908000000000
M(129,95) = -0.0211216755619597159019927645964000000000
Their sum is = -0.0356083723452804998428713336872000000000
The constant M(43,9) is = -0.0356083723452804998428713336872000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,10) has to be equal to the sum of: 
M(129,10) = -0.0134978200300016892712221416289000000000
M(129,53) = 0.00139097623369839744571972785540000000000
Their sum is = -0.0121068437963032918255024137735000000000
The constant M(43,10) is = -0.0121068437963032918255024137735000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(43,11) has to be equal to the sum of: 
M(129,11) = 0.072376581007374278783325890728700000000
M(129,97) = -0.0114972093307633163468610782663000000000
Their sum is = 0.0608793716766109624364648124624000000004
The constant M(43,11) is = 0.0608793716766109624364648124624000000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(43,12) has to be equal to the sum of: 
M(129,55) = -0.0171667654360408260091155295397000000000
M(129,98) = -0.0177932317947764989144278671214000000000
Their sum is = -0.0349599972308173249235433966611000000000
The constant M(43,12) is = -0.0349599972308173249235433966611000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,13) has to be equal to the sum of: 
M(129,13) = 0.0584210190358930670644066592208000000000
M(129,56) = -0.0196963035038290915154047452916000000000
Their sum is = 0.0387247155320639755490019139292000000000
The constant M(43,13) is = 0.0387247155320639755490019139292000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,14) has to be equal to the sum of: 
M(129,14) = -0.0193356676845802045552918498492000000000
M(129,100) = -0.0168484217944045985077930508668000000000
Their sum is = -0.0361840894789848030630849007160000000000
The constant M(43,14) is = -0.0361840894789848030630849007160000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,15) has to be equal to the sum of: 
M(129,58) = -0.0236503151194220836796878840491000000000
M(129,101) = -0.0094687980902699440528374889403900000000
Their sum is = -0.0331191132096920277325253729894900000000
The constant M(43,15) is = -0.0331191132096920277325253729895000000001
The difference (constant-sum) is = 1.000000005 E-32
**************************
The constant M(43,16) has to be equal to the sum of: 
M(129,16) = -0.0208319194545376223037217801302000000000
M(129,59) = -0.00256553053665939720885556517427000000000
Their sum is = -0.0233974499911970195125773453044700000000
The constant M(43,16) is = -0.0233974499911970195125773453045000000000
The difference (constant-sum) is = 2.999999998 E-32
**************************
The constant M(43,17) has to be equal to the sum of: 
M(129,17) = 0.0370193385974070119801374986610000000000
M(129,103) = -0.0117517213644250666372556182881000000000
Their sum is = 0.0252676172329819453428818803729000000002
The constant M(43,17) is = 0.0252676172329819453428818803728000000000
The difference (constant-sum) is = 1.000000002 E-31
**************************
The constant M(43,18) has to be equal to the sum of: 
M(129,61) = -0.0039909631272655935611575076628100000000
M(129,104) = -0.0172845996562518507801886583178000000000
Their sum is = -0.0212755627835174443413461659806099999999
The constant M(43,18) is = -0.0212755627835174443413461659806000000000
The difference (constant-sum) is = -9.99999996 E-33
**************************
The constant M(43,19) has to be equal to the sum of: 
M(129,19) = 0.0347844765322598441974769769041000000000
M(129,62) = -0.0156488885324707067381887368650000000000
Their sum is = 0.0191355879997891374592882400391000000000
The constant M(43,19) is = 0.0191355879997891374592882400391000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(43,20) has to be equal to the sum of: 
M(129,20) = -0.0152253916986194639900997782331000000000
M(129,106) = -0.0211998002582412709477792034946000000000
Their sum is = -0.0364251919568607349378789817277000000000
The constant M(43,20) is = -0.0364251919568607349378789817277000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,21) has to be equal to the sum of: 
M(129,64) = -0.0158548570844300404131396937075000000000
M(129,107) = -0.0124442301589747386206036069548000000000
Their sum is = -0.0282990872434047790337433006623000000000
The constant M(43,21) is = -0.0282990872434047790337433006623000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,22) has to be equal to the sum of: 
M(129,22) = -0.0146846434574341826982458039778000000000
M(129,65) = -0.0210463253960396356242915624459000000000
Their sum is = -0.0357309688534738183225373664237000000000
The constant M(43,22) is = -0.0357309688534738183225373664237000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,23) has to be equal to the sum of: 
M(129,23) = 0.0246328148439902552392774838192000000000
M(129,109) = -0.0102170200674754458386314237166000000000
Their sum is = 0.0144157947765148094006460601026000000000
The constant M(43,23) is = 0.0144157947765148094006460601025000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(43,24) has to be equal to the sum of: 
M(129,67) = -0.0081953014591110127387750995771200000000
M(129,110) = -0.0188504337224900403801364691522000000000
Their sum is = -0.0270457351816010531189115687293200000000
The constant M(43,24) is = -0.0270457351816010531189115687293000000000
The difference (constant-sum) is = -2.000000002 E-32
**************************
The constant M(43,25) has to be equal to the sum of: 
M(129,25) = -0.0177131390380706679043217756074000000000
M(129,68) = -0.0168064558109473133355665469488000000000
Their sum is = -0.0345195948490179812398883225562000000000
The constant M(43,25) is = -0.0345195948490179812398883225562000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,26) has to be equal to the sum of: 
M(129,26) = -0.0223320649867666685220676773424000000000
M(129,112) = -0.0160006079173276561761228561002000000000
Their sum is = -0.0383326729040943246981905334426000000000
The constant M(43,26) is = -0.0383326729040943246981905334426000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,27) has to be equal to the sum of: 
M(129,70) = -0.0153014992982942935163045177442000000000
M(129,113) = -0.0138074496204199304941272170426000000000
Their sum is = -0.0291089489187142240104317347868000000000
The constant M(43,27) is = -0.0291089489187142240104317347868000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,28) has to be equal to the sum of: 
M(129,28) = -0.0152001997749955500428590116475000000000
M(129,71) = -0.0052017140624174368032751477897200000000
Their sum is = -0.0204019138374129868461341594372200000000
The constant M(43,28) is = -0.0204019138374129868461341594372000000000
The difference (constant-sum) is = -2.000000002 E-32
**************************
The constant M(43,29) has to be equal to the sum of: 
M(129,29) = 0.0119888902338171973499487566746000000000
M(129,115) = -0.0184058144103419433149021849438000000000
Their sum is = -0.0064169241765247459649534282692000000000
The constant M(43,29) is = -0.0064169241765247459649534282692000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(43,30) has to be equal to the sum of: 
M(129,73) = -0.0061253643320629515566333981217600000000
M(129,116) = -0.0194628395170454426351119397340000000000
Their sum is = -0.0255882038491083941917453378557600000000
The constant M(43,30) is = -0.0255882038491083941917453378558000000000
The difference (constant-sum) is = 4.000000004 E-32
**************************
The constant M(43,31) has to be equal to the sum of: 
M(129,31) = 0.0115439142177292092522984592723000000000
M(129,74) = -0.0186139016568827951795392095031000000000
Their sum is = -0.0070699874391535859272407502308000000000
The constant M(43,31) is = -0.0070699874391535859272407502308000000000
The difference (constant-sum) is = -2.295887404 E-41
**************************
The constant M(43,32) has to be equal to the sum of: 
M(129,32) = -0.0181286068900413962444367041204000000000
M(129,118) = -0.0226086908832041434186680483465000000000
Their sum is = -0.0407372977732455396631047524669000000000
The constant M(43,32) is = -0.0407372977732455396631047524670000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(43,33) has to be equal to the sum of: 
M(129,76) = -0.0202639199798820809137831504798000000000
M(129,119) = -0.0214168135723793046746946036817000000000
Their sum is = -0.0416807335522613855884777541615000000000
The constant M(43,33) is = -0.0416807335522613855884777541615000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,34) has to be equal to the sum of: 
M(129,34) = -0.0136341469108990124821265343452000000000
M(129,77) = -0.0202270824615727543685004166453000000000
Their sum is = -0.0338612293724717668506269509905000000000
The constant M(43,34) is = -0.0338612293724717668506269509904000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(43,35) has to be equal to the sum of: 
M(129,35) = -0.0185454105472111660074019831148000000000
M(129,121) = -0.0202458491171482189226470854831000000000
Their sum is = -0.0387912596643593849300490685978999999998
The constant M(43,35) is = -0.0387912596643593849300490685979000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(43,36) has to be equal to the sum of: 
M(129,79) = -0.0060966367625455198459408270184700000000
M(129,122) = -0.0174837876586046226774720955672000000000
Their sum is = -0.0235804244211501425234129225856700000000
The constant M(43,36) is = -0.0235804244211501425234129225857000000000
The difference (constant-sum) is = 3.000000007 E-32
**************************
The constant M(43,37) has to be equal to the sum of: 
M(129,37) = 0.0053713449946369280328751832981200000000
M(129,80) = -0.0197983429549477370860142706481000000000
Their sum is = -0.0144269979603108090531390873499800000001
The constant M(43,37) is = -0.0144269979603108090531390873500000000000
The difference (constant-sum) is = 1.999999992 E-32
**************************
The constant M(43,38) has to be equal to the sum of: 
M(129,38) = -0.0158614289649222470181991897182000000000
M(129,124) = -0.0222655700995814201082597373010000000000
Their sum is = -0.0381269990645036671264589270192000000000
The constant M(43,38) is = -0.0381269990645036671264589270192000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,39) has to be equal to the sum of: 
M(129,82) = -0.0165463820901562890224232149943000000000
M(129,125) = -0.0195923665577549701910390953104000000000
Their sum is = -0.0361387486479112592134623103047000000000
The constant M(43,39) is = -0.0361387486479112592134623103047000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(43,40) has to be equal to the sum of: 
M(129,40) = -0.0233347658463759888866322968492000000000
M(129,83) = -0.0084698230078185703545518274391299999999
Their sum is = -0.0318045888541945592411841242883299999999
The constant M(43,40) is = -0.0318045888541945592411841242883999999999
The difference (constant-sum) is = 7.00000000 E-32
**************************
The constant M(43,41) has to be equal to the sum of: 
M(129,41) = 0.00274909025591576948230106153819000000000
M(129,127) = -0.0151533205441047849289968391630000000000
Their sum is = -0.0124042302881890154466957776248100000000
The constant M(43,41) is = -0.0124042302881890154466957776248000000000
The difference (constant-sum) is = -1.000000005 E-32
**************************
The constant M(43,42) has to be equal to the sum of: 
M(129,85) = -0.0210814702494385491899240563503000000000
M(129,128) = -0.0169413582131286161189129851014000000000
Their sum is = -0.0380228284625671653088370414517000000000
The constant M(43,42) is = -0.0380228284625671653088370414517000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(130,1) = -0.0291387402356429564654775407926000000000
M(130,3) = 0.301020969249072017009140137599000000001
M(130,7) = 0.113848626830682704893120428688000000000
M(130,9) = -0.0270598943663937077035100564053000000000
M(130,11) = 0.0591038411221261528088318092486000000000
M(130,17) = 0.0234671135920861678436274972653000000000
M(130,19) = 0.0223096504275035582995703179040000000000
M(130,21) = -0.0286818257333375489451294850187000000000
M(130,23) = 0.0086230875321095174603952692325000000000
M(130,27) = -0.0303750229156771797194908239445000000000
M(130,29) = -0.00273841832893646386426854005570000000000
M(130,31) = -0.0039426078748349830394538062756400000000
M(130,33) = -0.0298859624578418191323902141580000000000
M(130,37) = -0.0056026695966016084840849049530100000000
M(130,41) = -0.0121238086007906857809194342776000000000
M(130,43) = -0.0053275263703739411845055094581200000000
M(130,47) = -0.0130730015715275145354059746053000000000
M(130,49) = -0.0301375937783186152769211480815000000000
M(130,51) = -0.0277209337849043567943200357459000000000
M(130,53) = -0.0149446942937789865743837476804000000000
M(130,57) = -0.0336744818087428281939700403759000000000
M(130,59) = -0.0178906550136085399781430218795000000000
M(130,61) = -0.0168153471915524401918941717553000000000
M(130,63) = -0.0342833630786399130748808943208000000000
M(130,67) = -0.0156195801094744224237678209184000000000
M(130,69) = -0.0339341339858699529863842274245000000000
M(130,71) = -0.0218700090163238283903403383416000000000
M(130,73) = -0.0218125666364658964290402896859000000000
M(130,77) = -0.0329638157676117030703999994319000000000
M(130,79) = -0.0262273240357415280667025718352000000000
M(130,81) = -0.0333367059495872392567839729102000000001
M(130,83) = -0.0265385673761434298703984975348000000000
M(130,87) = -0.0357935624671105890674280158374000000000
M(130,89) = -0.0223575291395050964141148995690000000000
M(130,93) = -0.0299895710455366996966944923393000000000
M(130,97) = -0.0218798040737975536529609176574000000000
M(130,99) = -0.0310196201488494853480162151936000000000
M(130,101) = -0.0270853048916745864160067943908000000000
M(130,103) = -0.0252338277827020382288797011397000000000
M(130,107) = -0.0258332590782631132753822068199000000000
M(130,109) = -0.0237437040728332120997843444276000000000
M(130,111) = -0.0324846947443822071154657985958999999999
M(130,113) = -0.0261785144314691907473850286441000000000
M(130,119) = -0.0341456321845441602145691493009000000000
M(130,121) = -0.0347383130863543035524083748421000000000
M(130,123) = -0.0337221361895297827613964800731000000000
M(130,127) = -0.0264040666819871421518143931175000000000
M(130,129) = -0.0374703629317530074609078184370000000000
And of the summand: 1/5
And of the summand: 1/13
Their sum is = -0.238502787152357216244573161391093076905
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 2.110640434 E-31
**************************
The constant M(5,1) has to be equal to the sum of: 
M(130,1) = -0.0291387402356429564654775407926000000000
M(130,11) = 0.0591038411221261528088318092486000000000
M(130,21) = -0.0286818257333375489451294850187000000000
M(130,31) = -0.0039426078748349830394538062756400000000
M(130,41) = -0.0121238086007906857809194342776000000000
M(130,51) = -0.0277209337849043567943200357459000000000
M(130,61) = -0.0168153471915524401918941717553000000000
M(130,71) = -0.0218700090163238283903403383416000000000
M(130,81) = -0.0333367059495872392567839729102000000001
M(130,101) = -0.0270853048916745864160067943908000000000
M(130,111) = -0.0324846947443822071154657985958999999999
M(130,121) = -0.0347383130863543035524083748421000000000
Their sum is = -0.208834449987258983139367943697739999999
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 2.600000010 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(130,7) = 0.113848626830682704893120428688000000000
M(130,17) = 0.0234671135920861678436274972653000000000
M(130,27) = -0.0303750229156771797194908239445000000000
M(130,37) = -0.0056026695966016084840849049530100000000
M(130,47) = -0.0130730015715275145354059746053000000000
M(130,57) = -0.0336744818087428281939700403759000000000
M(130,67) = -0.0156195801094744224237678209184000000000
M(130,77) = -0.0329638157676117030703999994319000000000
M(130,87) = -0.0357935624671105890674280158374000000000
M(130,97) = -0.0218798040737975536529609176574000000000
M(130,107) = -0.0258332590782631132753822068199000000000
M(130,127) = -0.0264040666819871421518143931175000000000
And of the summand: 1/2
Their sum is = 0.396096476351975218162042828292090000002
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 9.00000014 E-32
**************************
The constant M(5,3) has to be equal to the sum of: 
M(130,3) = 0.301020969249072017009140137599000000001
M(130,23) = 0.0086230875321095174603952692325000000000
M(130,33) = -0.0298859624578418191323902141580000000000
M(130,43) = -0.0053275263703739411845055094581200000000
M(130,53) = -0.0149446942937789865743837476804000000000
M(130,63) = -0.0342833630786399130748808943208000000000
M(130,73) = -0.0218125666364658964290402896859000000000
M(130,83) = -0.0265385673761434298703984975348000000000
M(130,93) = -0.0299895710455366996966944923393000000000
M(130,103) = -0.0252338277827020382288797011397000000000
M(130,113) = -0.0261785144314691907473850286441000000000
M(130,123) = -0.0337221361895297827613964800731000000000
And of the summand: 1/13
Their sum is = 0.138650404041776759846503628720356923080
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 3.569230801 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(130,9) = -0.0270598943663937077035100564053000000000
M(130,19) = 0.0223096504275035582995703179040000000000
M(130,29) = -0.00273841832893646386426854005570000000000
M(130,49) = -0.0301375937783186152769211480815000000000
M(130,59) = -0.0178906550136085399781430218795000000000
M(130,69) = -0.0339341339858699529863842274245000000000
M(130,79) = -0.0262273240357415280667025718352000000000
M(130,89) = -0.0223575291395050964141148995690000000000
M(130,99) = -0.0310196201488494853480162151936000000000
M(130,109) = -0.0237437040728332120997843444276000000000
M(130,119) = -0.0341456321845441602145691493009000000000
M(130,129) = -0.0374703629317530074609078184370000000000
Their sum is = -0.264415217558850211113751674705799999997
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 2.000000033 E-31
**************************
The constant M(10,1) has to be equal to the sum of: 
M(130,1) = -0.0291387402356429564654775407926000000000
M(130,11) = 0.0591038411221261528088318092486000000000
M(130,21) = -0.0286818257333375489451294850187000000000
M(130,31) = -0.0039426078748349830394538062756400000000
M(130,41) = -0.0121238086007906857809194342776000000000
M(130,51) = -0.0277209337849043567943200357459000000000
M(130,61) = -0.0168153471915524401918941717553000000000
M(130,71) = -0.0218700090163238283903403383416000000000
M(130,81) = -0.0333367059495872392567839729102000000001
M(130,101) = -0.0270853048916745864160067943908000000000
M(130,111) = -0.0324846947443822071154657985958999999999
M(130,121) = -0.0347383130863543035524083748421000000000
Their sum is = -0.208834449987258983139367943697739999999
The constant M(10,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 2.600000010 E-31
**************************
The constant M(10,3) has to be equal to the sum of: 
M(130,3) = 0.301020969249072017009140137599000000001
M(130,23) = 0.0086230875321095174603952692325000000000
M(130,33) = -0.0298859624578418191323902141580000000000
M(130,43) = -0.0053275263703739411845055094581200000000
M(130,53) = -0.0149446942937789865743837476804000000000
M(130,63) = -0.0342833630786399130748808943208000000000
M(130,73) = -0.0218125666364658964290402896859000000000
M(130,83) = -0.0265385673761434298703984975348000000000
M(130,93) = -0.0299895710455366996966944923393000000000
M(130,103) = -0.0252338277827020382288797011397000000000
M(130,113) = -0.0261785144314691907473850286441000000000
M(130,123) = -0.0337221361895297827613964800731000000000
And of the summand: 1/13
Their sum is = 0.138650404041776759846503628720356923080
The constant M(10,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 3.569230801 E-31
**************************
The constant M(10,7) has to be equal to the sum of: 
M(130,7) = 0.113848626830682704893120428688000000000
M(130,17) = 0.0234671135920861678436274972653000000000
M(130,27) = -0.0303750229156771797194908239445000000000
M(130,37) = -0.0056026695966016084840849049530100000000
M(130,47) = -0.0130730015715275145354059746053000000000
M(130,57) = -0.0336744818087428281939700403759000000000
M(130,67) = -0.0156195801094744224237678209184000000000
M(130,77) = -0.0329638157676117030703999994319000000000
M(130,87) = -0.0357935624671105890674280158374000000000
M(130,97) = -0.0218798040737975536529609176574000000000
M(130,107) = -0.0258332590782631132753822068199000000000
M(130,127) = -0.0264040666819871421518143931175000000000
Their sum is = -0.103903523648024781837957171707909999999
The constant M(10,7) is = -0.103903523648024781837957171708000000000
The difference (constant-sum) is = 9.00000006 E-32
**************************
The constant M(10,9) has to be equal to the sum of: 
M(130,9) = -0.0270598943663937077035100564053000000000
M(130,19) = 0.0223096504275035582995703179040000000000
M(130,29) = -0.00273841832893646386426854005570000000000
M(130,49) = -0.0301375937783186152769211480815000000000
M(130,59) = -0.0178906550136085399781430218795000000000
M(130,69) = -0.0339341339858699529863842274245000000000
M(130,79) = -0.0262273240357415280667025718352000000000
M(130,89) = -0.0223575291395050964141148995690000000000
M(130,99) = -0.0310196201488494853480162151936000000000
M(130,109) = -0.0237437040728332120997843444276000000000
M(130,119) = -0.0341456321845441602145691493009000000000
M(130,129) = -0.0374703629317530074609078184370000000000
Their sum is = -0.264415217558850211113751674705799999997
The constant M(10,9) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 2.000000033 E-31
**************************
The constant M(13,1) has to be equal to the sum of: 
M(130,1) = -0.0291387402356429564654775407926000000000
M(130,27) = -0.0303750229156771797194908239445000000000
M(130,53) = -0.0149446942937789865743837476804000000000
M(130,79) = -0.0262273240357415280667025718352000000000
Their sum is = -0.100685781480840650826054684252699999999
The constant M(13,1) is = -0.100685781480840650826054684253000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(13,2) has to be equal to the sum of: 
M(130,41) = -0.0121238086007906857809194342776000000000
M(130,67) = -0.0156195801094744224237678209184000000000
M(130,93) = -0.0299895710455366996966944923393000000000
M(130,119) = -0.0341456321845441602145691493009000000000
And of the summand: 1/2
Their sum is = 0.408121408059654031884049103163800000000
The constant M(13,2) is = 0.408121408059654031884049103164000000000
The difference (constant-sum) is = -2.000000003 E-31
**************************
The constant M(13,3) has to be equal to the sum of: 
M(130,3) = 0.301020969249072017009140137599000000001
M(130,29) = -0.00273841832893646386426854005570000000000
M(130,81) = -0.0333367059495872392567839729102000000001
M(130,107) = -0.0258332590782631132753822068199000000000
Their sum is = 0.239112585892285200612705417813200000001
The constant M(13,3) is = 0.239112585892285200612705417813000000000
The difference (constant-sum) is = 2.000000011 E-31
**************************
The constant M(13,4) has to be equal to the sum of: 
M(130,17) = 0.0234671135920861678436274972653000000000
M(130,43) = -0.0053275263703739411845055094581200000000
M(130,69) = -0.0339341339858699529863842274245000000000
M(130,121) = -0.0347383130863543035524083748421000000000
Their sum is = -0.0505328598505120298796706144594200000000
The constant M(13,4) is = -0.0505328598505120298796706144595000000000
The difference (constant-sum) is = 7.99999998 E-32
**************************
The constant M(13,5) has to be equal to the sum of: 
M(130,31) = -0.0039426078748349830394538062756400000000
M(130,57) = -0.0336744818087428281939700403759000000000
M(130,83) = -0.0265385673761434298703984975348000000000
M(130,109) = -0.0237437040728332120997843444276000000000
And of the summand: 1/5
Their sum is = 0.112100638867445546796393311386060000000
The constant M(13,5) is = 0.112100638867445546796393311386000000000
The difference (constant-sum) is = 6.00000003 E-32
**************************
The constant M(13,6) has to be equal to the sum of: 
M(130,19) = 0.0223096504275035582995703179040000000000
M(130,71) = -0.0218700090163238283903403383416000000000
M(130,97) = -0.0218798040737975536529609176574000000000
M(130,123) = -0.0337221361895297827613964800731000000000
Their sum is = -0.0551622988521476065051274181681000000000
The constant M(13,6) is = -0.0551622988521476065051274181682000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(13,7) has to be equal to the sum of: 
M(130,7) = 0.113848626830682704893120428688000000000
M(130,33) = -0.0298859624578418191323902141580000000000
M(130,59) = -0.0178906550136085399781430218795000000000
M(130,111) = -0.0324846947443822071154657985958999999999
Their sum is = 0.0335873146148501386671213940546000000006
The constant M(13,7) is = 0.0335873146148501386671213940549000000000
The difference (constant-sum) is = -2.999999994 E-31
**************************
The constant M(13,8) has to be equal to the sum of: 
M(130,21) = -0.0286818257333375489451294850187000000000
M(130,47) = -0.0130730015715275145354059746053000000000
M(130,73) = -0.0218125666364658964290402896859000000000
M(130,99) = -0.0310196201488494853480162151936000000000
Their sum is = -0.094587014090180445257591964503499999999
The constant M(13,8) is = -0.094587014090180445257591964503600000000
The difference (constant-sum) is = 1.000000005 E-31
**************************
The constant M(13,9) has to be equal to the sum of: 
M(130,9) = -0.0270598943663937077035100564053000000000
M(130,61) = -0.0168153471915524401918941717553000000000
M(130,87) = -0.0357935624671105890674280158374000000000
M(130,113) = -0.0261785144314691907473850286441000000000
Their sum is = -0.105847318456525927710217272642099999999
The constant M(13,9) is = -0.105847318456525927710217272642000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(13,10) has to be equal to the sum of: 
M(130,23) = 0.0086230875321095174603952692325000000000
M(130,49) = -0.0301375937783186152769211480815000000000
M(130,101) = -0.0270853048916745864160067943908000000000
M(130,127) = -0.0264040666819871421518143931175000000000
Their sum is = -0.075003877819870826384347066357299999999
The constant M(13,10) is = -0.075003877819870826384347066357300000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(13,11) has to be equal to the sum of: 
M(130,11) = 0.0591038411221261528088318092486000000000
M(130,37) = -0.0056026695966016084840849049530100000000
M(130,63) = -0.0342833630786399130748808943208000000000
M(130,89) = -0.0223575291395050964141148995690000000000
Their sum is = -0.00313972069262046516424888959421000000011
The constant M(13,11) is = -0.00313972069262046516424888959427000000000
The difference (constant-sum) is = 5.999999988628911877 E-32
**************************
The constant M(13,12) has to be equal to the sum of: 
M(130,51) = -0.0277209337849043567943200357459000000000
M(130,77) = -0.0329638157676117030703999994319000000000
M(130,103) = -0.0252338277827020382288797011397000000000
M(130,129) = -0.0374703629317530074609078184370000000000
Their sum is = -0.123388940266971105554507554754500000000
The constant M(13,12) is = -0.123388940266971105554507554754000000000
The difference (constant-sum) is = -4.999999998 E-31
**************************
The constant M(26,1) has to be equal to the sum of: 
M(130,1) = -0.0291387402356429564654775407926000000000
M(130,27) = -0.0303750229156771797194908239445000000000
M(130,53) = -0.0149446942937789865743837476804000000000
M(130,79) = -0.0262273240357415280667025718352000000000
Their sum is = -0.100685781480840650826054684252699999999
The constant M(26,1) is = -0.100685781480840650826054684253000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(26,3) has to be equal to the sum of: 
M(130,3) = 0.301020969249072017009140137599000000001
M(130,29) = -0.00273841832893646386426854005570000000000
M(130,81) = -0.0333367059495872392567839729102000000001
M(130,107) = -0.0258332590782631132753822068199000000000
Their sum is = 0.239112585892285200612705417813200000001
The constant M(26,3) is = 0.239112585892285200612705417813000000000
The difference (constant-sum) is = 2.000000011 E-31
**************************
The constant M(26,5) has to be equal to the sum of: 
M(130,31) = -0.0039426078748349830394538062756400000000
M(130,57) = -0.0336744818087428281939700403759000000000
M(130,83) = -0.0265385673761434298703984975348000000000
M(130,109) = -0.0237437040728332120997843444276000000000
And of the summand: 1/5
Their sum is = 0.112100638867445546796393311386060000000
The constant M(26,5) is = 0.112100638867445546796393311386000000000
The difference (constant-sum) is = 6.00000003 E-32
**************************
The constant M(26,7) has to be equal to the sum of: 
M(130,7) = 0.113848626830682704893120428688000000000
M(130,33) = -0.0298859624578418191323902141580000000000
M(130,59) = -0.0178906550136085399781430218795000000000
M(130,111) = -0.0324846947443822071154657985958999999999
Their sum is = 0.0335873146148501386671213940546000000006
The constant M(26,7) is = 0.0335873146148501386671213940549000000000
The difference (constant-sum) is = -2.999999994 E-31
**************************
The constant M(26,9) has to be equal to the sum of: 
M(130,9) = -0.0270598943663937077035100564053000000000
M(130,61) = -0.0168153471915524401918941717553000000000
M(130,87) = -0.0357935624671105890674280158374000000000
M(130,113) = -0.0261785144314691907473850286441000000000
Their sum is = -0.105847318456525927710217272642099999999
The constant M(26,9) is = -0.105847318456525927710217272642000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(26,11) has to be equal to the sum of: 
M(130,11) = 0.0591038411221261528088318092486000000000
M(130,37) = -0.0056026695966016084840849049530100000000
M(130,63) = -0.0342833630786399130748808943208000000000
M(130,89) = -0.0223575291395050964141148995690000000000
Their sum is = -0.00313972069262046516424888959421000000011
The constant M(26,11) is = -0.00313972069262046516424888959427000000000
The difference (constant-sum) is = 5.999999988628911877 E-32
**************************
The constant M(26,15) has to be equal to the sum of: 
M(130,41) = -0.0121238086007906857809194342776000000000
M(130,67) = -0.0156195801094744224237678209184000000000
M(130,93) = -0.0299895710455366996966944923393000000000
M(130,119) = -0.0341456321845441602145691493009000000000
Their sum is = -0.091878591940345968115950896836200000000
The constant M(26,15) is = -0.091878591940345968115950896836200000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(26,17) has to be equal to the sum of: 
M(130,17) = 0.0234671135920861678436274972653000000000
M(130,43) = -0.0053275263703739411845055094581200000000
M(130,69) = -0.0339341339858699529863842274245000000000
M(130,121) = -0.0347383130863543035524083748421000000000
Their sum is = -0.0505328598505120298796706144594200000000
The constant M(26,17) is = -0.0505328598505120298796706144595000000000
The difference (constant-sum) is = 7.99999998 E-32
**************************
The constant M(26,19) has to be equal to the sum of: 
M(130,19) = 0.0223096504275035582995703179040000000000
M(130,71) = -0.0218700090163238283903403383416000000000
M(130,97) = -0.0218798040737975536529609176574000000000
M(130,123) = -0.0337221361895297827613964800731000000000
Their sum is = -0.0551622988521476065051274181681000000000
The constant M(26,19) is = -0.0551622988521476065051274181682000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(26,21) has to be equal to the sum of: 
M(130,21) = -0.0286818257333375489451294850187000000000
M(130,47) = -0.0130730015715275145354059746053000000000
M(130,73) = -0.0218125666364658964290402896859000000000
M(130,99) = -0.0310196201488494853480162151936000000000
Their sum is = -0.094587014090180445257591964503499999999
The constant M(26,21) is = -0.094587014090180445257591964503600000000
The difference (constant-sum) is = 1.000000005 E-31
**************************
The constant M(26,23) has to be equal to the sum of: 
M(130,23) = 0.0086230875321095174603952692325000000000
M(130,49) = -0.0301375937783186152769211480815000000000
M(130,101) = -0.0270853048916745864160067943908000000000
M(130,127) = -0.0264040666819871421518143931175000000000
Their sum is = -0.075003877819870826384347066357299999999
The constant M(26,23) is = -0.075003877819870826384347066357300000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(26,25) has to be equal to the sum of: 
M(130,51) = -0.0277209337849043567943200357459000000000
M(130,77) = -0.0329638157676117030703999994319000000000
M(130,103) = -0.0252338277827020382288797011397000000000
M(130,129) = -0.0374703629317530074609078184370000000000
Their sum is = -0.123388940266971105554507554754500000000
The constant M(26,25) is = -0.123388940266971105554507554754000000000
The difference (constant-sum) is = -4.999999998 E-31
**************************
The constant M(65,1) has to be equal to the sum of: 
M(130,1) = -0.0291387402356429564654775407926000000000
Their sum is = -0.0291387402356429564654775407926000000000
The constant M(65,1) is = -0.0291387402356429564654775407926000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,2) has to be equal to the sum of: 
M(130,67) = -0.0156195801094744224237678209184000000000
And of the summand: 1/2
Their sum is = 0.484380419890525577576232179081599999999997957421
The constant M(65,2) is = 0.484380419890525577576232179082000000000
The difference (constant-sum) is = -4.000000007 E-31
**************************
The constant M(65,3) has to be equal to the sum of: 
M(130,3) = 0.301020969249072017009140137599000000001
Their sum is = 0.301020969249072017009140137599000000001
The constant M(65,3) is = 0.301020969249072017009140137599000000001
The difference (constant-sum) is = 0.E-39
**************************
The constant M(65,4) has to be equal to the sum of: 
M(130,69) = -0.0339341339858699529863842274245000000000
Their sum is = -0.0339341339858699529863842274245000000000
The constant M(65,4) is = -0.0339341339858699529863842274245000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,6) has to be equal to the sum of: 
M(130,71) = -0.0218700090163238283903403383416000000000
Their sum is = -0.0218700090163238283903403383416000000000
The constant M(65,6) is = -0.0218700090163238283903403383416000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,7) has to be equal to the sum of: 
M(130,7) = 0.113848626830682704893120428688000000000
Their sum is = 0.113848626830682704893120428688000000000
The constant M(65,7) is = 0.113848626830682704893120428688000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(65,8) has to be equal to the sum of: 
M(130,73) = -0.0218125666364658964290402896859000000000
Their sum is = -0.0218125666364658964290402896859000000000
The constant M(65,8) is = -0.0218125666364658964290402896859000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,9) has to be equal to the sum of: 
M(130,9) = -0.0270598943663937077035100564053000000000
Their sum is = -0.0270598943663937077035100564053000000000
The constant M(65,9) is = -0.0270598943663937077035100564053000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,11) has to be equal to the sum of: 
M(130,11) = 0.0591038411221261528088318092486000000000
Their sum is = 0.0591038411221261528088318092486000000000
The constant M(65,11) is = 0.0591038411221261528088318092486000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,12) has to be equal to the sum of: 
M(130,77) = -0.0329638157676117030703999994319000000000
Their sum is = -0.0329638157676117030703999994319000000000
The constant M(65,12) is = -0.0329638157676117030703999994319000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,14) has to be equal to the sum of: 
M(130,79) = -0.0262273240357415280667025718352000000000
Their sum is = -0.0262273240357415280667025718352000000000
The constant M(65,14) is = -0.0262273240357415280667025718352000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,16) has to be equal to the sum of: 
M(130,81) = -0.0333367059495872392567839729102000000001
Their sum is = -0.0333367059495872392567839729102000000001
The constant M(65,16) is = -0.0333367059495872392567839729102000000001
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,17) has to be equal to the sum of: 
M(130,17) = 0.0234671135920861678436274972653000000000
Their sum is = 0.0234671135920861678436274972653000000000
The constant M(65,17) is = 0.0234671135920861678436274972653000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,18) has to be equal to the sum of: 
M(130,83) = -0.0265385673761434298703984975348000000000
Their sum is = -0.0265385673761434298703984975348000000000
The constant M(65,18) is = -0.0265385673761434298703984975348000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,19) has to be equal to the sum of: 
M(130,19) = 0.0223096504275035582995703179040000000000
Their sum is = 0.0223096504275035582995703179040000000000
The constant M(65,19) is = 0.0223096504275035582995703179040000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,21) has to be equal to the sum of: 
M(130,21) = -0.0286818257333375489451294850187000000000
Their sum is = -0.0286818257333375489451294850187000000000
The constant M(65,21) is = -0.0286818257333375489451294850187000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,22) has to be equal to the sum of: 
M(130,87) = -0.0357935624671105890674280158374000000000
Their sum is = -0.0357935624671105890674280158374000000000
The constant M(65,22) is = -0.0357935624671105890674280158374000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,23) has to be equal to the sum of: 
M(130,23) = 0.0086230875321095174603952692325000000000
Their sum is = 0.0086230875321095174603952692325000000000
The constant M(65,23) is = 0.0086230875321095174603952692325000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,24) has to be equal to the sum of: 
M(130,89) = -0.0223575291395050964141148995690000000000
Their sum is = -0.0223575291395050964141148995690000000000
The constant M(65,24) is = -0.0223575291395050964141148995690000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,27) has to be equal to the sum of: 
M(130,27) = -0.0303750229156771797194908239445000000000
Their sum is = -0.0303750229156771797194908239445000000000
The constant M(65,27) is = -0.0303750229156771797194908239445000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,28) has to be equal to the sum of: 
M(130,93) = -0.0299895710455366996966944923393000000000
Their sum is = -0.0299895710455366996966944923393000000000
The constant M(65,28) is = -0.0299895710455366996966944923393000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,29) has to be equal to the sum of: 
M(130,29) = -0.00273841832893646386426854005570000000000
Their sum is = -0.00273841832893646386426854005570000000000
The constant M(65,29) is = -0.00273841832893646386426854005570000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(65,31) has to be equal to the sum of: 
M(130,31) = -0.0039426078748349830394538062756400000000
Their sum is = -0.0039426078748349830394538062756400000000
The constant M(65,31) is = -0.0039426078748349830394538062756400000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,32) has to be equal to the sum of: 
M(130,97) = -0.0218798040737975536529609176574000000000
Their sum is = -0.0218798040737975536529609176574000000000
The constant M(65,32) is = -0.0218798040737975536529609176574000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,33) has to be equal to the sum of: 
M(130,33) = -0.0298859624578418191323902141580000000000
Their sum is = -0.0298859624578418191323902141580000000000
The constant M(65,33) is = -0.0298859624578418191323902141580000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,34) has to be equal to the sum of: 
M(130,99) = -0.0310196201488494853480162151936000000000
Their sum is = -0.0310196201488494853480162151936000000000
The constant M(65,34) is = -0.0310196201488494853480162151936000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,36) has to be equal to the sum of: 
M(130,101) = -0.0270853048916745864160067943908000000000
Their sum is = -0.0270853048916745864160067943908000000000
The constant M(65,36) is = -0.0270853048916745864160067943908000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,37) has to be equal to the sum of: 
M(130,37) = -0.0056026695966016084840849049530100000000
Their sum is = -0.0056026695966016084840849049530100000000
The constant M(65,37) is = -0.0056026695966016084840849049530100000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,38) has to be equal to the sum of: 
M(130,103) = -0.0252338277827020382288797011397000000000
Their sum is = -0.0252338277827020382288797011397000000000
The constant M(65,38) is = -0.0252338277827020382288797011397000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,41) has to be equal to the sum of: 
M(130,41) = -0.0121238086007906857809194342776000000000
Their sum is = -0.0121238086007906857809194342776000000000
The constant M(65,41) is = -0.0121238086007906857809194342776000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,42) has to be equal to the sum of: 
M(130,107) = -0.0258332590782631132753822068199000000000
Their sum is = -0.0258332590782631132753822068199000000000
The constant M(65,42) is = -0.0258332590782631132753822068199000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,43) has to be equal to the sum of: 
M(130,43) = -0.0053275263703739411845055094581200000000
Their sum is = -0.0053275263703739411845055094581200000000
The constant M(65,43) is = -0.0053275263703739411845055094581200000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,44) has to be equal to the sum of: 
M(130,109) = -0.0237437040728332120997843444276000000000
Their sum is = -0.0237437040728332120997843444276000000000
The constant M(65,44) is = -0.0237437040728332120997843444276000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,46) has to be equal to the sum of: 
M(130,111) = -0.0324846947443822071154657985958999999999
Their sum is = -0.0324846947443822071154657985958999999999
The constant M(65,46) is = -0.0324846947443822071154657985958999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,47) has to be equal to the sum of: 
M(130,47) = -0.0130730015715275145354059746053000000000
Their sum is = -0.0130730015715275145354059746053000000000
The constant M(65,47) is = -0.0130730015715275145354059746053000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,48) has to be equal to the sum of: 
M(130,113) = -0.0261785144314691907473850286441000000000
Their sum is = -0.0261785144314691907473850286441000000000
The constant M(65,48) is = -0.0261785144314691907473850286441000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,49) has to be equal to the sum of: 
M(130,49) = -0.0301375937783186152769211480815000000000
Their sum is = -0.0301375937783186152769211480815000000000
The constant M(65,49) is = -0.0301375937783186152769211480815000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,51) has to be equal to the sum of: 
M(130,51) = -0.0277209337849043567943200357459000000000
Their sum is = -0.0277209337849043567943200357459000000000
The constant M(65,51) is = -0.0277209337849043567943200357459000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,53) has to be equal to the sum of: 
M(130,53) = -0.0149446942937789865743837476804000000000
Their sum is = -0.0149446942937789865743837476804000000000
The constant M(65,53) is = -0.0149446942937789865743837476804000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,54) has to be equal to the sum of: 
M(130,119) = -0.0341456321845441602145691493009000000000
Their sum is = -0.0341456321845441602145691493009000000000
The constant M(65,54) is = -0.0341456321845441602145691493009000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,56) has to be equal to the sum of: 
M(130,121) = -0.0347383130863543035524083748421000000000
Their sum is = -0.0347383130863543035524083748421000000000
The constant M(65,56) is = -0.0347383130863543035524083748421000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,57) has to be equal to the sum of: 
M(130,57) = -0.0336744818087428281939700403759000000000
Their sum is = -0.0336744818087428281939700403759000000000
The constant M(65,57) is = -0.0336744818087428281939700403759000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,58) has to be equal to the sum of: 
M(130,123) = -0.0337221361895297827613964800731000000000
Their sum is = -0.0337221361895297827613964800731000000000
The constant M(65,58) is = -0.0337221361895297827613964800731000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,59) has to be equal to the sum of: 
M(130,59) = -0.0178906550136085399781430218795000000000
Their sum is = -0.0178906550136085399781430218795000000000
The constant M(65,59) is = -0.0178906550136085399781430218795000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,61) has to be equal to the sum of: 
M(130,61) = -0.0168153471915524401918941717553000000000
Their sum is = -0.0168153471915524401918941717553000000000
The constant M(65,61) is = -0.0168153471915524401918941717553000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,62) has to be equal to the sum of: 
M(130,127) = -0.0264040666819871421518143931175000000000
Their sum is = -0.0264040666819871421518143931175000000000
The constant M(65,62) is = -0.0264040666819871421518143931175000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,63) has to be equal to the sum of: 
M(130,63) = -0.0342833630786399130748808943208000000000
Their sum is = -0.0342833630786399130748808943208000000000
The constant M(65,63) is = -0.0342833630786399130748808943208000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(65,64) has to be equal to the sum of: 
M(130,129) = -0.0374703629317530074609078184370000000000
Their sum is = -0.0374703629317530074609078184370000000000
The constant M(65,64) is = -0.0374703629317530074609078184370000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(132,1) = -0.0451061840561583798973954579119000000000
M(132,5) = 0.167232557549946644749096472795000000000
M(132,7) = 0.106475249150514020382537294653000000000
M(132,13) = 0.0394921213029230593436997476313000000000
M(132,17) = 0.0240858913053971165604926661485000000000
M(132,19) = 0.0177358574657161009644608135783000000000
M(132,23) = -0.000305311869470767004384793888766000000000
M(132,25) = -0.0398354167856701561425182259268000000000
M(132,29) = -0.0058672494717486137102385361116500000000
M(132,31) = -0.0060881922449634629481718972778300000000
M(132,35) = -0.0360865315794134489516708173811000000000
M(132,37) = -0.0178434820050861957023826261849000000000
M(132,41) = -0.0140875750307409677995804286070000000000
M(132,43) = -0.0171087178090894949783387512936000000000
M(132,47) = -0.0133731667622210531142456989563000000000
M(132,49) = -0.0369925421291755041606908141561000000000
M(132,53) = -0.0221812351162532001320466914721000000000
M(132,59) = -0.0229635335834973381669616738592000000000
M(132,61) = -0.0226301020433542950238823617249000000000
M(132,65) = -0.0402509832587158473022370560305000000000
M(132,67) = -0.0203902236178025623826797717219000000000
M(132,71) = -0.0299447829342247572071864552322000000000
M(132,73) = -0.0283040683272569512506114102632000000000
M(132,79) = -0.0291405381320777517040402932222000000000
M(132,83) = -0.0315158446010419492693669473868000000000
M(132,85) = -0.0433145967472573151189753879683000000000
M(132,89) = -0.0313357733471997653941284935738000000000
M(132,91) = -0.0387399704054229161253012526150000000000
M(132,95) = -0.0376212786066755506037962309280000000000
M(132,97) = -0.0333175232196270004699893182760000000000
M(132,101) = -0.0328028501285650915686897227867000000000
M(132,103) = -0.0332624062988436516963099515549000000000
M(132,107) = -0.0313338069157393157436030928069000000001
M(132,109) = -0.0301739700572435276821926568537000000000
M(132,113) = -0.0356081200073929676441509581042000000000
M(132,115) = -0.0422881867972241691537738367594000000000
M(132,119) = -0.0399750494080188777128653386509000000000
M(132,125) = -0.0379009546529962403075238821089000000000
M(132,127) = -0.0360575867523429753730934093528000000000
M(132,131) = -0.0340191334667663392260783394905000000001
And of the summand: 1/3
And of the summand: 1/11
Their sum is = -0.238502787152357216244573161390421757559
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 8.82383389 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(132,1) = -0.0451061840561583798973954579119000000000
M(132,7) = 0.106475249150514020382537294653000000000
M(132,13) = 0.0394921213029230593436997476313000000000
M(132,19) = 0.0177358574657161009644608135783000000000
M(132,25) = -0.0398354167856701561425182259268000000000
M(132,31) = -0.0060881922449634629481718972778300000000
M(132,37) = -0.0178434820050861957023826261849000000000
M(132,43) = -0.0171087178090894949783387512936000000000
M(132,49) = -0.0369925421291755041606908141561000000000
M(132,61) = -0.0226301020433542950238823617249000000000
M(132,67) = -0.0203902236178025623826797717219000000000
M(132,73) = -0.0283040683272569512506114102632000000000
M(132,79) = -0.0291405381320777517040402932222000000000
M(132,85) = -0.0433145967472573151189753879683000000000
M(132,91) = -0.0387399704054229161253012526150000000000
M(132,97) = -0.0333175232196270004699893182760000000000
M(132,103) = -0.0332624062988436516963099515549000000000
M(132,109) = -0.0301739700572435276821926568537000000000
M(132,115) = -0.0422881867972241691537738367594000000000
M(132,127) = -0.0360575867523429753730934093528000000000
Their sum is = -0.356890479509443129119649567200829999996
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 1.700000047 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(132,5) = 0.167232557549946644749096472795000000000
M(132,17) = 0.0240858913053971165604926661485000000000
M(132,23) = -0.000305311869470767004384793888766000000000
M(132,29) = -0.0058672494717486137102385361116500000000
M(132,35) = -0.0360865315794134489516708173811000000000
M(132,41) = -0.0140875750307409677995804286070000000000
M(132,47) = -0.0133731667622210531142456989563000000000
M(132,53) = -0.0221812351162532001320466914721000000000
M(132,59) = -0.0229635335834973381669616738592000000000
M(132,65) = -0.0402509832587158473022370560305000000000
M(132,71) = -0.0299447829342247572071864552322000000000
M(132,83) = -0.0315158446010419492693669473868000000000
M(132,89) = -0.0313357733471997653941284935738000000000
M(132,95) = -0.0376212786066755506037962309280000000000
M(132,101) = -0.0328028501285650915686897227867000000000
M(132,107) = -0.0313338069157393157436030928069000000001
M(132,113) = -0.0356081200073929676441509581042000000000
M(132,119) = -0.0399750494080188777128653386509000000000
M(132,125) = -0.0379009546529962403075238821089000000000
M(132,131) = -0.0340191334667663392260783394905000000001
And of the summand: 1/2
And of the summand: 1/11
Their sum is = 0.285054359023752579541743072477074909094
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = 7.49090945 E-32
**************************
The constant M(4,1) has to be equal to the sum of: 
M(132,1) = -0.0451061840561583798973954579119000000000
M(132,5) = 0.167232557549946644749096472795000000000
M(132,13) = 0.0394921213029230593436997476313000000000
M(132,17) = 0.0240858913053971165604926661485000000000
M(132,25) = -0.0398354167856701561425182259268000000000
M(132,29) = -0.0058672494717486137102385361116500000000
M(132,37) = -0.0178434820050861957023826261849000000000
M(132,41) = -0.0140875750307409677995804286070000000000
M(132,49) = -0.0369925421291755041606908141561000000000
M(132,53) = -0.0221812351162532001320466914721000000000
M(132,61) = -0.0226301020433542950238823617249000000000
M(132,65) = -0.0402509832587158473022370560305000000000
M(132,73) = -0.0283040683272569512506114102632000000000
M(132,85) = -0.0433145967472573151189753879683000000000
M(132,89) = -0.0313357733471997653941284935738000000000
M(132,97) = -0.0333175232196270004699893182760000000000
M(132,101) = -0.0328028501285650915686897227867000000000
M(132,109) = -0.0301739700572435276821926568537000000000
M(132,113) = -0.0356081200073929676441509581042000000000
M(132,125) = -0.0379009546529962403075238821089000000000
Their sum is = -0.286742056226175198653945141485849999998
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = 1.500000028 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(132,7) = 0.106475249150514020382537294653000000000
M(132,19) = 0.0177358574657161009644608135783000000000
M(132,23) = -0.000305311869470767004384793888766000000000
M(132,31) = -0.0060881922449634629481718972778300000000
M(132,35) = -0.0360865315794134489516708173811000000000
M(132,43) = -0.0171087178090894949783387512936000000000
M(132,47) = -0.0133731667622210531142456989563000000000
M(132,59) = -0.0229635335834973381669616738592000000000
M(132,67) = -0.0203902236178025623826797717219000000000
M(132,71) = -0.0299447829342247572071864552322000000000
M(132,79) = -0.0291405381320777517040402932222000000000
M(132,83) = -0.0315158446010419492693669473868000000000
M(132,91) = -0.0387399704054229161253012526150000000000
M(132,95) = -0.0376212786066755506037962309280000000000
M(132,103) = -0.0332624062988436516963099515549000000000
M(132,107) = -0.0313338069157393157436030928069000000001
M(132,115) = -0.0422881867972241691537738367594000000000
M(132,119) = -0.0399750494080188777128653386509000000000
M(132,127) = -0.0360575867523429753730934093528000000000
M(132,131) = -0.0340191334667663392260783394905000000001
And of the summand: 1/3
And of the summand: 1/11
Their sum is = 0.0482392690738179824093719800954282424298
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 5.282424298 E-31
**************************
The constant M(6,1) has to be equal to the sum of: 
M(132,1) = -0.0451061840561583798973954579119000000000
M(132,7) = 0.106475249150514020382537294653000000000
M(132,13) = 0.0394921213029230593436997476313000000000
M(132,19) = 0.0177358574657161009644608135783000000000
M(132,25) = -0.0398354167856701561425182259268000000000
M(132,31) = -0.0060881922449634629481718972778300000000
M(132,37) = -0.0178434820050861957023826261849000000000
M(132,43) = -0.0171087178090894949783387512936000000000
M(132,49) = -0.0369925421291755041606908141561000000000
M(132,61) = -0.0226301020433542950238823617249000000000
M(132,67) = -0.0203902236178025623826797717219000000000
M(132,73) = -0.0283040683272569512506114102632000000000
M(132,79) = -0.0291405381320777517040402932222000000000
M(132,85) = -0.0433145967472573151189753879683000000000
M(132,91) = -0.0387399704054229161253012526150000000000
M(132,97) = -0.0333175232196270004699893182760000000000
M(132,103) = -0.0332624062988436516963099515549000000000
M(132,109) = -0.0301739700572435276821926568537000000000
M(132,115) = -0.0422881867972241691537738367594000000000
M(132,127) = -0.0360575867523429753730934093528000000000
Their sum is = -0.356890479509443129119649567200829999996
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 1.700000047 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(132,5) = 0.167232557549946644749096472795000000000
M(132,17) = 0.0240858913053971165604926661485000000000
M(132,23) = -0.000305311869470767004384793888766000000000
M(132,29) = -0.0058672494717486137102385361116500000000
M(132,35) = -0.0360865315794134489516708173811000000000
M(132,41) = -0.0140875750307409677995804286070000000000
M(132,47) = -0.0133731667622210531142456989563000000000
M(132,53) = -0.0221812351162532001320466914721000000000
M(132,59) = -0.0229635335834973381669616738592000000000
M(132,65) = -0.0402509832587158473022370560305000000000
M(132,71) = -0.0299447829342247572071864552322000000000
M(132,83) = -0.0315158446010419492693669473868000000000
M(132,89) = -0.0313357733471997653941284935738000000000
M(132,95) = -0.0376212786066755506037962309280000000000
M(132,101) = -0.0328028501285650915686897227867000000000
M(132,107) = -0.0313338069157393157436030928069000000001
M(132,113) = -0.0356081200073929676441509581042000000000
M(132,119) = -0.0399750494080188777128653386509000000000
M(132,125) = -0.0379009546529962403075238821089000000000
M(132,131) = -0.0340191334667663392260783394905000000001
And of the summand: 1/11
Their sum is = -0.214945640976247420458256927522925090905
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = 7.49090953 E-32
**************************
The constant M(11,1) has to be equal to the sum of: 
M(132,1) = -0.0451061840561583798973954579119000000000
M(132,23) = -0.000305311869470767004384793888766000000000
M(132,67) = -0.0203902236178025623826797717219000000000
M(132,89) = -0.0313357733471997653941284935738000000000
Their sum is = -0.097137492890631474678588517096365999999
The constant M(11,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = 3.400000044 E-32
**************************
The constant M(11,2) has to be equal to the sum of: 
M(132,13) = 0.0394921213029230593436997476313000000000
M(132,35) = -0.0360865315794134489516708173811000000000
M(132,79) = -0.0291405381320777517040402932222000000000
M(132,101) = -0.0328028501285650915686897227867000000000
And of the summand: 1/2
Their sum is = 0.441462201462866767119298914241300000000
The constant M(11,2) is = 0.441462201462866767119298914241000000000
The difference (constant-sum) is = 2.999999998 E-31
**************************
The constant M(11,3) has to be equal to the sum of: 
M(132,25) = -0.0398354167856701561425182259268000000000
M(132,47) = -0.0133731667622210531142456989563000000000
M(132,91) = -0.0387399704054229161253012526150000000000
M(132,113) = -0.0356081200073929676441509581042000000000
And of the summand: 1/3
Their sum is = 0.205776659372626240307117197731033333334
The constant M(11,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = 3.333333388 E-32
**************************
The constant M(11,4) has to be equal to the sum of: 
M(132,37) = -0.0178434820050861957023826261849000000000
M(132,59) = -0.0229635335834973381669616738592000000000
M(132,103) = -0.0332624062988436516963099515549000000000
M(132,125) = -0.0379009546529962403075238821089000000000
Their sum is = -0.111970376540423425873178133707900000000
The constant M(11,4) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(11,5) has to be equal to the sum of: 
M(132,5) = 0.167232557549946644749096472795000000000
M(132,49) = -0.0369925421291755041606908141561000000000
M(132,71) = -0.0299447829342247572071864552322000000000
M(132,115) = -0.0422881867972241691537738367594000000000
Their sum is = 0.0580070456893222142274453666473000000008
The constant M(11,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = 3.000000009 E-31
**************************
The constant M(11,6) has to be equal to the sum of: 
M(132,17) = 0.0240858913053971165604926661485000000000
M(132,61) = -0.0226301020433542950238823617249000000000
M(132,83) = -0.0315158446010419492693669473868000000000
M(132,127) = -0.0360575867523429753730934093528000000000
Their sum is = -0.066117642091342103105850052315999999999
The constant M(11,6) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(11,7) has to be equal to the sum of: 
M(132,7) = 0.106475249150514020382537294653000000000
M(132,29) = -0.0058672494717486137102385361116500000000
M(132,73) = -0.0283040683272569512506114102632000000000
M(132,95) = -0.0376212786066755506037962309280000000000
Their sum is = 0.0346826527448329048178911173501500000002
The constant M(11,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = 3.500000002 E-31
**************************
The constant M(11,8) has to be equal to the sum of: 
M(132,19) = 0.0177358574657161009644608135783000000000
M(132,41) = -0.0140875750307409677995804286070000000000
M(132,85) = -0.0433145967472573151189753879683000000000
M(132,107) = -0.0313338069157393157436030928069000000001
Their sum is = -0.071000121228021497697698095803900000000
The constant M(11,8) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(11,9) has to be equal to the sum of: 
M(132,31) = -0.0060881922449634629481718972778300000000
M(132,53) = -0.0221812351162532001320466914721000000000
M(132,97) = -0.0333175232196270004699893182760000000000
M(132,119) = -0.0399750494080188777128653386509000000000
Their sum is = -0.101561999988862541263073245676830000000
The constant M(11,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 1.700000003 E-31
**************************
The constant M(11,10) has to be equal to the sum of: 
M(132,43) = -0.0171087178090894949783387512936000000000
M(132,65) = -0.0402509832587158473022370560305000000000
M(132,109) = -0.0301739700572435276821926568537000000000
M(132,131) = -0.0340191334667663392260783394905000000001
Their sum is = -0.121552804591815209188846803668299999999
The constant M(11,10) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(12,1) has to be equal to the sum of: 
M(132,1) = -0.0451061840561583798973954579119000000000
M(132,13) = 0.0394921213029230593436997476313000000000
M(132,25) = -0.0398354167856701561425182259268000000000
M(132,37) = -0.0178434820050861957023826261849000000000
M(132,49) = -0.0369925421291755041606908141561000000000
M(132,61) = -0.0226301020433542950238823617249000000000
M(132,73) = -0.0283040683272569512506114102632000000000
M(132,85) = -0.0433145967472573151189753879683000000000
M(132,97) = -0.0333175232196270004699893182760000000000
M(132,109) = -0.0301739700572435276821926568537000000000
Their sum is = -0.258025764067906266104938511634499999998
The constant M(12,1) is = -0.258025764067906266104938511634000000000
The difference (constant-sum) is = -4.999999986 E-31
**************************
The constant M(12,5) has to be equal to the sum of: 
M(132,5) = 0.167232557549946644749096472795000000000
M(132,17) = 0.0240858913053971165604926661485000000000
M(132,29) = -0.0058672494717486137102385361116500000000
M(132,41) = -0.0140875750307409677995804286070000000000
M(132,53) = -0.0221812351162532001320466914721000000000
M(132,65) = -0.0402509832587158473022370560305000000000
M(132,89) = -0.0313357733471997653941284935738000000000
M(132,101) = -0.0328028501285650915686897227867000000000
M(132,113) = -0.0356081200073929676441509581042000000000
M(132,125) = -0.0379009546529962403075238821089000000000
Their sum is = -0.0287162921582689325490066298513499999991
The constant M(12,5) is = -0.0287162921582689325490066298518000000000
The difference (constant-sum) is = 4.500000008576045067 E-31
**************************
The constant M(12,7) has to be equal to the sum of: 
M(132,7) = 0.106475249150514020382537294653000000000
M(132,19) = 0.0177358574657161009644608135783000000000
M(132,31) = -0.0060881922449634629481718972778300000000
M(132,43) = -0.0171087178090894949783387512936000000000
M(132,67) = -0.0203902236178025623826797717219000000000
M(132,79) = -0.0291405381320777517040402932222000000000
M(132,91) = -0.0387399704054229161253012526150000000000
M(132,103) = -0.0332624062988436516963099515549000000000
M(132,115) = -0.0422881867972241691537738367594000000000
M(132,127) = -0.0360575867523429753730934093528000000000
Their sum is = -0.098864715441536863014711055566329999999
The constant M(12,7) is = -0.098864715441536863014711055566800000000
The difference (constant-sum) is = 4.700000012 E-31
**************************
The constant M(12,11) has to be equal to the sum of: 
M(132,23) = -0.000305311869470767004384793888766000000000
M(132,35) = -0.0360865315794134489516708173811000000000
M(132,47) = -0.0133731667622210531142456989563000000000
M(132,59) = -0.0229635335834973381669616738592000000000
M(132,71) = -0.0299447829342247572071864552322000000000
M(132,83) = -0.0315158446010419492693669473868000000000
M(132,95) = -0.0376212786066755506037962309280000000000
M(132,107) = -0.0313338069157393157436030928069000000001
M(132,119) = -0.0399750494080188777128653386509000000000
M(132,131) = -0.0340191334667663392260783394905000000001
And of the summand: 1/11
Their sum is = -0.186229348817978487909250297671575090907
The constant M(12,11) is = -0.186229348817978487909250297672000000000
The difference (constant-sum) is = 4.249090934 E-31
**************************
The constant M(22,1) has to be equal to the sum of: 
M(132,1) = -0.0451061840561583798973954579119000000000
M(132,23) = -0.000305311869470767004384793888766000000000
M(132,67) = -0.0203902236178025623826797717219000000000
M(132,89) = -0.0313357733471997653941284935738000000000
Their sum is = -0.097137492890631474678588517096365999999
The constant M(22,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = 3.400000044 E-32
**************************
The constant M(22,3) has to be equal to the sum of: 
M(132,25) = -0.0398354167856701561425182259268000000000
M(132,47) = -0.0133731667622210531142456989563000000000
M(132,91) = -0.0387399704054229161253012526150000000000
M(132,113) = -0.0356081200073929676441509581042000000000
And of the summand: 1/3
Their sum is = 0.205776659372626240307117197731033333334
The constant M(22,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = 3.333333388 E-32
**************************
The constant M(22,5) has to be equal to the sum of: 
M(132,5) = 0.167232557549946644749096472795000000000
M(132,49) = -0.0369925421291755041606908141561000000000
M(132,71) = -0.0299447829342247572071864552322000000000
M(132,115) = -0.0422881867972241691537738367594000000000
Their sum is = 0.0580070456893222142274453666473000000008
The constant M(22,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = 3.000000009 E-31
**************************
The constant M(22,7) has to be equal to the sum of: 
M(132,7) = 0.106475249150514020382537294653000000000
M(132,29) = -0.0058672494717486137102385361116500000000
M(132,73) = -0.0283040683272569512506114102632000000000
M(132,95) = -0.0376212786066755506037962309280000000000
Their sum is = 0.0346826527448329048178911173501500000002
The constant M(22,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = 3.500000002 E-31
**************************
The constant M(22,9) has to be equal to the sum of: 
M(132,31) = -0.0060881922449634629481718972778300000000
M(132,53) = -0.0221812351162532001320466914721000000000
M(132,97) = -0.0333175232196270004699893182760000000000
M(132,119) = -0.0399750494080188777128653386509000000000
Their sum is = -0.101561999988862541263073245676830000000
The constant M(22,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 1.700000003 E-31
**************************
The constant M(22,13) has to be equal to the sum of: 
M(132,13) = 0.0394921213029230593436997476313000000000
M(132,35) = -0.0360865315794134489516708173811000000000
M(132,79) = -0.0291405381320777517040402932222000000000
M(132,101) = -0.0328028501285650915686897227867000000000
Their sum is = -0.0585377985371332328807010857586999999998
The constant M(22,13) is = -0.0585377985371332328807010857587000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(22,15) has to be equal to the sum of: 
M(132,37) = -0.0178434820050861957023826261849000000000
M(132,59) = -0.0229635335834973381669616738592000000000
M(132,103) = -0.0332624062988436516963099515549000000000
M(132,125) = -0.0379009546529962403075238821089000000000
Their sum is = -0.111970376540423425873178133707900000000
The constant M(22,15) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(22,17) has to be equal to the sum of: 
M(132,17) = 0.0240858913053971165604926661485000000000
M(132,61) = -0.0226301020433542950238823617249000000000
M(132,83) = -0.0315158446010419492693669473868000000000
M(132,127) = -0.0360575867523429753730934093528000000000
Their sum is = -0.066117642091342103105850052315999999999
The constant M(22,17) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(22,19) has to be equal to the sum of: 
M(132,19) = 0.0177358574657161009644608135783000000000
M(132,41) = -0.0140875750307409677995804286070000000000
M(132,85) = -0.0433145967472573151189753879683000000000
M(132,107) = -0.0313338069157393157436030928069000000001
Their sum is = -0.071000121228021497697698095803900000000
The constant M(22,19) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(22,21) has to be equal to the sum of: 
M(132,43) = -0.0171087178090894949783387512936000000000
M(132,65) = -0.0402509832587158473022370560305000000000
M(132,109) = -0.0301739700572435276821926568537000000000
M(132,131) = -0.0340191334667663392260783394905000000001
Their sum is = -0.121552804591815209188846803668299999999
The constant M(22,21) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = -2.999999998 E-31
**************************
The constant M(33,1) has to be equal to the sum of: 
M(132,1) = -0.0451061840561583798973954579119000000000
M(132,67) = -0.0203902236178025623826797717219000000000
Their sum is = -0.065496407673960942280075229633799999999
The constant M(33,1) is = -0.065496407673960942280075229633799999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(33,2) has to be equal to the sum of: 
M(132,35) = -0.0360865315794134489516708173811000000000
M(132,101) = -0.0328028501285650915686897227867000000000
And of the summand: 1/2
Their sum is = 0.431110618292021459479639459832200000000
The constant M(33,2) is = 0.431110618292021459479639459832000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(33,4) has to be equal to the sum of: 
M(132,37) = -0.0178434820050861957023826261849000000000
M(132,103) = -0.0332624062988436516963099515549000000000
Their sum is = -0.0511058883039298473986925777397999999998
The constant M(33,4) is = -0.0511058883039298473986925777398000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(33,5) has to be equal to the sum of: 
M(132,5) = 0.167232557549946644749096472795000000000
M(132,71) = -0.0299447829342247572071864552322000000000
Their sum is = 0.137287774615721887541910017562800000000
The constant M(33,5) is = 0.137287774615721887541910017562000000000
The difference (constant-sum) is = 8.00000000 E-31
**************************
The constant M(33,7) has to be equal to the sum of: 
M(132,7) = 0.106475249150514020382537294653000000000
M(132,73) = -0.0283040683272569512506114102632000000000
Their sum is = 0.078171180823257069131925884389800000000
The constant M(33,7) is = 0.078171180823257069131925884389400000000
The difference (constant-sum) is = 4.000000000 E-31
**************************
The constant M(33,8) has to be equal to the sum of: 
M(132,41) = -0.0140875750307409677995804286070000000000
M(132,107) = -0.0313338069157393157436030928069000000001
Their sum is = -0.0454213819464802835431835214139000000000
The constant M(33,8) is = -0.0454213819464802835431835214140000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(33,10) has to be equal to the sum of: 
M(132,43) = -0.0171087178090894949783387512936000000000
M(132,109) = -0.0301739700572435276821926568537000000000
Their sum is = -0.0472826878663330226605314081473000000000
The constant M(33,10) is = -0.0472826878663330226605314081473000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,13) has to be equal to the sum of: 
M(132,13) = 0.0394921213029230593436997476313000000000
M(132,79) = -0.0291405381320777517040402932222000000000
Their sum is = 0.0103515831708453076396594544091000000001
The constant M(33,13) is = 0.0103515831708453076396594544091000000000
The difference (constant-sum) is = 1.377532442 E-40
**************************
The constant M(33,14) has to be equal to the sum of: 
M(132,47) = -0.0133731667622210531142456989563000000000
M(132,113) = -0.0356081200073929676441509581042000000000
Their sum is = -0.0489812867696140207583966570605000000000
The constant M(33,14) is = -0.0489812867696140207583966570606000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(33,16) has to be equal to the sum of: 
M(132,49) = -0.0369925421291755041606908141561000000000
M(132,115) = -0.0422881867972241691537738367594000000000
Their sum is = -0.079280728926399673314464650915499999999
The constant M(33,16) is = -0.079280728926399673314464650915500000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(33,17) has to be equal to the sum of: 
M(132,17) = 0.0240858913053971165604926661485000000000
M(132,83) = -0.0315158446010419492693669473868000000000
Their sum is = -0.0074299532956448327088742812383000000000
The constant M(33,17) is = -0.0074299532956448327088742812382300000000
The difference (constant-sum) is = -7.00000000 E-32
**************************
The constant M(33,19) has to be equal to the sum of: 
M(132,19) = 0.0177358574657161009644608135783000000000
M(132,85) = -0.0433145967472573151189753879683000000000
Their sum is = -0.0255787392815412141545145743900000000002
The constant M(33,19) is = -0.0255787392815412141545145743900000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(33,20) has to be equal to the sum of: 
M(132,53) = -0.0221812351162532001320466914721000000000
M(132,119) = -0.0399750494080188777128653386509000000000
Their sum is = -0.0621562845242720778449120301230000000000
The constant M(33,20) is = -0.0621562845242720778449120301230000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,23) has to be equal to the sum of: 
M(132,23) = -0.000305311869470767004384793888766000000000
M(132,89) = -0.0313357733471997653941284935738000000000
Their sum is = -0.0316410852166705323985132874625659999998
The constant M(33,23) is = -0.0316410852166705323985132874625999999999
The difference (constant-sum) is = 3.400000008 E-32
**************************
The constant M(33,25) has to be equal to the sum of: 
M(132,25) = -0.0398354167856701561425182259268000000000
M(132,91) = -0.0387399704054229161253012526150000000000
Their sum is = -0.078575387191093072267819478541800000000
The constant M(33,25) is = -0.078575387191093072267819478541800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(33,26) has to be equal to the sum of: 
M(132,59) = -0.0229635335834973381669616738592000000000
M(132,125) = -0.0379009546529962403075238821089000000000
Their sum is = -0.0608644882364935784744855559681000000000
The constant M(33,26) is = -0.0608644882364935784744855559681000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,28) has to be equal to the sum of: 
M(132,61) = -0.0226301020433542950238823617249000000000
M(132,127) = -0.0360575867523429753730934093528000000000
Their sum is = -0.0586876887956972703969757710777000000000
The constant M(33,28) is = -0.0586876887956972703969757710777000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(33,29) has to be equal to the sum of: 
M(132,29) = -0.0058672494717486137102385361116500000000
M(132,95) = -0.0376212786066755506037962309280000000000
Their sum is = -0.0434885280784241643140347670396499999998
The constant M(33,29) is = -0.0434885280784241643140347670396000000000
The difference (constant-sum) is = -4.99999999 E-32
**************************
The constant M(33,31) has to be equal to the sum of: 
M(132,31) = -0.0060881922449634629481718972778300000000
M(132,97) = -0.0333175232196270004699893182760000000000
Their sum is = -0.0394057154645904634181612155538300000000
The constant M(33,31) is = -0.0394057154645904634181612155539000000000
The difference (constant-sum) is = 7.00000000 E-32
**************************
The constant M(33,32) has to be equal to the sum of: 
M(132,65) = -0.0402509832587158473022370560305000000000
M(132,131) = -0.0340191334667663392260783394905000000001
Their sum is = -0.074270116725482186528315395521000000000
The constant M(33,32) is = -0.074270116725482186528315395521000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(44,1) has to be equal to the sum of: 
M(132,1) = -0.0451061840561583798973954579119000000000
M(132,89) = -0.0313357733471997653941284935738000000000
Their sum is = -0.076441957403358145291523951485699999999
The constant M(44,1) is = -0.076441957403358145291523951485700000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(44,3) has to be equal to the sum of: 
M(132,47) = -0.0133731667622210531142456989563000000000
M(132,91) = -0.0387399704054229161253012526150000000000
And of the summand: 1/3
Their sum is = 0.281220196165689364093786381762033333333
The constant M(44,3) is = 0.281220196165689364093786381762000000000
The difference (constant-sum) is = 3.333333315 E-32
**************************
The constant M(44,5) has to be equal to the sum of: 
M(132,5) = 0.167232557549946644749096472795000000000
M(132,49) = -0.0369925421291755041606908141561000000000
Their sum is = 0.130240015420771140588405658638900000000
The constant M(44,5) is = 0.130240015420771140588405658639000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(44,7) has to be equal to the sum of: 
M(132,7) = 0.106475249150514020382537294653000000000
M(132,95) = -0.0376212786066755506037962309280000000000
Their sum is = 0.068853970543838469778741063725000000000
The constant M(44,7) is = 0.068853970543838469778741063724599999999
The difference (constant-sum) is = 4.000000004 E-31
**************************
The constant M(44,9) has to be equal to the sum of: 
M(132,53) = -0.0221812351162532001320466914721000000000
M(132,97) = -0.0333175232196270004699893182760000000000
Their sum is = -0.0554987583358802006020360097481000000000
The constant M(44,9) is = -0.0554987583358802006020360097481000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(44,13) has to be equal to the sum of: 
M(132,13) = 0.0394921213029230593436997476313000000000
M(132,101) = -0.0328028501285650915686897227867000000000
Their sum is = 0.0066892711743579677750100248446000000000
The constant M(44,13) is = 0.0066892711743579677750100248445700000000
The difference (constant-sum) is = 3.000000007 E-32
**************************
The constant M(44,15) has to be equal to the sum of: 
M(132,59) = -0.0229635335834973381669616738592000000000
M(132,103) = -0.0332624062988436516963099515549000000000
Their sum is = -0.0562259398823409898632716254140999999998
The constant M(44,15) is = -0.0562259398823409898632716254141000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(44,17) has to be equal to the sum of: 
M(132,17) = 0.0240858913053971165604926661485000000000
M(132,61) = -0.0226301020433542950238823617249000000000
Their sum is = 0.00145578926204282153661030442360000000001
The constant M(44,17) is = 0.00145578926204282153661030442363000000000
The difference (constant-sum) is = -2.999999998906230746 E-32
**************************
The constant M(44,19) has to be equal to the sum of: 
M(132,19) = 0.0177358574657161009644608135783000000000
M(132,107) = -0.0313338069157393157436030928069000000001
Their sum is = -0.0135979494500232147791422792286000000002
The constant M(44,19) is = -0.0135979494500232147791422792287000000000
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(44,21) has to be equal to the sum of: 
M(132,65) = -0.0402509832587158473022370560305000000000
M(132,109) = -0.0301739700572435276821926568537000000000
Their sum is = -0.070424953315959374984429712884200000000
The constant M(44,21) is = -0.070424953315959374984429712884200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(44,23) has to be equal to the sum of: 
M(132,23) = -0.000305311869470767004384793888766000000000
M(132,67) = -0.0203902236178025623826797717219000000000
Their sum is = -0.0206955354872733293870645656106659999999
The constant M(44,23) is = -0.0206955354872733293870645656107000000000
The difference (constant-sum) is = 3.400000008 E-32
**************************
The constant M(44,25) has to be equal to the sum of: 
M(132,25) = -0.0398354167856701561425182259268000000000
M(132,113) = -0.0356081200073929676441509581042000000000
Their sum is = -0.075443536793063123786669184031000000000
The constant M(44,25) is = -0.075443536793063123786669184031000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(44,27) has to be equal to the sum of: 
M(132,71) = -0.0299447829342247572071864552322000000000
M(132,115) = -0.0422881867972241691537738367594000000000
Their sum is = -0.072232969731448926360960291991599999999
The constant M(44,27) is = -0.072232969731448926360960291991700000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(44,29) has to be equal to the sum of: 
M(132,29) = -0.0058672494717486137102385361116500000000
M(132,73) = -0.0283040683272569512506114102632000000000
Their sum is = -0.0341713177990055649608499463748500000000
The constant M(44,29) is = -0.0341713177990055649608499463748000000000
The difference (constant-sum) is = -4.99999999 E-32
**************************
The constant M(44,31) has to be equal to the sum of: 
M(132,31) = -0.0060881922449634629481718972778300000000
M(132,119) = -0.0399750494080188777128653386509000000000
Their sum is = -0.0460632416529823406610372359287300000000
The constant M(44,31) is = -0.0460632416529823406610372359287000000000
The difference (constant-sum) is = -2.999999998 E-32
**************************
The constant M(44,35) has to be equal to the sum of: 
M(132,35) = -0.0360865315794134489516708173811000000000
M(132,79) = -0.0291405381320777517040402932222000000000
Their sum is = -0.065227069711491200655711110603299999999
The constant M(44,35) is = -0.065227069711491200655711110603300000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(44,37) has to be equal to the sum of: 
M(132,37) = -0.0178434820050861957023826261849000000000
M(132,125) = -0.0379009546529962403075238821089000000000
Their sum is = -0.0557444366580824360099065082938000000000
The constant M(44,37) is = -0.0557444366580824360099065082939000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(44,39) has to be equal to the sum of: 
M(132,83) = -0.0315158446010419492693669473868000000000
M(132,127) = -0.0360575867523429753730934093528000000000
Their sum is = -0.067573431353384924642460356739600000000
The constant M(44,39) is = -0.067573431353384924642460356739600000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(44,41) has to be equal to the sum of: 
M(132,41) = -0.0140875750307409677995804286070000000000
M(132,85) = -0.0433145967472573151189753879683000000000
Their sum is = -0.0574021717779982829185558165753000000000
The constant M(44,41) is = -0.0574021717779982829185558165753000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(44,43) has to be equal to the sum of: 
M(132,43) = -0.0171087178090894949783387512936000000000
M(132,131) = -0.0340191334667663392260783394905000000001
Their sum is = -0.0511278512758558342044170907841000000000
The constant M(44,43) is = -0.0511278512758558342044170907841000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(66,1) has to be equal to the sum of: 
M(132,1) = -0.0451061840561583798973954579119000000000
M(132,67) = -0.0203902236178025623826797717219000000000
Their sum is = -0.065496407673960942280075229633799999999
The constant M(66,1) is = -0.065496407673960942280075229633799999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(66,5) has to be equal to the sum of: 
M(132,5) = 0.167232557549946644749096472795000000000
M(132,71) = -0.0299447829342247572071864552322000000000
Their sum is = 0.137287774615721887541910017562800000000
The constant M(66,5) is = 0.137287774615721887541910017562000000000
The difference (constant-sum) is = 8.00000000 E-31
**************************
The constant M(66,7) has to be equal to the sum of: 
M(132,7) = 0.106475249150514020382537294653000000000
M(132,73) = -0.0283040683272569512506114102632000000000
Their sum is = 0.078171180823257069131925884389800000000
The constant M(66,7) is = 0.078171180823257069131925884389400000000
The difference (constant-sum) is = 4.000000000 E-31
**************************
The constant M(66,13) has to be equal to the sum of: 
M(132,13) = 0.0394921213029230593436997476313000000000
M(132,79) = -0.0291405381320777517040402932222000000000
Their sum is = 0.0103515831708453076396594544091000000001
The constant M(66,13) is = 0.0103515831708453076396594544091000000000
The difference (constant-sum) is = 1.377532442 E-40
**************************
The constant M(66,17) has to be equal to the sum of: 
M(132,17) = 0.0240858913053971165604926661485000000000
M(132,83) = -0.0315158446010419492693669473868000000000
Their sum is = -0.0074299532956448327088742812383000000000
The constant M(66,17) is = -0.0074299532956448327088742812382300000000
The difference (constant-sum) is = -7.00000000 E-32
**************************
The constant M(66,19) has to be equal to the sum of: 
M(132,19) = 0.0177358574657161009644608135783000000000
M(132,85) = -0.0433145967472573151189753879683000000000
Their sum is = -0.0255787392815412141545145743900000000002
The constant M(66,19) is = -0.0255787392815412141545145743900000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(66,23) has to be equal to the sum of: 
M(132,23) = -0.000305311869470767004384793888766000000000
M(132,89) = -0.0313357733471997653941284935738000000000
Their sum is = -0.0316410852166705323985132874625659999998
The constant M(66,23) is = -0.0316410852166705323985132874625999999999
The difference (constant-sum) is = 3.400000008 E-32
**************************
The constant M(66,25) has to be equal to the sum of: 
M(132,25) = -0.0398354167856701561425182259268000000000
M(132,91) = -0.0387399704054229161253012526150000000000
Their sum is = -0.078575387191093072267819478541800000000
The constant M(66,25) is = -0.078575387191093072267819478541800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(66,29) has to be equal to the sum of: 
M(132,29) = -0.0058672494717486137102385361116500000000
M(132,95) = -0.0376212786066755506037962309280000000000
Their sum is = -0.0434885280784241643140347670396499999998
The constant M(66,29) is = -0.0434885280784241643140347670396000000000
The difference (constant-sum) is = -4.99999999 E-32
**************************
The constant M(66,31) has to be equal to the sum of: 
M(132,31) = -0.0060881922449634629481718972778300000000
M(132,97) = -0.0333175232196270004699893182760000000000
Their sum is = -0.0394057154645904634181612155538300000000
The constant M(66,31) is = -0.0394057154645904634181612155539000000000
The difference (constant-sum) is = 7.00000000 E-32
**************************
The constant M(66,35) has to be equal to the sum of: 
M(132,35) = -0.0360865315794134489516708173811000000000
M(132,101) = -0.0328028501285650915686897227867000000000
Their sum is = -0.068889381707978540520360540167799999999
The constant M(66,35) is = -0.068889381707978540520360540167900000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(66,37) has to be equal to the sum of: 
M(132,37) = -0.0178434820050861957023826261849000000000
M(132,103) = -0.0332624062988436516963099515549000000000
Their sum is = -0.0511058883039298473986925777397999999998
The constant M(66,37) is = -0.0511058883039298473986925777398000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(66,41) has to be equal to the sum of: 
M(132,41) = -0.0140875750307409677995804286070000000000
M(132,107) = -0.0313338069157393157436030928069000000001
Their sum is = -0.0454213819464802835431835214139000000000
The constant M(66,41) is = -0.0454213819464802835431835214140000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(66,43) has to be equal to the sum of: 
M(132,43) = -0.0171087178090894949783387512936000000000
M(132,109) = -0.0301739700572435276821926568537000000000
Their sum is = -0.0472826878663330226605314081473000000000
The constant M(66,43) is = -0.0472826878663330226605314081473000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(66,47) has to be equal to the sum of: 
M(132,47) = -0.0133731667622210531142456989563000000000
M(132,113) = -0.0356081200073929676441509581042000000000
Their sum is = -0.0489812867696140207583966570605000000000
The constant M(66,47) is = -0.0489812867696140207583966570606000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(66,49) has to be equal to the sum of: 
M(132,49) = -0.0369925421291755041606908141561000000000
M(132,115) = -0.0422881867972241691537738367594000000000
Their sum is = -0.079280728926399673314464650915499999999
The constant M(66,49) is = -0.079280728926399673314464650915500000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(66,53) has to be equal to the sum of: 
M(132,53) = -0.0221812351162532001320466914721000000000
M(132,119) = -0.0399750494080188777128653386509000000000
Their sum is = -0.0621562845242720778449120301230000000000
The constant M(66,53) is = -0.0621562845242720778449120301230000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(66,59) has to be equal to the sum of: 
M(132,59) = -0.0229635335834973381669616738592000000000
M(132,125) = -0.0379009546529962403075238821089000000000
Their sum is = -0.0608644882364935784744855559681000000000
The constant M(66,59) is = -0.0608644882364935784744855559681000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(66,61) has to be equal to the sum of: 
M(132,61) = -0.0226301020433542950238823617249000000000
M(132,127) = -0.0360575867523429753730934093528000000000
Their sum is = -0.0586876887956972703969757710777000000000
The constant M(66,61) is = -0.0586876887956972703969757710777000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(66,65) has to be equal to the sum of: 
M(132,65) = -0.0402509832587158473022370560305000000000
M(132,131) = -0.0340191334667663392260783394905000000001
Their sum is = -0.074270116725482186528315395521000000000
The constant M(66,65) is = -0.074270116725482186528315395521000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(7,1) has to be equal to the sum of: 
M(133,1) = -0.0181095798674776799478087126800000000000
M(133,8) = -0.0156748629191536461376656501394000000000
M(133,15) = -0.0132080969755346778826004401787000000000
M(133,22) = -0.0146729126088057010824407854169000000000
M(133,29) = 0.0181723724456108262729601573006000000000
M(133,36) = -0.0153716587275493621675143885463000000000
M(133,43) = 0.0051567420962681300878349205515300000000
M(133,50) = -0.0160929399274101326581447470535000000000
M(133,64) = -0.0116130900654785402847815521089000000000
M(133,71) = -0.00083752411364591746179433030953000000000
M(133,78) = -0.0111372180285867016060328366497000000000
M(133,85) = -0.0162610896063724740921339700758999999999
M(133,92) = -0.0150268547958736577052351550150000000000
M(133,99) = -0.0160072069729881801718286587843000000000
M(133,106) = -0.0140662310984794621805463635967000000000
M(133,113) = -0.0062885649204644655459654884530300000000
M(133,120) = -0.0174232729235383327048593281171000000000
M(133,127) = -0.0086131535350913188281816806611000000000
Their sum is = -0.187075142544571294096739009933929999997
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 7.00000031 E-32
**************************
The constant M(7,2) has to be equal to the sum of: 
M(133,2) = 0.483909617214280489180531354303000000000
M(133,9) = -0.0162190672846045082375995903499000000000
M(133,16) = -0.0100856141083827165871850957103000000000
M(133,23) = 0.0273537702883978878566549550707000000000
M(133,30) = -0.0110574984582195410964527453895000000000
M(133,37) = 0.0108254637459232146014546428269000000000
M(133,44) = -0.0152292696113045860212080741609000000000
M(133,51) = -0.0143646834539158571504995905990000000000
M(133,58) = -0.0107092938244903162500610846024000000000
M(133,65) = -0.0140210556809849183769956854005000000000
M(133,72) = -0.0185521948029534622123771244701000000000
M(133,79) = -0.00389380567968691159562589616599000000000
M(133,86) = -0.0150672214219599802679921781879000000000
M(133,93) = -0.0147890960239836118227448347563000000000
M(133,100) = -0.0116200317264941855969494116565000000000
M(133,107) = -0.0060556281681019991338720016835300000000
M(133,121) = -0.0159234396530749387417728625003000000000
M(133,128) = -0.0184832219795105109494360218685000000000
Their sum is = 0.326017729370933547597868754698980000009
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = -1.999999166 E-32
**************************
The constant M(7,3) has to be equal to the sum of: 
M(133,3) = 0.318920204756354890473427230292000000000
M(133,10) = -0.0153397543855710411654166381351000000000
M(133,17) = 0.0448670359532211030094514575604000000000
M(133,24) = -0.0109507301265885223457906522419000000000
M(133,31) = 0.0173865302958785626175775723194000000000
M(133,45) = -0.0123039364070977164025924088195000000000
M(133,52) = -0.0171099029724032952546170983029000000000
M(133,59) = 0.00049495365620264796979799740507200000000
M(133,66) = -0.0127098378205284685132682180626000000000
M(133,73) = -0.0043643272597326651950590841254800000000
M(133,80) = -0.0158814072613461331053570733041999999999
M(133,87) = -0.0137178104721059164232295287193000000000
M(133,94) = -0.0122892014373935719365569471638000000000
M(133,101) = -0.0059008453474729456444861359577900000000
M(133,108) = -0.0121482754410735533260897975153000000000
M(133,115) = -0.0169585698333412089213286192630000000000
M(133,122) = -0.0152443876763869001932142330756000000000
M(133,129) = -0.0157088480465029909326155719358000000000
Their sum is = 0.201040890174112274710632250954602000007
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 6.020000070 E-31
**************************
The constant M(7,4) has to be equal to the sum of: 
M(133,4) = -0.0096425001361010685304250220601900000000
M(133,11) = 0.078083213497989254679549796162000000000
M(133,18) = -0.0095769709334975649484075172948000000000
M(133,25) = -0.0151106066194693253960722000331000000000
M(133,32) = -0.0151562555739070281180526100494000000000
M(133,39) = -0.0164813290805502032345373985541000000000
M(133,46) = -0.0126722882494707921105842311140000000000
M(133,53) = 0.00112061258191168170921854326379000000000
M(133,60) = -0.0115695199062172020752789625666000000000
M(133,67) = -0.00173114845723429447164894210647000000000
M(133,74) = -0.0174460517543275701221664162564000000000
M(133,81) = -0.0142630734197256285224024164178000000000
M(133,88) = -0.0156045358760938810750700156674000000000
M(133,102) = -0.0177604089251807103576491329956000000000
M(133,109) = -0.0060341037581714627373310158363300000000
M(133,116) = -0.0175266846677806464725962064460000000000
M(133,123) = -0.0146572271419098470734825755854000000000
M(133,130) = -0.0136507886604291102741558690682000000000
Their sum is = -0.129679667080165399131092192625999999998
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = 1.469367939 E-39
**************************
The constant M(7,5) has to be equal to the sum of: 
M(133,5) = 0.187478765972960567057721539143000000000
M(133,12) = -0.0169385137365954093552426698528999999999
M(133,26) = -0.0155615695578037119173724572584000000000
M(133,33) = -0.0173637045055656252133090684644000000000
M(133,40) = -0.0093301850993130899165960642528000000000
M(133,47) = 0.0052480824622100842939118121169200000000
M(133,54) = -0.0171787568324994243678236892324000000000
M(133,61) = 0.00121270667475078309425233027905000000000
M(133,68) = -0.0141282202602427598379284227690000000000
M(133,75) = -0.0171022831767054163659029522678000000000
M(133,82) = -0.0162606809172754598415291045004999999999
M(133,89) = -0.0051557559645355983192063313660200000000
M(133,96) = -0.0127845785938295717383238695261000000000
M(133,103) = -0.0083600804982946358081282098462500000000
M(133,110) = -0.0156228491106622061540077568643000000000
M(133,117) = -0.0143810425220145738742673034419000000000
M(133,124) = -0.0128161096855687083274907595132000000000
M(133,131) = -0.0073124665256599946834680837034700000000
And of the summand: 1/19
Their sum is = 0.0462743370707236697779205176268984210540
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = -1.578946053 E-33
**************************
The constant M(7,6) has to be equal to the sum of: 
M(133,6) = -0.0105671246763083363207617927749000000000
M(133,13) = 0.0601864343013454938198748344483000000000
M(133,20) = -0.0149248714117019704316893540469000000000
M(133,27) = -0.0134174517819306445872601528494000000000
M(133,34) = -0.0095085919213027833568113457640800000000
M(133,41) = 0.0101401830029632122498871001225000000000
M(133,48) = -0.0119806744346699565860224679855000000000
M(133,55) = -0.0166115676721643493865162015062000000000
M(133,62) = -0.0146912918033287767794382328844000000000
M(133,69) = -0.0160714918644197512146372620208000000000
M(133,83) = -0.00261509283339053738491908217237000000000
M(133,90) = -0.0127748820670896650281622517743000000000
M(133,97) = -0.0075324271671161281404711042143700000000
M(133,104) = -0.0136951966853757134078902201630000000000
M(133,111) = -0.0167161469754512936471620628636000000000
M(133,118) = -0.0130454444224285426002751575646000000000
M(133,125) = -0.0185617761233817590576858292732000000000
M(133,132) = -0.0155506624647813703860800416817000000000
Their sum is = -0.137938077000532872246020624968519999999
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -5.199999992 E-31
**************************
The constant M(19,1) has to be equal to the sum of: 
M(133,1) = -0.0181095798674776799478087126800000000000
M(133,20) = -0.0149248714117019704316893540469000000000
M(133,39) = -0.0164813290805502032345373985541000000000
M(133,58) = -0.0107092938244903162500610846024000000000
M(133,96) = -0.0127845785938295717383238695261000000000
M(133,115) = -0.0169585698333412089213286192630000000000
Their sum is = -0.089968222611390950523749038672499999999
The constant M(19,1) is = -0.089968222611390950523749038672500000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(19,2) has to be equal to the sum of: 
M(133,2) = 0.483909617214280489180531354303000000000
M(133,40) = -0.0093301850993130899165960642528000000000
M(133,59) = 0.00049495365620264796979799740507200000000
M(133,78) = -0.0111372180285867016060328366497000000000
M(133,97) = -0.0075324271671161281404711042143700000000
M(133,116) = -0.0175266846677806464725962064460000000000
Their sum is = 0.438878055907686571014633140145202000002
The constant M(19,2) is = 0.438878055907686571014633140145000000000
The difference (constant-sum) is = 2.020000026 E-31
**************************
The constant M(19,3) has to be equal to the sum of: 
M(133,3) = 0.318920204756354890473427230292000000000
M(133,22) = -0.0146729126088057010824407854169000000000
M(133,41) = 0.0101401830029632122498871001225000000000
M(133,60) = -0.0115695199062172020752789625666000000000
M(133,79) = -0.00389380567968691159562589616599000000000
M(133,117) = -0.0143810425220145738742673034419000000000
Their sum is = 0.284543107042593714095701382823110000001
The constant M(19,3) is = 0.284543107042593714095701382823000000000
The difference (constant-sum) is = 1.100000019 E-31
**************************
The constant M(19,4) has to be equal to the sum of: 
M(133,4) = -0.0096425001361010685304250220601900000000
M(133,23) = 0.0273537702883978878566549550707000000000
M(133,61) = 0.00121270667475078309425233027905000000000
M(133,80) = -0.0158814072613461331053570733041999999999
M(133,99) = -0.0160072069729881801718286587843000000000
M(133,118) = -0.0130454444224285426002751575646000000000
Their sum is = -0.0260100818297152534569786263635400000000
The constant M(19,4) is = -0.0260100818297152534569786263636000000000
The difference (constant-sum) is = 6.00000000 E-32
**************************
The constant M(19,5) has to be equal to the sum of: 
M(133,5) = 0.187478765972960567057721539143000000000
M(133,24) = -0.0109507301265885223457906522419000000000
M(133,43) = 0.0051567420962681300878349205515300000000
M(133,62) = -0.0146912918033287767794382328844000000000
M(133,81) = -0.0142630734197256285224024164178000000000
M(133,100) = -0.0116200317264941855969494116565000000000
Their sum is = 0.141110380993091583900975746493930000000
The constant M(19,5) is = 0.141110380993091583900975746493999999999
The difference (constant-sum) is = -6.99999994 E-32
**************************
The constant M(19,6) has to be equal to the sum of: 
M(133,6) = -0.0105671246763083363207617927749000000000
M(133,25) = -0.0151106066194693253960722000331000000000
M(133,44) = -0.0152292696113045860212080741609000000000
M(133,82) = -0.0162606809172754598415291045004999999999
M(133,101) = -0.0059008453474729456444861359577900000000
M(133,120) = -0.0174232729235383327048593281171000000000
Their sum is = -0.080491800095368985928916635544289999999
The constant M(19,6) is = -0.080491800095368985928916635544200000000
The difference (constant-sum) is = -8.99999995 E-32
**************************
The constant M(19,7) has to be equal to the sum of: 
M(133,26) = -0.0155615695578037119173724572584000000000
M(133,45) = -0.0123039364070977164025924088195000000000
M(133,64) = -0.0116130900654785402847815521089000000000
M(133,83) = -0.00261509283339053738491908217237000000000
M(133,102) = -0.0177604089251807103576491329956000000000
M(133,121) = -0.0159234396530749387417728625003000000000
And of the summand: 1/7
Their sum is = 0.067079605415116702053769647002072857143
The constant M(19,7) is = 0.067079605415116702053769647002100000000
The difference (constant-sum) is = -2.714285664 E-32
**************************
The constant M(19,8) has to be equal to the sum of: 
M(133,8) = -0.0156748629191536461376656501394000000000
M(133,27) = -0.0134174517819306445872601528494000000000
M(133,46) = -0.0126722882494707921105842311140000000000
M(133,65) = -0.0140210556809849183769956854005000000000
M(133,103) = -0.0083600804982946358081282098462500000000
M(133,122) = -0.0152443876763869001932142330756000000000
Their sum is = -0.079390126806221537213848162425149999999
The constant M(19,8) is = -0.079390126806221537213848162425200000000
The difference (constant-sum) is = 5.00000008 E-32
**************************
The constant M(19,9) has to be equal to the sum of: 
M(133,9) = -0.0162190672846045082375995903499000000000
M(133,47) = 0.0052480824622100842939118121169200000000
M(133,66) = -0.0127098378205284685132682180626000000000
M(133,85) = -0.0162610896063724740921339700758999999999
M(133,104) = -0.0136951966853757134078902201630000000000
M(133,123) = -0.0146572271419098470734825755854000000000
Their sum is = -0.068294336076580927030462762119879999999
The constant M(19,9) is = -0.068294336076580927030462762119800000000
The difference (constant-sum) is = -7.99999997 E-32
**************************
The constant M(19,10) has to be equal to the sum of: 
M(133,10) = -0.0153397543855710411654166381351000000000
M(133,29) = 0.0181723724456108262729601573006000000000
M(133,48) = -0.0119806744346699565860224679855000000000
M(133,67) = -0.00173114845723429447164894210647000000000
M(133,86) = -0.0150672214219599802679921781879000000000
M(133,124) = -0.0128161096855687083274907595132000000000
Their sum is = -0.0387625359393931545456108286275699999998
The constant M(19,10) is = -0.0387625359393931545456108286277000000000
The difference (constant-sum) is = 1.300000001 E-31
**************************
The constant M(19,11) has to be equal to the sum of: 
M(133,11) = 0.078083213497989254679549796162000000000
M(133,30) = -0.0110574984582195410964527453895000000000
M(133,68) = -0.0141282202602427598379284227690000000000
M(133,87) = -0.0137178104721059164232295287193000000000
M(133,106) = -0.0140662310984794621805463635967000000000
M(133,125) = -0.0185617761233817590576858292732000000000
Their sum is = 0.0065516770855598160837069064143000000005
The constant M(19,11) is = 0.0065516770855598160837069064142600000000
The difference (constant-sum) is = 4.000000050 E-32
**************************
The constant M(19,12) has to be equal to the sum of: 
M(133,12) = -0.0169385137365954093552426698528999999999
M(133,31) = 0.0173865302958785626175775723194000000000
M(133,50) = -0.0160929399274101326581447470535000000000
M(133,69) = -0.0160714918644197512146372620208000000000
M(133,88) = -0.0156045358760938810750700156674000000000
M(133,107) = -0.0060556281681019991338720016835300000000
Their sum is = -0.0533765792767426108193891239587299999998
The constant M(19,12) is = -0.0533765792767426108193891239587000000000
The difference (constant-sum) is = -2.999999980 E-32
**************************
The constant M(19,13) has to be equal to the sum of: 
M(133,13) = 0.0601864343013454938198748344483000000000
M(133,32) = -0.0151562555739070281180526100494000000000
M(133,51) = -0.0143646834539158571504995905990000000000
M(133,89) = -0.0051557559645355983192063313660200000000
M(133,108) = -0.0121482754410735533260897975153000000000
M(133,127) = -0.0086131535350913188281816806611000000000
Their sum is = 0.0047483103328221380778448242574799999999
The constant M(19,13) is = 0.0047483103328221380778448242575200000000
The difference (constant-sum) is = -4.000000004 E-32
**************************
The constant M(19,14) has to be equal to the sum of: 
M(133,33) = -0.0173637045055656252133090684644000000000
M(133,52) = -0.0171099029724032952546170983029000000000
M(133,71) = -0.00083752411364591746179433030953000000000
M(133,90) = -0.0127748820670896650281622517743000000000
M(133,109) = -0.0060341037581714627373310158363300000000
M(133,128) = -0.0184832219795105109494360218685000000000
Their sum is = -0.072603339396386476644649786555959999999
The constant M(19,14) is = -0.072603339396386476644649786555900000000
The difference (constant-sum) is = -5.99999996 E-32
**************************
The constant M(19,15) has to be equal to the sum of: 
M(133,15) = -0.0132080969755346778826004401787000000000
M(133,34) = -0.0095085919213027833568113457640800000000
M(133,53) = 0.00112061258191168170921854326379000000000
M(133,72) = -0.0185521948029534622123771244701000000000
M(133,110) = -0.0156228491106622061540077568643000000000
M(133,129) = -0.0157088480465029909326155719358000000000
Their sum is = -0.071479968275044438829193695949189999999
The constant M(19,15) is = -0.071479968275044438829193695949200000000
The difference (constant-sum) is = 1.000000023 E-32
**************************
The constant M(19,16) has to be equal to the sum of: 
M(133,16) = -0.0100856141083827165871850957103000000000
M(133,54) = -0.0171787568324994243678236892324000000000
M(133,73) = -0.0043643272597326651950590841254800000000
M(133,92) = -0.0150268547958736577052351550150000000000
M(133,111) = -0.0167161469754512936471620628636000000000
M(133,130) = -0.0136507886604291102741558690682000000000
Their sum is = -0.077022488632368867776620956014979999999
The constant M(19,16) is = -0.077022488632368867776620956014900000000
The difference (constant-sum) is = -7.99999993 E-32
**************************
The constant M(19,17) has to be equal to the sum of: 
M(133,17) = 0.0448670359532211030094514575604000000000
M(133,36) = -0.0153716587275493621675143885463000000000
M(133,55) = -0.0166115676721643493865162015062000000000
M(133,74) = -0.0174460517543275701221664162564000000000
M(133,93) = -0.0147890960239836118227448347563000000000
M(133,131) = -0.0073124665256599946834680837034700000000
Their sum is = -0.0266638047504637851729584672082700000000
The constant M(19,17) is = -0.0266638047504637851729584672082000000000
The difference (constant-sum) is = -7.00000000 E-32
**************************
The constant M(19,18) has to be equal to the sum of: 
M(133,18) = -0.0095769709334975649484075172948000000000
M(133,37) = 0.0108254637459232146014546428269000000000
M(133,75) = -0.0171022831767054163659029522678000000000
M(133,94) = -0.0122892014373935719365569471638000000000
M(133,113) = -0.0062885649204644655459654884530300000000
M(133,132) = -0.0155506624647813703860800416817000000000
Their sum is = -0.0499822191869191745814583040342299999998
The constant M(19,18) is = -0.0499822191869191745814583040343000000000
The difference (constant-sum) is = 7.00000002 E-32
**************************
The constant M(2,1) has to be equal to the sum of: 
M(134,1) = -0.0253530073912636574113054538543000000000
M(134,3) = 0.316761736182606431567373031545000000000
M(134,5) = 0.181601195987037318529075049551000000000
M(134,7) = 0.119002031128709848768574792057000000000
M(134,9) = -0.0244484871145653526253740195843000000000
M(134,11) = 0.063675471237689071021215308802900000000
M(134,13) = 0.0527390765197265064485076588002000000000
M(134,15) = -0.0186030497462707851620608872806000000000
M(134,17) = 0.0391778431109115061875466841836000000000
M(134,19) = 0.0282097144184204973126269802946000000000
M(134,21) = -0.0266767401678662889317396392120000000000
M(134,23) = 0.0205810236518742741838511069378000000000
M(134,25) = -0.0238803282982889882867463566816000000000
M(134,27) = -0.0284156687946521223199954335853000000000
M(134,29) = 0.0140219877579376573243726565006000000000
M(134,31) = 0.0073911930692282978661781717607000000000
M(134,33) = -0.0207113356180294437342863060034000000000
M(134,35) = -0.0275403479877451021255119960277000000000
M(134,37) = 0.000285333376175972443816063856969000000001
M(134,39) = -0.0197138067133184555840638424297000000000
M(134,41) = -0.00093440819305058266984478181615300000000
M(134,43) = -0.00356788052834841578609018375976000000000
M(134,45) = -0.0198816851585438212431157414064000000000
M(134,47) = -0.00080575497895270269289314406479800000000
M(134,49) = -0.0247203994921140836689795233212000000000
M(134,51) = -0.0283514043764897770909163436583000000000
M(134,53) = -0.0088239236865329888500285174096800000000
M(134,55) = -0.0260606743091361372584171512873000000000
M(134,57) = -0.0208377292349001315060157927461000000000
M(134,59) = -0.00244952377645382291319498997357000000000
M(134,61) = -0.0106677488365230320309683197292000000000
M(134,63) = -0.0187840097651566581724764606915000000000
M(134,65) = -0.0223687270762386114498465592661000000000
M(134,69) = -0.0242530562945040673082983307947000000000
M(134,71) = -0.0131009591869558347635989531738000000000
M(134,73) = -0.0128335277946977226679734411560000000000
M(134,75) = -0.0288985552191621988522275696112000000000
M(134,77) = -0.0209804670451655797838930588013000000000
M(134,79) = -0.0127085043959885766245229867486000000000
M(134,81) = -0.0230128341195674351928459177391000000000
M(134,83) = -0.0136512208311876226937668207506000000000
M(134,85) = -0.0243772966532285138482182558335000000000
M(134,87) = -0.0285811777004525008180912319562000000000
M(134,89) = -0.0112011426889904363031450477743000000000
M(134,91) = -0.0247989940810277980142750012092000000000
M(134,93) = -0.0243967447727448591887559796073000000000
M(134,95) = -0.0232431411412023952678262100690000000000
M(134,97) = -0.0168287618550195471256430322330000000000
M(134,99) = -0.0205503129544771267142785042115000000000
M(134,101) = -0.0162124918295274505734506794657000000000
M(134,103) = -0.0183110920085802967934812709990000000000
M(134,105) = -0.0216499626378071834494206789530000000000
M(134,107) = -0.0118344636173084344442975680322000000000
M(134,109) = -0.0198692822792391756258073080843000000000
M(134,111) = -0.0238814894914822715738106763880000000000
M(134,113) = -0.0186535224780486608414360751630000000000
M(134,115) = -0.0253041121159822505697874988453000000000
M(134,117) = -0.0230461643793815723682441507456000000000
M(134,119) = -0.0267948703018840296116162109846000000000
M(134,121) = -0.0236534719854106365134242993709000000000
M(134,123) = -0.0232606599068652969437824712002000000000
M(134,125) = -0.0265650283903447924880750021505000000000
M(134,127) = -0.0200173410370021065798963048243000000000
M(134,129) = -0.0234367490597815724765517333164000000000
M(134,131) = -0.0210860378888324567123991581427000000000
M(134,133) = -0.0262846893407115918599530174391000000000
And of the summand: 1/67
Their sum is = -0.238502787152357216244573161392094985050
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -7.90844101 E-31
**************************
The constant M(67,1) has to be equal to the sum of: 
M(134,1) = -0.0253530073912636574113054538543000000000
Their sum is = -0.0253530073912636574113054538543000000000
The constant M(67,1) is = -0.0253530073912636574113054538543000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,2) has to be equal to the sum of: 
M(134,69) = -0.0242530562945040673082983307947000000000
And of the summand: 1/2
Their sum is = 0.475746943705495932691701669205300000000
The constant M(67,2) is = 0.475746943705495932691701669205000000000
The difference (constant-sum) is = 3.000000012 E-31
**************************
The constant M(67,3) has to be equal to the sum of: 
M(134,3) = 0.316761736182606431567373031545000000000
Their sum is = 0.316761736182606431567373031545000000000
The constant M(67,3) is = 0.316761736182606431567373031545000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(67,4) has to be equal to the sum of: 
M(134,71) = -0.0131009591869558347635989531738000000000
Their sum is = -0.0131009591869558347635989531738000000000
The constant M(67,4) is = -0.0131009591869558347635989531738000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,5) has to be equal to the sum of: 
M(134,5) = 0.181601195987037318529075049551000000000
Their sum is = 0.181601195987037318529075049551000000000
The constant M(67,5) is = 0.181601195987037318529075049551000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(67,6) has to be equal to the sum of: 
M(134,73) = -0.0128335277946977226679734411560000000000
Their sum is = -0.0128335277946977226679734411560000000000
The constant M(67,6) is = -0.0128335277946977226679734411560000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,7) has to be equal to the sum of: 
M(134,7) = 0.119002031128709848768574792057000000000
Their sum is = 0.119002031128709848768574792057000000000
The constant M(67,7) is = 0.119002031128709848768574792057000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(67,8) has to be equal to the sum of: 
M(134,75) = -0.0288985552191621988522275696112000000000
Their sum is = -0.0288985552191621988522275696112000000000
The constant M(67,8) is = -0.0288985552191621988522275696112000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,9) has to be equal to the sum of: 
M(134,9) = -0.0244484871145653526253740195843000000000
Their sum is = -0.0244484871145653526253740195843000000000
The constant M(67,9) is = -0.0244484871145653526253740195843000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,10) has to be equal to the sum of: 
M(134,77) = -0.0209804670451655797838930588013000000000
Their sum is = -0.0209804670451655797838930588013000000000
The constant M(67,10) is = -0.0209804670451655797838930588013000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,11) has to be equal to the sum of: 
M(134,11) = 0.063675471237689071021215308802900000000
Their sum is = 0.063675471237689071021215308802900000000
The constant M(67,11) is = 0.063675471237689071021215308802900000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(67,12) has to be equal to the sum of: 
M(134,79) = -0.0127085043959885766245229867486000000000
Their sum is = -0.0127085043959885766245229867486000000000
The constant M(67,12) is = -0.0127085043959885766245229867486000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,13) has to be equal to the sum of: 
M(134,13) = 0.0527390765197265064485076588002000000000
Their sum is = 0.0527390765197265064485076588002000000000
The constant M(67,13) is = 0.0527390765197265064485076588002000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,14) has to be equal to the sum of: 
M(134,81) = -0.0230128341195674351928459177391000000000
Their sum is = -0.0230128341195674351928459177391000000000
The constant M(67,14) is = -0.0230128341195674351928459177391000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,15) has to be equal to the sum of: 
M(134,15) = -0.0186030497462707851620608872806000000000
Their sum is = -0.0186030497462707851620608872806000000000
The constant M(67,15) is = -0.0186030497462707851620608872806000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,16) has to be equal to the sum of: 
M(134,83) = -0.0136512208311876226937668207506000000000
Their sum is = -0.0136512208311876226937668207506000000000
The constant M(67,16) is = -0.0136512208311876226937668207506000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,17) has to be equal to the sum of: 
M(134,17) = 0.0391778431109115061875466841836000000000
Their sum is = 0.0391778431109115061875466841836000000000
The constant M(67,17) is = 0.0391778431109115061875466841836000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,18) has to be equal to the sum of: 
M(134,85) = -0.0243772966532285138482182558335000000000
Their sum is = -0.0243772966532285138482182558335000000000
The constant M(67,18) is = -0.0243772966532285138482182558335000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,19) has to be equal to the sum of: 
M(134,19) = 0.0282097144184204973126269802946000000000
Their sum is = 0.0282097144184204973126269802946000000000
The constant M(67,19) is = 0.0282097144184204973126269802946000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,20) has to be equal to the sum of: 
M(134,87) = -0.0285811777004525008180912319562000000000
Their sum is = -0.0285811777004525008180912319562000000000
The constant M(67,20) is = -0.0285811777004525008180912319562000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,21) has to be equal to the sum of: 
M(134,21) = -0.0266767401678662889317396392120000000000
Their sum is = -0.0266767401678662889317396392120000000000
The constant M(67,21) is = -0.0266767401678662889317396392120000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,22) has to be equal to the sum of: 
M(134,89) = -0.0112011426889904363031450477743000000000
Their sum is = -0.0112011426889904363031450477743000000000
The constant M(67,22) is = -0.0112011426889904363031450477743000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,23) has to be equal to the sum of: 
M(134,23) = 0.0205810236518742741838511069378000000000
Their sum is = 0.0205810236518742741838511069378000000000
The constant M(67,23) is = 0.0205810236518742741838511069378000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,24) has to be equal to the sum of: 
M(134,91) = -0.0247989940810277980142750012092000000000
Their sum is = -0.0247989940810277980142750012092000000000
The constant M(67,24) is = -0.0247989940810277980142750012092000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,25) has to be equal to the sum of: 
M(134,25) = -0.0238803282982889882867463566816000000000
Their sum is = -0.0238803282982889882867463566816000000000
The constant M(67,25) is = -0.0238803282982889882867463566816000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,26) has to be equal to the sum of: 
M(134,93) = -0.0243967447727448591887559796073000000000
Their sum is = -0.0243967447727448591887559796073000000000
The constant M(67,26) is = -0.0243967447727448591887559796073000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,27) has to be equal to the sum of: 
M(134,27) = -0.0284156687946521223199954335853000000000
Their sum is = -0.0284156687946521223199954335853000000000
The constant M(67,27) is = -0.0284156687946521223199954335853000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,28) has to be equal to the sum of: 
M(134,95) = -0.0232431411412023952678262100690000000000
Their sum is = -0.0232431411412023952678262100690000000000
The constant M(67,28) is = -0.0232431411412023952678262100690000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,29) has to be equal to the sum of: 
M(134,29) = 0.0140219877579376573243726565006000000000
Their sum is = 0.0140219877579376573243726565006000000000
The constant M(67,29) is = 0.0140219877579376573243726565006000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,30) has to be equal to the sum of: 
M(134,97) = -0.0168287618550195471256430322330000000000
Their sum is = -0.0168287618550195471256430322330000000000
The constant M(67,30) is = -0.0168287618550195471256430322330000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,31) has to be equal to the sum of: 
M(134,31) = 0.0073911930692282978661781717607000000000
Their sum is = 0.0073911930692282978661781717607000000000
The constant M(67,31) is = 0.0073911930692282978661781717607000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,32) has to be equal to the sum of: 
M(134,99) = -0.0205503129544771267142785042115000000000
Their sum is = -0.0205503129544771267142785042115000000000
The constant M(67,32) is = -0.0205503129544771267142785042115000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,33) has to be equal to the sum of: 
M(134,33) = -0.0207113356180294437342863060034000000000
Their sum is = -0.0207113356180294437342863060034000000000
The constant M(67,33) is = -0.0207113356180294437342863060034000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,34) has to be equal to the sum of: 
M(134,101) = -0.0162124918295274505734506794657000000000
Their sum is = -0.0162124918295274505734506794657000000000
The constant M(67,34) is = -0.0162124918295274505734506794657000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,35) has to be equal to the sum of: 
M(134,35) = -0.0275403479877451021255119960277000000000
Their sum is = -0.0275403479877451021255119960277000000000
The constant M(67,35) is = -0.0275403479877451021255119960277000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,36) has to be equal to the sum of: 
M(134,103) = -0.0183110920085802967934812709990000000000
Their sum is = -0.0183110920085802967934812709990000000000
The constant M(67,36) is = -0.0183110920085802967934812709990000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,37) has to be equal to the sum of: 
M(134,37) = 0.000285333376175972443816063856969000000001
Their sum is = 0.000285333376175972443816063856969000000001
The constant M(67,37) is = 0.000285333376175972443816063856969000000001
The difference (constant-sum) is = 0.E-42
**************************
The constant M(67,38) has to be equal to the sum of: 
M(134,105) = -0.0216499626378071834494206789530000000000
Their sum is = -0.0216499626378071834494206789530000000000
The constant M(67,38) is = -0.0216499626378071834494206789530000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,39) has to be equal to the sum of: 
M(134,39) = -0.0197138067133184555840638424297000000000
Their sum is = -0.0197138067133184555840638424297000000000
The constant M(67,39) is = -0.0197138067133184555840638424297000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,40) has to be equal to the sum of: 
M(134,107) = -0.0118344636173084344442975680322000000000
Their sum is = -0.0118344636173084344442975680322000000000
The constant M(67,40) is = -0.0118344636173084344442975680322000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,41) has to be equal to the sum of: 
M(134,41) = -0.00093440819305058266984478181615300000000
Their sum is = -0.00093440819305058266984478181615300000000
The constant M(67,41) is = -0.00093440819305058266984478181615300000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(67,42) has to be equal to the sum of: 
M(134,109) = -0.0198692822792391756258073080843000000000
Their sum is = -0.0198692822792391756258073080843000000000
The constant M(67,42) is = -0.0198692822792391756258073080843000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,43) has to be equal to the sum of: 
M(134,43) = -0.00356788052834841578609018375976000000000
Their sum is = -0.00356788052834841578609018375976000000000
The constant M(67,43) is = -0.00356788052834841578609018375976000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(67,44) has to be equal to the sum of: 
M(134,111) = -0.0238814894914822715738106763880000000000
Their sum is = -0.0238814894914822715738106763880000000000
The constant M(67,44) is = -0.0238814894914822715738106763880000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,45) has to be equal to the sum of: 
M(134,45) = -0.0198816851585438212431157414064000000000
Their sum is = -0.0198816851585438212431157414064000000000
The constant M(67,45) is = -0.0198816851585438212431157414064000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,46) has to be equal to the sum of: 
M(134,113) = -0.0186535224780486608414360751630000000000
Their sum is = -0.0186535224780486608414360751630000000000
The constant M(67,46) is = -0.0186535224780486608414360751630000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,47) has to be equal to the sum of: 
M(134,47) = -0.00080575497895270269289314406479800000000
Their sum is = -0.00080575497895270269289314406479800000000
The constant M(67,47) is = -0.00080575497895270269289314406479800000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(67,48) has to be equal to the sum of: 
M(134,115) = -0.0253041121159822505697874988453000000000
Their sum is = -0.0253041121159822505697874988453000000000
The constant M(67,48) is = -0.0253041121159822505697874988453000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,49) has to be equal to the sum of: 
M(134,49) = -0.0247203994921140836689795233212000000000
Their sum is = -0.0247203994921140836689795233212000000000
The constant M(67,49) is = -0.0247203994921140836689795233212000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,50) has to be equal to the sum of: 
M(134,117) = -0.0230461643793815723682441507456000000000
Their sum is = -0.0230461643793815723682441507456000000000
The constant M(67,50) is = -0.0230461643793815723682441507456000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,51) has to be equal to the sum of: 
M(134,51) = -0.0283514043764897770909163436583000000000
Their sum is = -0.0283514043764897770909163436583000000000
The constant M(67,51) is = -0.0283514043764897770909163436583000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,52) has to be equal to the sum of: 
M(134,119) = -0.0267948703018840296116162109846000000000
Their sum is = -0.0267948703018840296116162109846000000000
The constant M(67,52) is = -0.0267948703018840296116162109846000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,53) has to be equal to the sum of: 
M(134,53) = -0.0088239236865329888500285174096800000000
Their sum is = -0.0088239236865329888500285174096800000000
The constant M(67,53) is = -0.0088239236865329888500285174096800000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,54) has to be equal to the sum of: 
M(134,121) = -0.0236534719854106365134242993709000000000
Their sum is = -0.0236534719854106365134242993709000000000
The constant M(67,54) is = -0.0236534719854106365134242993709000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,55) has to be equal to the sum of: 
M(134,55) = -0.0260606743091361372584171512873000000000
Their sum is = -0.0260606743091361372584171512873000000000
The constant M(67,55) is = -0.0260606743091361372584171512873000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,56) has to be equal to the sum of: 
M(134,123) = -0.0232606599068652969437824712002000000000
Their sum is = -0.0232606599068652969437824712002000000000
The constant M(67,56) is = -0.0232606599068652969437824712002000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,57) has to be equal to the sum of: 
M(134,57) = -0.0208377292349001315060157927461000000000
Their sum is = -0.0208377292349001315060157927461000000000
The constant M(67,57) is = -0.0208377292349001315060157927461000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,58) has to be equal to the sum of: 
M(134,125) = -0.0265650283903447924880750021505000000000
Their sum is = -0.0265650283903447924880750021505000000000
The constant M(67,58) is = -0.0265650283903447924880750021505000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,59) has to be equal to the sum of: 
M(134,59) = -0.00244952377645382291319498997357000000000
Their sum is = -0.00244952377645382291319498997357000000000
The constant M(67,59) is = -0.00244952377645382291319498997357000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(67,60) has to be equal to the sum of: 
M(134,127) = -0.0200173410370021065798963048243000000000
Their sum is = -0.0200173410370021065798963048243000000000
The constant M(67,60) is = -0.0200173410370021065798963048243000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,61) has to be equal to the sum of: 
M(134,61) = -0.0106677488365230320309683197292000000000
Their sum is = -0.0106677488365230320309683197292000000000
The constant M(67,61) is = -0.0106677488365230320309683197292000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,62) has to be equal to the sum of: 
M(134,129) = -0.0234367490597815724765517333164000000000
Their sum is = -0.0234367490597815724765517333164000000000
The constant M(67,62) is = -0.0234367490597815724765517333164000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,63) has to be equal to the sum of: 
M(134,63) = -0.0187840097651566581724764606915000000000
Their sum is = -0.0187840097651566581724764606915000000000
The constant M(67,63) is = -0.0187840097651566581724764606915000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,64) has to be equal to the sum of: 
M(134,131) = -0.0210860378888324567123991581427000000000
Their sum is = -0.0210860378888324567123991581427000000000
The constant M(67,64) is = -0.0210860378888324567123991581427000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,65) has to be equal to the sum of: 
M(134,65) = -0.0223687270762386114498465592661000000000
Their sum is = -0.0223687270762386114498465592661000000000
The constant M(67,65) is = -0.0223687270762386114498465592661000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(67,66) has to be equal to the sum of: 
M(134,133) = -0.0262846893407115918599530174391000000000
Their sum is = -0.0262846893407115918599530174391000000000
The constant M(67,66) is = -0.0262846893407115918599530174391000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(3,1) has to be equal to the sum of: 
M(135,1) = -0.0210341006541788139063167466445000000000
M(135,4) = -0.0174150274163763815615615374004000000000
M(135,7) = 0.121826884940626685403934043036000000000
M(135,13) = 0.0541536992644747322153533522246000000000
M(135,16) = -0.0164425807923298883040927477926000000000
M(135,19) = 0.0257976741695353075950360382504000000000
M(135,22) = -0.0202469143992719676480805236604000000000
M(135,28) = -0.0190394106795783110433588504030000000000
M(135,31) = 0.0059156731384242153879203823047900000000
M(135,34) = -0.0242601981061924358287319837290000000000
M(135,37) = 0.0046537704299402395729394238259700000000
M(135,43) = 0.00123164068529185350645721185006000000000
M(135,46) = -0.0209899904377243142830265650346000000000
M(135,49) = -0.0249266794249978626180900423254000000000
M(135,52) = -0.0234703337736109264813981054353000000000
M(135,58) = -0.0183922021435242072258555163879000000000
M(135,61) = -0.0067688296492053856849240134121300000000
M(135,64) = -0.0195018513277959302737686464831000000000
M(135,67) = -0.0073964568920164092859029398218300000000
M(135,73) = -0.0100360284553086320073429017592000000000
M(135,76) = -0.0198977477393931316318298588896000000000
M(135,79) = -0.0100588944861272224043043528880000000000
M(135,82) = -0.0226900324180236648879267729190000000000
M(135,88) = -0.0216484176263049973354722833475000000000
M(135,91) = -0.0251749043448416756396167221257000000000
M(135,94) = -0.0192035326857097631799362527979000000000
M(135,97) = -0.0130301381653182426686934308171000000000
M(135,103) = -0.0126331629342896651833936238856000000000
M(135,106) = -0.0219028124472550072077041560612000000000
M(135,109) = -0.0140268339148037707504324737679000000000
M(135,112) = -0.0249423776446520949644211451221000000000
M(135,118) = -0.0249383908012316869918009455403000000000
M(135,121) = -0.0243526860370635308527323043242000000000
M(135,124) = -0.0263034364780338128056752912983000000000
M(135,127) = -0.0153781337088586528773297711057000000000
M(135,133) = -0.0243677165537177772675695135131000000000
Their sum is = -0.356890479509443129119649567200739999992
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 2.600000076 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(135,2) = 0.482816675538838984340930088127000000000
M(135,8) = -0.0243741769221480136790279372101000000000
M(135,11) = 0.069461575128049424782696387587099999999
M(135,14) = -0.0168207275319277688793157595288000000000
M(135,17) = 0.0363211115476562006574530128782000000000
M(135,23) = 0.0221156925909140755757698458088000000000
M(135,26) = -0.0230585370752990272037044258838000000000
M(135,29) = 0.0102377960036671550623604024312000000000
M(135,32) = -0.0209301892065050753142993412007000000000
M(135,38) = -0.0183714406240126740333693212847000000000
M(135,41) = -0.0000357173507985066927506396524547000000000
M(135,44) = -0.0177359336122431346166301276803000000000
M(135,47) = -0.000369044002387262225292813580165000000000
M(135,53) = -0.0064494868496275003758036917837300000000
M(135,56) = -0.0198141309034508168064294560976000000000
M(135,59) = -0.0092359089427449152910650910757200000000
M(135,62) = -0.0198917508459918890301783403646000000000
M(135,68) = -0.0243507926713540957099928495170000000000
M(135,71) = -0.0121314585439206450493594773130000000000
M(135,74) = -0.0233241851464688391948591771606000000000
M(135,77) = -0.0216446012092164055825627690780000000000
M(135,83) = -0.0109483343142913528520106876051000000000
M(135,86) = -0.0222725874535903505850386621297000000000
M(135,89) = -0.0124638981461879819866446341362000000000
M(135,92) = -0.0221577810099292395755817848602000000000
M(135,98) = -0.0201410365297347476616850521255000000000
M(135,101) = -0.0134126319469929811326047771043000000000
M(135,104) = -0.0194168710712512055265550512260000000000
M(135,107) = -0.0157024328584506617104262031504999999999
M(135,113) = -0.0131339870504937393349426889708000000000
M(135,116) = -0.0201471544141579890887111534874000000000
M(135,119) = -0.0233928083002293362047334390964000000000
M(135,122) = -0.0216717799708543995611197984588000000000
M(135,128) = -0.0233593776766198340827842511631000000000
M(135,131) = -0.0167758284635305592411430076368000000000
M(135,134) = -0.0223639011409623126488442547934000000000
And of the summand: 1/5
Their sum is = 0.285054359023752579541743072476830300019
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -1.696999804 E-31
**************************
The constant M(5,1) has to be equal to the sum of: 
M(135,1) = -0.0210341006541788139063167466445000000000
M(135,11) = 0.069461575128049424782696387587099999999
M(135,16) = -0.0164425807923298883040927477926000000000
M(135,26) = -0.0230585370752990272037044258838000000000
M(135,31) = 0.0059156731384242153879203823047900000000
M(135,41) = -0.0000357173507985066927506396524547000000000
M(135,46) = -0.0209899904377243142830265650346000000000
M(135,56) = -0.0198141309034508168064294560976000000000
M(135,61) = -0.0067688296492053856849240134121300000000
M(135,71) = -0.0121314585439206450493594773130000000000
M(135,76) = -0.0198977477393931316318298588896000000000
M(135,86) = -0.0222725874535903505850386621297000000000
M(135,91) = -0.0251749043448416756396167221257000000000
M(135,101) = -0.0134126319469929811326047771043000000000
M(135,106) = -0.0219028124472550072077041560612000000000
M(135,116) = -0.0201471544141579890887111534874000000000
M(135,121) = -0.0243526860370635308527323043242000000000
M(135,131) = -0.0167758284635305592411430076368000000000
Their sum is = -0.208834449987258983139367943697694699999
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 3.053000011 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(135,2) = 0.482816675538838984340930088127000000000
M(135,7) = 0.121826884940626685403934043036000000000
M(135,17) = 0.0363211115476562006574530128782000000000
M(135,22) = -0.0202469143992719676480805236604000000000
M(135,32) = -0.0209301892065050753142993412007000000000
M(135,37) = 0.0046537704299402395729394238259700000000
M(135,47) = -0.000369044002387262225292813580165000000000
M(135,52) = -0.0234703337736109264813981054353000000000
M(135,62) = -0.0198917508459918890301783403646000000000
M(135,67) = -0.0073964568920164092859029398218300000000
M(135,77) = -0.0216446012092164055825627690780000000000
M(135,82) = -0.0226900324180236648879267729190000000000
M(135,92) = -0.0221577810099292395755817848602000000000
M(135,97) = -0.0130301381653182426686934308171000000000
M(135,107) = -0.0157024328584506617104262031504999999999
M(135,112) = -0.0249423776446520949644211451221000000000
M(135,122) = -0.0216717799708543995611197984588000000000
M(135,127) = -0.0153781337088586528773297711057000000000
Their sum is = 0.396096476351975218162042828292775000010
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 7.750000106 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(135,8) = -0.0243741769221480136790279372101000000000
M(135,13) = 0.0541536992644747322153533522246000000000
M(135,23) = 0.0221156925909140755757698458088000000000
M(135,28) = -0.0190394106795783110433588504030000000000
M(135,38) = -0.0183714406240126740333693212847000000000
M(135,43) = 0.00123164068529185350645721185006000000000
M(135,53) = -0.0064494868496275003758036917837300000000
M(135,58) = -0.0183922021435242072258555163879000000000
M(135,68) = -0.0243507926713540957099928495170000000000
M(135,73) = -0.0100360284553086320073429017592000000000
M(135,83) = -0.0109483343142913528520106876051000000000
M(135,88) = -0.0216484176263049973354722833475000000000
M(135,98) = -0.0201410365297347476616850521255000000000
M(135,103) = -0.0126331629342896651833936238856000000000
M(135,113) = -0.0131339870504937393349426889708000000000
M(135,118) = -0.0249383908012316869918009455403000000000
M(135,128) = -0.0233593776766198340827842511631000000000
M(135,133) = -0.0243677165537177772675695135131000000000
And of the summand: 1/3
Their sum is = 0.138650404041776759846503628720163333335
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 1.633333355 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(135,4) = -0.0174150274163763815615615374004000000000
M(135,14) = -0.0168207275319277688793157595288000000000
M(135,19) = 0.0257976741695353075950360382504000000000
M(135,29) = 0.0102377960036671550623604024312000000000
M(135,34) = -0.0242601981061924358287319837290000000000
M(135,44) = -0.0177359336122431346166301276803000000000
M(135,49) = -0.0249266794249978626180900423254000000000
M(135,59) = -0.0092359089427449152910650910757200000000
M(135,64) = -0.0195018513277959302737686464831000000000
M(135,74) = -0.0233241851464688391948591771606000000000
M(135,79) = -0.0100588944861272224043043528880000000000
M(135,89) = -0.0124638981461879819866446341362000000000
M(135,94) = -0.0192035326857097631799362527979000000000
M(135,104) = -0.0194168710712512055265550512260000000000
M(135,109) = -0.0140268339148037707504324737679000000000
M(135,119) = -0.0233928083002293362047334390964000000000
M(135,124) = -0.0263034364780338128056752912983000000000
M(135,134) = -0.0223639011409623126488442547934000000000
Their sum is = -0.264415217558850211113751674705819999996
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.800000042 E-31
**************************
The constant M(9,1) has to be equal to the sum of: 
M(135,1) = -0.0210341006541788139063167466445000000000
M(135,19) = 0.0257976741695353075950360382504000000000
M(135,28) = -0.0190394106795783110433588504030000000000
M(135,37) = 0.0046537704299402395729394238259700000000
M(135,46) = -0.0209899904377243142830265650346000000000
M(135,64) = -0.0195018513277959302737686464831000000000
M(135,73) = -0.0100360284553086320073429017592000000000
M(135,82) = -0.0226900324180236648879267729190000000000
M(135,91) = -0.0251749043448416756396167221257000000000
M(135,109) = -0.0140268339148037707504324737679000000000
M(135,118) = -0.0249383908012316869918009455403000000000
M(135,127) = -0.0153781337088586528773297711057000000000
Their sum is = -0.162358232142869905492944933706629999999
The constant M(9,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 3.700000007 E-31
**************************
The constant M(9,2) has to be equal to the sum of: 
M(135,2) = 0.482816675538838984340930088127000000000
M(135,11) = 0.069461575128049424782696387587099999999
M(135,29) = 0.0102377960036671550623604024312000000000
M(135,38) = -0.0183714406240126740333693212847000000000
M(135,47) = -0.000369044002387262225292813580165000000000
M(135,56) = -0.0198141309034508168064294560976000000000
M(135,74) = -0.0233241851464688391948591771606000000000
M(135,83) = -0.0109483343142913528520106876051000000000
M(135,92) = -0.0221577810099292395755817848602000000000
M(135,101) = -0.0134126319469929811326047771043000000000
M(135,119) = -0.0233928083002293362047334390964000000000
M(135,128) = -0.0233593776766198340827842511631000000000
Their sum is = 0.407366312746173228078321170193135000004
The constant M(9,2) is = 0.407366312746173228078321170193000000000
The difference (constant-sum) is = 1.350000043 E-31
**************************
The constant M(9,4) has to be equal to the sum of: 
M(135,4) = -0.0174150274163763815615615374004000000000
M(135,13) = 0.0541536992644747322153533522246000000000
M(135,22) = -0.0202469143992719676480805236604000000000
M(135,31) = 0.0059156731384242153879203823047900000000
M(135,49) = -0.0249266794249978626180900423254000000000
M(135,58) = -0.0183922021435242072258555163879000000000
M(135,67) = -0.0073964568920164092859029398218300000000
M(135,76) = -0.0198977477393931316318298588896000000000
M(135,94) = -0.0192035326857097631799362527979000000000
M(135,103) = -0.0126331629342896651833936238856000000000
M(135,112) = -0.0249423776446520949644211451221000000000
M(135,121) = -0.0243526860370635308527323043242000000000
Their sum is = -0.129337414914396066548530010085939999999
The constant M(9,4) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = 6.00000014 E-32
**************************
The constant M(9,5) has to be equal to the sum of: 
M(135,14) = -0.0168207275319277688793157595288000000000
M(135,23) = 0.0221156925909140755757698458088000000000
M(135,32) = -0.0209301892065050753142993412007000000000
M(135,41) = -0.0000357173507985066927506396524547000000000
M(135,59) = -0.0092359089427449152910650910757200000000
M(135,68) = -0.0243507926713540957099928495170000000000
M(135,77) = -0.0216446012092164055825627690780000000000
M(135,86) = -0.0222725874535903505850386621297000000000
M(135,104) = -0.0194168710712512055265550512260000000000
M(135,113) = -0.0131339870504937393349426889708000000000
M(135,122) = -0.0216717799708543995611197984588000000000
M(135,131) = -0.0167758284635305592411430076368000000000
And of the summand: 1/5
Their sum is = 0.0358267016686470538569841873340253000016
The constant M(9,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = 2.530000163 E-32
**************************
The constant M(9,7) has to be equal to the sum of: 
M(135,7) = 0.121826884940626685403934043036000000000
M(135,16) = -0.0164425807923298883040927477926000000000
M(135,34) = -0.0242601981061924358287319837290000000000
M(135,43) = 0.00123164068529185350645721185006000000000
M(135,52) = -0.0234703337736109264813981054353000000000
M(135,61) = -0.0067688296492053856849240134121300000000
M(135,79) = -0.0100588944861272224043043528880000000000
M(135,88) = -0.0216484176263049973354722833475000000000
M(135,97) = -0.0130301381653182426686934308171000000000
M(135,106) = -0.0219028124472550072077041560612000000000
M(135,124) = -0.0263034364780338128056752912983000000000
M(135,133) = -0.0243677165537177772675695135131000000000
Their sum is = -0.065194832452177157078174623408169999999
The constant M(9,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 4.300000006 E-31
**************************
The constant M(9,8) has to be equal to the sum of: 
M(135,8) = -0.0243741769221480136790279372101000000000
M(135,17) = 0.0363211115476562006574530128782000000000
M(135,26) = -0.0230585370752990272037044258838000000000
M(135,44) = -0.0177359336122431346166301276803000000000
M(135,53) = -0.0064494868496275003758036917837300000000
M(135,62) = -0.0198917508459918890301783403646000000000
M(135,71) = -0.0121314585439206450493594773130000000000
M(135,89) = -0.0124638981461879819866446341362000000000
M(135,98) = -0.0201410365297347476616850521255000000000
M(135,107) = -0.0157024328584506617104262031504999999999
M(135,116) = -0.0201471544141579890887111534874000000000
M(135,134) = -0.0223639011409623126488442547934000000000
Their sum is = -0.158138655391067702393562285050329999998
The constant M(9,8) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -3.299999983 E-31
**************************
The constant M(15,1) has to be equal to the sum of: 
M(135,1) = -0.0210341006541788139063167466445000000000
M(135,16) = -0.0164425807923298883040927477926000000000
M(135,31) = 0.0059156731384242153879203823047900000000
M(135,46) = -0.0209899904377243142830265650346000000000
M(135,61) = -0.0067688296492053856849240134121300000000
M(135,76) = -0.0198977477393931316318298588896000000000
M(135,91) = -0.0251749043448416756396167221257000000000
M(135,106) = -0.0219028124472550072077041560612000000000
M(135,121) = -0.0243526860370635308527323043242000000000
Their sum is = -0.150647978963567532122322731979739999999
The constant M(15,1) is = -0.150647978963567532122322731980000000000
The difference (constant-sum) is = 2.600000003 E-31
**************************
The constant M(15,2) has to be equal to the sum of: 
M(135,2) = 0.482816675538838984340930088127000000000
M(135,17) = 0.0363211115476562006574530128782000000000
M(135,32) = -0.0209301892065050753142993412007000000000
M(135,47) = -0.000369044002387262225292813580165000000000
M(135,62) = -0.0198917508459918890301783403646000000000
M(135,77) = -0.0216446012092164055825627690780000000000
M(135,92) = -0.0221577810099292395755817848602000000000
M(135,107) = -0.0157024328584506617104262031504999999999
M(135,122) = -0.0216717799708543995611197984588000000000
Their sum is = 0.396770207983160251998922050312235000004
The constant M(15,2) is = 0.396770207983160251998922050312000000000
The difference (constant-sum) is = 2.350000052 E-31
**************************
The constant M(15,4) has to be equal to the sum of: 
M(135,4) = -0.0174150274163763815615615374004000000000
M(135,19) = 0.0257976741695353075950360382504000000000
M(135,34) = -0.0242601981061924358287319837290000000000
M(135,49) = -0.0249266794249978626180900423254000000000
M(135,64) = -0.0195018513277959302737686464831000000000
M(135,79) = -0.0100588944861272224043043528880000000000
M(135,94) = -0.0192035326857097631799362527979000000000
M(135,109) = -0.0140268339148037707504324737679000000000
M(135,124) = -0.0263034364780338128056752912983000000000
Their sum is = -0.129898779670501871827464542439599999999
The constant M(15,4) is = -0.129898779670501871827464542440000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(15,7) has to be equal to the sum of: 
M(135,7) = 0.121826884940626685403934043036000000000
M(135,22) = -0.0202469143992719676480805236604000000000
M(135,37) = 0.0046537704299402395729394238259700000000
M(135,52) = -0.0234703337736109264813981054353000000000
M(135,67) = -0.0073964568920164092859029398218300000000
M(135,82) = -0.0226900324180236648879267729190000000000
M(135,97) = -0.0130301381653182426686934308171000000000
M(135,112) = -0.0249423776446520949644211451221000000000
M(135,127) = -0.0153781337088586528773297711057000000000
Their sum is = -0.00067373163118503383687922201945999999966
The constant M(15,7) is = -0.00067373163118503383687922201990400000000
The difference (constant-sum) is = 4.440000003305899986 E-31
**************************
The constant M(15,8) has to be equal to the sum of: 
M(135,8) = -0.0243741769221480136790279372101000000000
M(135,23) = 0.0221156925909140755757698458088000000000
M(135,38) = -0.0183714406240126740333693212847000000000
M(135,53) = -0.0064494868496275003758036917837300000000
M(135,68) = -0.0243507926713540957099928495170000000000
M(135,83) = -0.0109483343142913528520106876051000000000
M(135,98) = -0.0201410365297347476616850521255000000000
M(135,113) = -0.0131339870504937393349426889708000000000
M(135,128) = -0.0233593776766198340827842511631000000000
Their sum is = -0.119012940047367882153846633851229999999
The constant M(15,8) is = -0.119012940047367882153846633851000000000
The difference (constant-sum) is = -2.299999996 E-31
**************************
The constant M(15,11) has to be equal to the sum of: 
M(135,11) = 0.069461575128049424782696387587099999999
M(135,26) = -0.0230585370752990272037044258838000000000
M(135,41) = -0.0000357173507985066927506396524547000000000
M(135,56) = -0.0198141309034508168064294560976000000000
M(135,71) = -0.0121314585439206450493594773130000000000
M(135,86) = -0.0222725874535903505850386621297000000000
M(135,101) = -0.0134126319469929811326047771043000000000
M(135,116) = -0.0201471544141579890887111534874000000000
M(135,131) = -0.0167758284635305592411430076368000000000
Their sum is = -0.0581864710236914510170452117179546999996
The constant M(15,11) is = -0.0581864710236914510170452117180000000000
The difference (constant-sum) is = 4.530000046 E-32
**************************
The constant M(15,13) has to be equal to the sum of: 
M(135,13) = 0.0541536992644747322153533522246000000000
M(135,28) = -0.0190394106795783110433588504030000000000
M(135,43) = 0.00123164068529185350645721185006000000000
M(135,58) = -0.0183922021435242072258555163879000000000
M(135,73) = -0.0100360284553086320073429017592000000000
M(135,88) = -0.0216484176263049973354722833475000000000
M(135,103) = -0.0126331629342896651833936238856000000000
M(135,118) = -0.0249383908012316869918009455403000000000
M(135,133) = -0.0243677165537177772675695135131000000000
Their sum is = -0.075669989244188691332983070761939999999
The constant M(15,13) is = -0.075669989244188691332983070761800000000
The difference (constant-sum) is = -1.399999996 E-31
**************************
The constant M(15,14) has to be equal to the sum of: 
M(135,14) = -0.0168207275319277688793157595288000000000
M(135,29) = 0.0102377960036671550623604024312000000000
M(135,44) = -0.0177359336122431346166301276803000000000
M(135,59) = -0.0092359089427449152910650910757200000000
M(135,74) = -0.0233241851464688391948591771606000000000
M(135,89) = -0.0124638981461879819866446341362000000000
M(135,104) = -0.0194168710712512055265550512260000000000
M(135,119) = -0.0233928083002293362047334390964000000000
M(135,134) = -0.0223639011409623126488442547934000000000
Their sum is = -0.134516437888348339286287132266219999999
The constant M(15,14) is = -0.134516437888348339286287132265999999999
The difference (constant-sum) is = -2.199999993 E-31
**************************
The constant M(27,1) has to be equal to the sum of: 
M(135,1) = -0.0210341006541788139063167466445000000000
M(135,28) = -0.0190394106795783110433588504030000000000
M(135,82) = -0.0226900324180236648879267729190000000000
M(135,109) = -0.0140268339148037707504324737679000000000
Their sum is = -0.076790377666584560588034843734399999999
The constant M(27,1) is = -0.076790377666584560588034843734300000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(27,2) has to be equal to the sum of: 
M(135,2) = 0.482816675538838984340930088127000000000
M(135,29) = 0.0102377960036671550623604024312000000000
M(135,56) = -0.0198141309034508168064294560976000000000
M(135,83) = -0.0109483343142913528520106876051000000000
Their sum is = 0.462292006324763969744850346855500000002
The constant M(27,2) is = 0.462292006324763969744850346855000000000
The difference (constant-sum) is = 5.000000016 E-31
**************************
The constant M(27,4) has to be equal to the sum of: 
M(135,4) = -0.0174150274163763815615615374004000000000
M(135,31) = 0.0059156731384242153879203823047900000000
M(135,58) = -0.0183922021435242072258555163879000000000
M(135,112) = -0.0249423776446520949644211451221000000000
Their sum is = -0.0548339340661284683639178166056100000000
The constant M(27,4) is = -0.0548339340661284683639178166057000000000
The difference (constant-sum) is = 8.99999999 E-32
**************************
The constant M(27,5) has to be equal to the sum of: 
M(135,32) = -0.0209301892065050753142993412007000000000
M(135,59) = -0.0092359089427449152910650910757200000000
M(135,86) = -0.0222725874535903505850386621297000000000
M(135,113) = -0.0131339870504937393349426889708000000000
And of the summand: 1/5
Their sum is = 0.134427327346665919474654216623080000000
The constant M(27,5) is = 0.134427327346665919474654216623000000000
The difference (constant-sum) is = 8.00000004 E-32
**************************
The constant M(27,7) has to be equal to the sum of: 
M(135,7) = 0.121826884940626685403934043036000000000
M(135,34) = -0.0242601981061924358287319837290000000000
M(135,61) = -0.0067688296492053856849240134121300000000
M(135,88) = -0.0216484176263049973354722833475000000000
Their sum is = 0.069149439558923866554805762547370000000
The constant M(27,7) is = 0.069149439558923866554805762547000000000
The difference (constant-sum) is = 3.700000007 E-31
**************************
The constant M(27,8) has to be equal to the sum of: 
M(135,8) = -0.0243741769221480136790279372101000000000
M(135,62) = -0.0198917508459918890301783403646000000000
M(135,89) = -0.0124638981461879819866446341362000000000
M(135,116) = -0.0201471544141579890887111534874000000000
Their sum is = -0.076876980328485873784562065198299999999
The constant M(27,8) is = -0.076876980328485873784562065198400000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(27,10) has to be equal to the sum of: 
M(135,37) = 0.0046537704299402395729394238259700000000
M(135,64) = -0.0195018513277959302737686464831000000000
M(135,91) = -0.0251749043448416756396167221257000000000
M(135,118) = -0.0249383908012316869918009455403000000000
Their sum is = -0.064961376043929053332246890323130000000
The constant M(27,10) is = -0.064961376043929053332246890323200000000
The difference (constant-sum) is = 6.99999998 E-32
**************************
The constant M(27,11) has to be equal to the sum of: 
M(135,11) = 0.069461575128049424782696387587099999999
M(135,38) = -0.0183714406240126740333693212847000000000
M(135,92) = -0.0221577810099292395755817848602000000000
M(135,119) = -0.0233928083002293362047334390964000000000
Their sum is = 0.0055395451938781749690118423458000000001
The constant M(27,11) is = 0.0055395451938781749690118423457500000000
The difference (constant-sum) is = 5.00000001 E-32
**************************
The constant M(27,13) has to be equal to the sum of: 
M(135,13) = 0.0541536992644747322153533522246000000000
M(135,67) = -0.0073964568920164092859029398218300000000
M(135,94) = -0.0192035326857097631799362527979000000000
M(135,121) = -0.0243526860370635308527323043242000000000
Their sum is = 0.00320102364968502889678185528066999999988
The constant M(27,13) is = 0.00320102364968502889678185528072000000000
The difference (constant-sum) is = -5.000000011952375668 E-32
**************************
The constant M(27,14) has to be equal to the sum of: 
M(135,14) = -0.0168207275319277688793157595288000000000
M(135,41) = -0.0000357173507985066927506396524547000000000
M(135,68) = -0.0243507926713540957099928495170000000000
M(135,122) = -0.0216717799708543995611197984588000000000
Their sum is = -0.062879017524934770843179047157054699999
The constant M(27,14) is = -0.062879017524934770843179047157000000000
The difference (constant-sum) is = -5.46999997 E-32
**************************
The constant M(27,16) has to be equal to the sum of: 
M(135,16) = -0.0164425807923298883040927477926000000000
M(135,43) = 0.00123164068529185350645721185006000000000
M(135,97) = -0.0130301381653182426686934308171000000000
M(135,124) = -0.0263034364780338128056752912983000000000
Their sum is = -0.0545445147503900902720042580579400000000
The constant M(27,16) is = -0.0545445147503900902720042580580000000000
The difference (constant-sum) is = 5.99999999 E-32
**************************
The constant M(27,17) has to be equal to the sum of: 
M(135,17) = 0.0363211115476562006574530128782000000000
M(135,44) = -0.0177359336122431346166301276803000000000
M(135,71) = -0.0121314585439206450493594773130000000000
M(135,98) = -0.0201410365297347476616850521255000000000
Their sum is = -0.0136873171382423266702216442405999999999
The constant M(27,17) is = -0.0136873171382423266702216442406000000000
The difference (constant-sum) is = 4.59177480 E-41
**************************
The constant M(27,19) has to be equal to the sum of: 
M(135,19) = 0.0257976741695353075950360382504000000000
M(135,46) = -0.0209899904377243142830265650346000000000
M(135,73) = -0.0100360284553086320073429017592000000000
M(135,127) = -0.0153781337088586528773297711057000000000
Their sum is = -0.0206064784323562915726631996490999999999
The constant M(27,19) is = -0.0206064784323562915726631996491000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(27,20) has to be equal to the sum of: 
M(135,47) = -0.000369044002387262225292813580165000000000
M(135,74) = -0.0233241851464688391948591771606000000000
M(135,101) = -0.0134126319469929811326047771043000000000
M(135,128) = -0.0233593776766198340827842511631000000000
Their sum is = -0.0604652387724689166355410190081649999998
The constant M(27,20) is = -0.0604652387724689166355410190081000000000
The difference (constant-sum) is = -6.49999999 E-32
**************************
The constant M(27,22) has to be equal to the sum of: 
M(135,22) = -0.0202469143992719676480805236604000000000
M(135,49) = -0.0249266794249978626180900423254000000000
M(135,76) = -0.0198977477393931316318298588896000000000
M(135,103) = -0.0126331629342896651833936238856000000000
Their sum is = -0.077704504497952627081394048760999999999
The constant M(27,22) is = -0.077704504497952627081394048761100000000
The difference (constant-sum) is = 1.000000005 E-31
**************************
The constant M(27,23) has to be equal to the sum of: 
M(135,23) = 0.0221156925909140755757698458088000000000
M(135,77) = -0.0216446012092164055825627690780000000000
M(135,104) = -0.0194168710712512055265550512260000000000
M(135,131) = -0.0167758284635305592411430076368000000000
Their sum is = -0.0357216081530840947744909821320000000000
The constant M(27,23) is = -0.0357216081530840947744909821320000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(27,25) has to be equal to the sum of: 
M(135,52) = -0.0234703337736109264813981054353000000000
M(135,79) = -0.0100588944861272224043043528880000000000
M(135,106) = -0.0219028124472550072077041560612000000000
M(135,133) = -0.0243677165537177772675695135131000000000
Their sum is = -0.079799757260710933360976127897599999999
The constant M(27,25) is = -0.079799757260710933360976127897600000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(27,26) has to be equal to the sum of: 
M(135,26) = -0.0230585370752990272037044258838000000000
M(135,53) = -0.0064494868496275003758036917837300000000
M(135,107) = -0.0157024328584506617104262031504999999999
M(135,134) = -0.0223639011409623126488442547934000000000
Their sum is = -0.067574357924339501938778575611430000000
The constant M(27,26) is = -0.067574357924339501938778575611400000000
The difference (constant-sum) is = -2.999999998 E-32
**************************
The constant M(45,1) has to be equal to the sum of: 
M(135,1) = -0.0210341006541788139063167466445000000000
M(135,46) = -0.0209899904377243142830265650346000000000
M(135,91) = -0.0251749043448416756396167221257000000000
Their sum is = -0.067198995436744803828960033804799999999
The constant M(45,1) is = -0.067198995436744803828960033804900000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(45,2) has to be equal to the sum of: 
M(135,2) = 0.482816675538838984340930088127000000000
M(135,47) = -0.000369044002387262225292813580165000000000
M(135,92) = -0.0221577810099292395755817848602000000000
Their sum is = 0.460289850526522482540055489686635000002
The constant M(45,2) is = 0.460289850526522482540055489686000000000
The difference (constant-sum) is = 6.350000014 E-31
**************************
The constant M(45,4) has to be equal to the sum of: 
M(135,4) = -0.0174150274163763815615615374004000000000
M(135,49) = -0.0249266794249978626180900423254000000000
M(135,94) = -0.0192035326857097631799362527979000000000
Their sum is = -0.0615452395270840073595878325237000000000
The constant M(45,4) is = -0.0615452395270840073595878325238000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(45,7) has to be equal to the sum of: 
M(135,7) = 0.121826884940626685403934043036000000000
M(135,52) = -0.0234703337736109264813981054353000000000
M(135,97) = -0.0130301381653182426686934308171000000000
Their sum is = 0.085326413001697516253842506783600000000
The constant M(45,7) is = 0.085326413001697516253842506783100000000
The difference (constant-sum) is = 5.000000002 E-31
**************************
The constant M(45,8) has to be equal to the sum of: 
M(135,8) = -0.0243741769221480136790279372101000000000
M(135,53) = -0.0064494868496275003758036917837300000000
M(135,98) = -0.0201410365297347476616850521255000000000
Their sum is = -0.0509647003015102617165166811193299999998
The constant M(45,8) is = -0.0509647003015102617165166811194000000000
The difference (constant-sum) is = 7.00000002 E-32
**************************
The constant M(45,11) has to be equal to the sum of: 
M(135,11) = 0.069461575128049424782696387587099999999
M(135,56) = -0.0198141309034508168064294560976000000000
M(135,101) = -0.0134126319469929811326047771043000000000
Their sum is = 0.0362348122776056268436621543852000000000
The constant M(45,11) is = 0.0362348122776056268436621543853000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(45,13) has to be equal to the sum of: 
M(135,13) = 0.0541536992644747322153533522246000000000
M(135,58) = -0.0183922021435242072258555163879000000000
M(135,103) = -0.0126331629342896651833936238856000000000
Their sum is = 0.0231283341866608598061042119511000000001
The constant M(45,13) is = 0.0231283341866608598061042119511000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(45,14) has to be equal to the sum of: 
M(135,14) = -0.0168207275319277688793157595288000000000
M(135,59) = -0.0092359089427449152910650910757200000000
M(135,104) = -0.0194168710712512055265550512260000000000
Their sum is = -0.0454735075459238896969359018305199999998
The constant M(45,14) is = -0.0454735075459238896969359018306000000000
The difference (constant-sum) is = 8.00000000 E-32
**************************
The constant M(45,16) has to be equal to the sum of: 
M(135,16) = -0.0164425807923298883040927477926000000000
M(135,61) = -0.0067688296492053856849240134121300000000
M(135,106) = -0.0219028124472550072077041560612000000000
Their sum is = -0.0451142228887902811967209172659300000000
The constant M(45,16) is = -0.0451142228887902811967209172660000000000
The difference (constant-sum) is = 7.00000000 E-32
**************************
The constant M(45,17) has to be equal to the sum of: 
M(135,17) = 0.0363211115476562006574530128782000000000
M(135,62) = -0.0198917508459918890301783403646000000000
M(135,107) = -0.0157024328584506617104262031504999999999
Their sum is = 0.00072692784321364991684846936310000000014
The constant M(45,17) is = 0.00072692784321364991684846936305500000000
The difference (constant-sum) is = 4.500000014143572022 E-32
**************************
The constant M(45,19) has to be equal to the sum of: 
M(135,19) = 0.0257976741695353075950360382504000000000
M(135,64) = -0.0195018513277959302737686464831000000000
M(135,109) = -0.0140268339148037707504324737679000000000
Their sum is = -0.0077310110730643934291650820005999999999
The constant M(45,19) is = -0.0077310110730643934291650820006000000000
The difference (constant-sum) is = 2.295887404 E-41
**************************
The constant M(45,22) has to be equal to the sum of: 
M(135,22) = -0.0202469143992719676480805236604000000000
M(135,67) = -0.0073964568920164092859029398218300000000
M(135,112) = -0.0249423776446520949644211451221000000000
Their sum is = -0.0525857489359404718984046086043299999998
The constant M(45,22) is = -0.0525857489359404718984046086044000000000
The difference (constant-sum) is = 7.00000002 E-32
**************************
The constant M(45,23) has to be equal to the sum of: 
M(135,23) = 0.0221156925909140755757698458088000000000
M(135,68) = -0.0243507926713540957099928495170000000000
M(135,113) = -0.0131339870504937393349426889708000000000
Their sum is = -0.0153690871309337594691656926790000000000
The constant M(45,23) is = -0.0153690871309337594691656926790000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,26) has to be equal to the sum of: 
M(135,26) = -0.0230585370752990272037044258838000000000
M(135,71) = -0.0121314585439206450493594773130000000000
M(135,116) = -0.0201471544141579890887111534874000000000
Their sum is = -0.0553371500333776613417750566841999999998
The constant M(45,26) is = -0.0553371500333776613417750566842000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(45,28) has to be equal to the sum of: 
M(135,28) = -0.0190394106795783110433588504030000000000
M(135,73) = -0.0100360284553086320073429017592000000000
M(135,118) = -0.0249383908012316869918009455403000000000
Their sum is = -0.0540138299361186300425026977024999999998
The constant M(45,28) is = -0.0540138299361186300425026977024000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(45,29) has to be equal to the sum of: 
M(135,29) = 0.0102377960036671550623604024312000000000
M(135,74) = -0.0233241851464688391948591771606000000000
M(135,119) = -0.0233928083002293362047334390964000000000
Their sum is = -0.0364791974430310203372322138258000000000
The constant M(45,29) is = -0.0364791974430310203372322138258000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,31) has to be equal to the sum of: 
M(135,31) = 0.0059156731384242153879203823047900000000
M(135,76) = -0.0198977477393931316318298588896000000000
M(135,121) = -0.0243526860370635308527323043242000000000
Their sum is = -0.0383347606380324470966417809090100000000
The constant M(45,31) is = -0.0383347606380324470966417809090000000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(45,32) has to be equal to the sum of: 
M(135,32) = -0.0209301892065050753142993412007000000000
M(135,77) = -0.0216446012092164055825627690780000000000
M(135,122) = -0.0216717799708543995611197984588000000000
Their sum is = -0.064246570386575880457981908737500000000
The constant M(45,32) is = -0.064246570386575880457981908737400000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(45,34) has to be equal to the sum of: 
M(135,34) = -0.0242601981061924358287319837290000000000
M(135,79) = -0.0100588944861272224043043528880000000000
M(135,124) = -0.0263034364780338128056752912983000000000
Their sum is = -0.0606225290703534710387116279153000000000
The constant M(45,34) is = -0.0606225290703534710387116279153000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(45,37) has to be equal to the sum of: 
M(135,37) = 0.0046537704299402395729394238259700000000
M(135,82) = -0.0226900324180236648879267729190000000000
M(135,127) = -0.0153781337088586528773297711057000000000
Their sum is = -0.0334143956969420781923171201987299999999
The constant M(45,37) is = -0.0334143956969420781923171201987000000001
The difference (constant-sum) is = -2.999999980 E-32
**************************
The constant M(45,38) has to be equal to the sum of: 
M(135,38) = -0.0183714406240126740333693212847000000000
M(135,83) = -0.0109483343142913528520106876051000000000
M(135,128) = -0.0233593776766198340827842511631000000000
Their sum is = -0.0526791526149238609681642600528999999998
The constant M(45,38) is = -0.0526791526149238609681642600530000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(45,41) has to be equal to the sum of: 
M(135,41) = -0.0000357173507985066927506396524547000000000
M(135,86) = -0.0222725874535903505850386621297000000000
M(135,131) = -0.0167758284635305592411430076368000000000
Their sum is = -0.0390841332679194165189323094189546999998
The constant M(45,41) is = -0.0390841332679194165189323094190000000000
The difference (constant-sum) is = 4.530000008 E-32
**************************
The constant M(45,43) has to be equal to the sum of: 
M(135,43) = 0.00123164068529185350645721185006000000000
M(135,88) = -0.0216484176263049973354722833475000000000
M(135,133) = -0.0243677165537177772675695135131000000000
Their sum is = -0.0447844934947309210965845850105400000000
The constant M(45,43) is = -0.0447844934947309210965845850105000000000
The difference (constant-sum) is = -4.000000004 E-32
**************************
The constant M(45,44) has to be equal to the sum of: 
M(135,44) = -0.0177359336122431346166301276803000000000
M(135,89) = -0.0124638981461879819866446341362000000000
M(135,134) = -0.0223639011409623126488442547934000000000
Their sum is = -0.0525637328993934292521190166099000000000
The constant M(45,44) is = -0.0525637328993934292521190166099000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(136,1) = -0.0209863814741430751909593663679000000000
M(136,3) = 0.313567879371878640181040236528000000001
M(136,5) = 0.175532962913193174244482796515000000000
M(136,7) = 0.113657215117471729383539632231000000000
M(136,9) = -0.0267281368172799155114346039719000000000
M(136,11) = 0.067716698874469400644516256265099999999
M(136,13) = 0.0586575326444639790178395848691000000000
M(136,15) = -0.0229864369263925738968034236234000000000
M(136,19) = 0.0244284211976029936199075464613000000000
M(136,21) = -0.0185744839611501884837978568301000000000
M(136,23) = 0.0155773003704330186699900842243000000000
M(136,25) = -0.0254577921138931738782138047075000000000
M(136,27) = -0.0223006546669793991268056231423000000000
M(136,29) = 0.0068530535999136833535969725715500000000
M(136,31) = 0.0106012433309443909570377780336000000000
M(136,33) = -0.0300965998641742603789170405543000000000
M(136,35) = -0.0234342855068098434031997735007000000000
M(136,37) = 0.00287574880831023103915052970069000000000
M(136,39) = -0.0257377682954474650818759046485000000000
M(136,41) = 0.0000250334143288396906508992403404000000000
M(136,43) = 0.000159621490820670542803274811908000000000
M(136,45) = -0.0209006364755169506788336295698000000000
M(136,47) = -0.0066639819162659538582185112717600000000
M(136,49) = -0.0266323255221733664573773442350000000000
M(136,53) = -0.0087765643861924072841162238544200000000
M(136,55) = -0.0213487944633185089806330164030000000000
M(136,57) = -0.0229692614794618924387029337589000000000
M(136,59) = -0.0071326616133280781169104399709800000000
M(136,61) = -0.0078189659471396958223350410268400000000
M(136,63) = -0.0211383537519185138575166546254000000000
M(136,65) = -0.0264502628815389233945650810731000000000
M(136,67) = -0.0127089918066385799366315012445000000000
M(136,69) = -0.0274887063172283013524377415627000000000
M(136,71) = -0.0117258980269137838625727791610000000000
M(136,73) = -0.0146683723737608756505247017863000000000
M(136,75) = -0.0206496785519103322581482643444000000000
M(136,77) = -0.0261270984562456973983161106145000000000
M(136,79) = -0.0143259013011239739249795559988000000000
M(136,81) = -0.0264406941895531713315452244920000000000
M(136,83) = -0.0146938582784555431189081919754000000000
M(136,87) = -0.0212400018950402251156510299146000000000
M(136,89) = -0.0185508684446229911934920314817000000000
M(136,91) = -0.0225270280800023438130645800622000000000
M(136,93) = -0.0241207034275263385150619313144000000000
M(136,95) = -0.0248758233937517887040641627642000000000
M(136,97) = -0.0134282348845713157202281465397000000000
M(136,99) = -0.0263582549017154718846066952660000000000
M(136,101) = -0.0160152198312184512299418813542000000000
M(136,103) = -0.0136268152627317376829674412208000000000
M(136,105) = -0.0254357679955905644144586484164000000000
M(136,107) = -0.0184811988538831316383771868264000000000
M(136,109) = -0.0191101560507516520136920591219000000000
M(136,111) = -0.0262516741504723627925959804950000000000
M(136,113) = -0.0182617656950355629566007802934000000000
M(136,115) = -0.0239748833999810153252109367888000000000
M(136,117) = -0.0248046394953487491096124935329000000000
M(136,121) = -0.0249553872567727261921925856102000000000
M(136,123) = -0.0297944582209403634413170775879000000000
M(136,125) = -0.0268498327879324755737519737812000000000
M(136,127) = -0.0185729261613722587855312653837000000000
M(136,129) = -0.0242044519556113559875221728701000000000
M(136,131) = -0.0214933163851144731862923632157000000000
M(136,133) = -0.0236566069337157337233874568380000000000
M(136,135) = -0.0254254648692951397965804690244000000000
And of the summand: 1/17
Their sum is = -0.238502787152357216244573161390841011743
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 4.631292056 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(136,1) = -0.0209863814741430751909593663679000000000
M(136,5) = 0.175532962913193174244482796515000000000
M(136,9) = -0.0267281368172799155114346039719000000000
M(136,13) = 0.0586575326444639790178395848691000000000
M(136,21) = -0.0185744839611501884837978568301000000000
M(136,25) = -0.0254577921138931738782138047075000000000
M(136,29) = 0.0068530535999136833535969725715500000000
M(136,33) = -0.0300965998641742603789170405543000000000
M(136,37) = 0.00287574880831023103915052970069000000000
M(136,41) = 0.0000250334143288396906508992403404000000000
M(136,45) = -0.0209006364755169506788336295698000000000
M(136,49) = -0.0266323255221733664573773442350000000000
M(136,53) = -0.0087765643861924072841162238544200000000
M(136,57) = -0.0229692614794618924387029337589000000000
M(136,61) = -0.0078189659471396958223350410268400000000
M(136,65) = -0.0264502628815389233945650810731000000000
M(136,69) = -0.0274887063172283013524377415627000000000
M(136,73) = -0.0146683723737608756505247017863000000000
M(136,77) = -0.0261270984562456973983161106145000000000
M(136,81) = -0.0264406941895531713315452244920000000000
M(136,89) = -0.0185508684446229911934920314817000000000
M(136,93) = -0.0241207034275263385150619313144000000000
M(136,97) = -0.0134282348845713157202281465397000000000
M(136,101) = -0.0160152198312184512299418813542000000000
M(136,105) = -0.0254357679955905644144586484164000000000
M(136,109) = -0.0191101560507516520136920591219000000000
M(136,113) = -0.0182617656950355629566007802934000000000
M(136,117) = -0.0248046394953487491096124935329000000000
M(136,121) = -0.0249553872567727261921925856102000000000
M(136,125) = -0.0268498327879324755737519737812000000000
M(136,129) = -0.0242044519556113559875221728701000000000
M(136,133) = -0.0236566069337157337233874568380000000000
And of the summand: 1/17
Their sum is = -0.286742056226175198653945141486209011758
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -2.090117573 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(136,3) = 0.313567879371878640181040236528000000001
M(136,7) = 0.113657215117471729383539632231000000000
M(136,11) = 0.067716698874469400644516256265099999999
M(136,15) = -0.0229864369263925738968034236234000000000
M(136,19) = 0.0244284211976029936199075464613000000000
M(136,23) = 0.0155773003704330186699900842243000000000
M(136,27) = -0.0223006546669793991268056231423000000000
M(136,31) = 0.0106012433309443909570377780336000000000
M(136,35) = -0.0234342855068098434031997735007000000000
M(136,39) = -0.0257377682954474650818759046485000000000
M(136,43) = 0.000159621490820670542803274811908000000000
M(136,47) = -0.0066639819162659538582185112717600000000
M(136,55) = -0.0213487944633185089806330164030000000000
M(136,59) = -0.0071326616133280781169104399709800000000
M(136,63) = -0.0211383537519185138575166546254000000000
M(136,67) = -0.0127089918066385799366315012445000000000
M(136,71) = -0.0117258980269137838625727791610000000000
M(136,75) = -0.0206496785519103322581482643444000000000
M(136,79) = -0.0143259013011239739249795559988000000000
M(136,83) = -0.0146938582784555431189081919754000000000
M(136,87) = -0.0212400018950402251156510299146000000000
M(136,91) = -0.0225270280800023438130645800622000000000
M(136,95) = -0.0248758233937517887040641627642000000000
M(136,99) = -0.0263582549017154718846066952660000000000
M(136,103) = -0.0136268152627317376829674412208000000000
M(136,107) = -0.0184811988538831316383771868264000000000
M(136,111) = -0.0262516741504723627925959804950000000000
M(136,115) = -0.0239748833999810153252109367888000000000
M(136,123) = -0.0297944582209403634413170775879000000000
M(136,127) = -0.0185729261613722587855312653837000000000
M(136,131) = -0.0214933163851144731862923632157000000000
M(136,135) = -0.0254254648692951397965804690244000000000
Their sum is = 0.0482392690738179824093719800953680000128
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 4.680000128 E-31
**************************
The constant M(8,1) has to be equal to the sum of: 
M(136,1) = -0.0209863814741430751909593663679000000000
M(136,9) = -0.0267281368172799155114346039719000000000
M(136,25) = -0.0254577921138931738782138047075000000000
M(136,33) = -0.0300965998641742603789170405543000000000
M(136,41) = 0.0000250334143288396906508992403404000000000
M(136,49) = -0.0266323255221733664573773442350000000000
M(136,57) = -0.0229692614794618924387029337589000000000
M(136,65) = -0.0264502628815389233945650810731000000000
M(136,73) = -0.0146683723737608756505247017863000000000
M(136,81) = -0.0264406941895531713315452244920000000000
M(136,89) = -0.0185508684446229911934920314817000000000
M(136,97) = -0.0134282348845713157202281465397000000000
M(136,105) = -0.0254357679955905644144586484164000000000
M(136,113) = -0.0182617656950355629566007802934000000000
M(136,121) = -0.0249553872567727261921925856102000000000
M(136,129) = -0.0242044519556113559875221728701000000000
And of the summand: 1/17
Their sum is = -0.286417740122089625123730625741589011758
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 4.109882413 E-31
**************************
The constant M(8,3) has to be equal to the sum of: 
M(136,3) = 0.313567879371878640181040236528000000001
M(136,11) = 0.067716698874469400644516256265099999999
M(136,19) = 0.0244284211976029936199075464613000000000
M(136,27) = -0.0223006546669793991268056231423000000000
M(136,35) = -0.0234342855068098434031997735007000000000
M(136,43) = 0.000159621490820670542803274811908000000000
M(136,59) = -0.0071326616133280781169104399709800000000
M(136,67) = -0.0127089918066385799366315012445000000000
M(136,75) = -0.0206496785519103322581482643444000000000
M(136,83) = -0.0146938582784555431189081919754000000000
M(136,91) = -0.0225270280800023438130645800622000000000
M(136,99) = -0.0263582549017154718846066952660000000000
M(136,107) = -0.0184811988538831316383771868264000000000
M(136,115) = -0.0239748833999810153252109367888000000000
M(136,123) = -0.0297944582209403634413170775879000000000
M(136,131) = -0.0214933163851144731862923632157000000000
Their sum is = 0.162323350669013129738794680141028000005
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = 2.800000508 E-32
**************************
The constant M(8,5) has to be equal to the sum of: 
M(136,5) = 0.175532962913193174244482796515000000000
M(136,13) = 0.0586575326444639790178395848691000000000
M(136,21) = -0.0185744839611501884837978568301000000000
M(136,29) = 0.0068530535999136833535969725715500000000
M(136,37) = 0.00287574880831023103915052970069000000000
M(136,45) = -0.0209006364755169506788336295698000000000
M(136,53) = -0.0087765643861924072841162238544200000000
M(136,61) = -0.0078189659471396958223350410268400000000
M(136,69) = -0.0274887063172283013524377415627000000000
M(136,77) = -0.0261270984562456973983161106145000000000
M(136,93) = -0.0241207034275263385150619313144000000000
M(136,101) = -0.0160152198312184512299418813542000000000
M(136,109) = -0.0191101560507516520136920591219000000000
M(136,117) = -0.0248046394953487491096124935329000000000
M(136,125) = -0.0268498327879324755737519737812000000000
M(136,133) = -0.0236566069337157337233874568380000000000
Their sum is = -0.000324316104085573530214515744619999997301
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = -5.099999730067039265 E-32
**************************
The constant M(8,7) has to be equal to the sum of: 
M(136,7) = 0.113657215117471729383539632231000000000
M(136,15) = -0.0229864369263925738968034236234000000000
M(136,23) = 0.0155773003704330186699900842243000000000
M(136,31) = 0.0106012433309443909570377780336000000000
M(136,39) = -0.0257377682954474650818759046485000000000
M(136,47) = -0.0066639819162659538582185112717600000000
M(136,55) = -0.0213487944633185089806330164030000000000
M(136,63) = -0.0211383537519185138575166546254000000000
M(136,71) = -0.0117258980269137838625727791610000000000
M(136,79) = -0.0143259013011239739249795559988000000000
M(136,87) = -0.0212400018950402251156510299146000000000
M(136,95) = -0.0248758233937517887040641627642000000000
M(136,103) = -0.0136268152627317376829674412208000000000
M(136,111) = -0.0262516741504723627925959804950000000000
M(136,127) = -0.0185729261613722587855312653837000000000
M(136,135) = -0.0254254648692951397965804690244000000000
Their sum is = -0.114084081595195147329422700045659999998
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = 3.400000015 E-31
**************************
The constant M(17,1) has to be equal to the sum of: 
M(136,1) = -0.0209863814741430751909593663679000000000
M(136,35) = -0.0234342855068098434031997735007000000000
M(136,69) = -0.0274887063172283013524377415627000000000
M(136,103) = -0.0136268152627317376829674412208000000000
Their sum is = -0.085536188560912957629564322652099999999
The constant M(17,1) is = -0.085536188560912957629564322652000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(17,2) has to be equal to the sum of: 
M(136,19) = 0.0244284211976029936199075464613000000000
M(136,53) = -0.0087765643861924072841162238544200000000
M(136,87) = -0.0212400018950402251156510299146000000000
M(136,121) = -0.0249553872567727261921925856102000000000
And of the summand: 1/2
Their sum is = 0.469456467659597635027947707082080000000
The constant M(17,2) is = 0.469456467659597635027947707082000000000
The difference (constant-sum) is = 8.00000004 E-32
**************************
The constant M(17,3) has to be equal to the sum of: 
M(136,3) = 0.313567879371878640181040236528000000001
M(136,37) = 0.00287574880831023103915052970069000000000
M(136,71) = -0.0117258980269137838625727791610000000000
M(136,105) = -0.0254357679955905644144586484164000000000
Their sum is = 0.279281962157684522943159338651290000002
The constant M(17,3) is = 0.279281962157684522943159338651000000000
The difference (constant-sum) is = 2.900000017 E-31
**************************
The constant M(17,4) has to be equal to the sum of: 
M(136,21) = -0.0185744839611501884837978568301000000000
M(136,55) = -0.0213487944633185089806330164030000000000
M(136,89) = -0.0185508684446229911934920314817000000000
M(136,123) = -0.0297944582209403634413170775879000000000
Their sum is = -0.088268605090032052099239982302700000000
The constant M(17,4) is = -0.088268605090032052099239982302700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,5) has to be equal to the sum of: 
M(136,5) = 0.175532962913193174244482796515000000000
M(136,39) = -0.0257377682954474650818759046485000000000
M(136,73) = -0.0146683723737608756505247017863000000000
M(136,107) = -0.0184811988538831316383771868264000000000
Their sum is = 0.116645623390101701873705003253800000002
The constant M(17,5) is = 0.116645623390101701873705003254000000000
The difference (constant-sum) is = -1.999999981 E-31
**************************
The constant M(17,6) has to be equal to the sum of: 
M(136,23) = 0.0155773003704330186699900842243000000000
M(136,57) = -0.0229692614794618924387029337589000000000
M(136,91) = -0.0225270280800023438130645800622000000000
M(136,125) = -0.0268498327879324755737519737812000000000
Their sum is = -0.0567688219769636931555294033780000000000
The constant M(17,6) is = -0.0567688219769636931555294033781000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(17,7) has to be equal to the sum of: 
M(136,7) = 0.113657215117471729383539632231000000000
M(136,41) = 0.0000250334143288396906508992403404000000000
M(136,75) = -0.0206496785519103322581482643444000000000
M(136,109) = -0.0191101560507516520136920591219000000000
Their sum is = 0.073922413929138584802350208005040400000
The constant M(17,7) is = 0.073922413929138584802350208004800000000
The difference (constant-sum) is = 2.404000003 E-31
**************************
The constant M(17,8) has to be equal to the sum of: 
M(136,25) = -0.0254577921138931738782138047075000000000
M(136,59) = -0.0071326616133280781169104399709800000000
M(136,93) = -0.0241207034275263385150619313144000000000
M(136,127) = -0.0185729261613722587855312653837000000000
Their sum is = -0.075284083316119849295717441376580000000
The constant M(17,8) is = -0.075284083316119849295717441376600000000
The difference (constant-sum) is = 2.000000011 E-32
**************************
The constant M(17,9) has to be equal to the sum of: 
M(136,9) = -0.0267281368172799155114346039719000000000
M(136,43) = 0.000159621490820670542803274811908000000000
M(136,77) = -0.0261270984562456973983161106145000000000
M(136,111) = -0.0262516741504723627925959804950000000000
Their sum is = -0.078947287933177305159543420269492000000
The constant M(17,9) is = -0.078947287933177305159543420269400000000
The difference (constant-sum) is = -9.19999999 E-32
**************************
The constant M(17,10) has to be equal to the sum of: 
M(136,27) = -0.0223006546669793991268056231423000000000
M(136,61) = -0.0078189659471396958223350410268400000000
M(136,95) = -0.0248758233937517887040641627642000000000
M(136,129) = -0.0242044519556113559875221728701000000000
Their sum is = -0.079199895963482239640726999803440000000
The constant M(17,10) is = -0.079199895963482239640726999803400000000
The difference (constant-sum) is = -3.999999985 E-32
**************************
The constant M(17,11) has to be equal to the sum of: 
M(136,11) = 0.067716698874469400644516256265099999999
M(136,45) = -0.0209006364755169506788336295698000000000
M(136,79) = -0.0143259013011239739249795559988000000000
M(136,113) = -0.0182617656950355629566007802934000000000
Their sum is = 0.0142283954027929130841022904030999999999
The constant M(17,11) is = 0.0142283954027929130841022904031000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(17,12) has to be equal to the sum of: 
M(136,29) = 0.0068530535999136833535969725715500000000
M(136,63) = -0.0211383537519185138575166546254000000000
M(136,97) = -0.0134282348845713157202281465397000000000
M(136,131) = -0.0214933163851144731862923632157000000000
Their sum is = -0.0492068514216906194104401918092499999998
The constant M(17,12) is = -0.0492068514216906194104401918092000000000
The difference (constant-sum) is = -4.99999999 E-32
**************************
The constant M(17,13) has to be equal to the sum of: 
M(136,13) = 0.0586575326444639790178395848691000000000
M(136,47) = -0.0066639819162659538582185112717600000000
M(136,81) = -0.0264406941895531713315452244920000000000
M(136,115) = -0.0239748833999810153252109367888000000000
Their sum is = 0.00157797313866383850286491231654000000019
The constant M(17,13) is = 0.00157797313866383850286491231645000000000
The difference (constant-sum) is = 9.000000019103594428 E-32
**************************
The constant M(17,14) has to be equal to the sum of: 
M(136,31) = 0.0106012433309443909570377780336000000000
M(136,65) = -0.0264502628815389233945650810731000000000
M(136,99) = -0.0263582549017154718846066952660000000000
M(136,133) = -0.0236566069337157337233874568380000000000
Their sum is = -0.065863881386025738045521455143499999999
The constant M(17,14) is = -0.065863881386025738045521455143500000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(17,15) has to be equal to the sum of: 
M(136,15) = -0.0229864369263925738968034236234000000000
M(136,49) = -0.0266323255221733664573773442350000000000
M(136,83) = -0.0146938582784555431189081919754000000000
M(136,117) = -0.0248046394953487491096124935329000000000
Their sum is = -0.089117260222370232582701453366700000000
The constant M(17,15) is = -0.089117260222370232582701453366700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(17,16) has to be equal to the sum of: 
M(136,33) = -0.0300965998641742603789170405543000000000
M(136,67) = -0.0127089918066385799366315012445000000000
M(136,101) = -0.0160152198312184512299418813542000000000
M(136,135) = -0.0254254648692951397965804690244000000000
Their sum is = -0.084246276371326431342070892177399999999
The constant M(17,16) is = -0.084246276371326431342070892177400000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(34,1) has to be equal to the sum of: 
M(136,1) = -0.0209863814741430751909593663679000000000
M(136,35) = -0.0234342855068098434031997735007000000000
M(136,69) = -0.0274887063172283013524377415627000000000
M(136,103) = -0.0136268152627317376829674412208000000000
Their sum is = -0.085536188560912957629564322652099999999
The constant M(34,1) is = -0.085536188560912957629564322652000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(34,3) has to be equal to the sum of: 
M(136,3) = 0.313567879371878640181040236528000000001
M(136,37) = 0.00287574880831023103915052970069000000000
M(136,71) = -0.0117258980269137838625727791610000000000
M(136,105) = -0.0254357679955905644144586484164000000000
Their sum is = 0.279281962157684522943159338651290000002
The constant M(34,3) is = 0.279281962157684522943159338651000000000
The difference (constant-sum) is = 2.900000017 E-31
**************************
The constant M(34,5) has to be equal to the sum of: 
M(136,5) = 0.175532962913193174244482796515000000000
M(136,39) = -0.0257377682954474650818759046485000000000
M(136,73) = -0.0146683723737608756505247017863000000000
M(136,107) = -0.0184811988538831316383771868264000000000
Their sum is = 0.116645623390101701873705003253800000002
The constant M(34,5) is = 0.116645623390101701873705003254000000000
The difference (constant-sum) is = -1.999999981 E-31
**************************
The constant M(34,7) has to be equal to the sum of: 
M(136,7) = 0.113657215117471729383539632231000000000
M(136,41) = 0.0000250334143288396906508992403404000000000
M(136,75) = -0.0206496785519103322581482643444000000000
M(136,109) = -0.0191101560507516520136920591219000000000
Their sum is = 0.073922413929138584802350208005040400000
The constant M(34,7) is = 0.073922413929138584802350208004800000000
The difference (constant-sum) is = 2.404000003 E-31
**************************
The constant M(34,9) has to be equal to the sum of: 
M(136,9) = -0.0267281368172799155114346039719000000000
M(136,43) = 0.000159621490820670542803274811908000000000
M(136,77) = -0.0261270984562456973983161106145000000000
M(136,111) = -0.0262516741504723627925959804950000000000
Their sum is = -0.078947287933177305159543420269492000000
The constant M(34,9) is = -0.078947287933177305159543420269400000000
The difference (constant-sum) is = -9.19999999 E-32
**************************
The constant M(34,11) has to be equal to the sum of: 
M(136,11) = 0.067716698874469400644516256265099999999
M(136,45) = -0.0209006364755169506788336295698000000000
M(136,79) = -0.0143259013011239739249795559988000000000
M(136,113) = -0.0182617656950355629566007802934000000000
Their sum is = 0.0142283954027929130841022904030999999999
The constant M(34,11) is = 0.0142283954027929130841022904031000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(34,13) has to be equal to the sum of: 
M(136,13) = 0.0586575326444639790178395848691000000000
M(136,47) = -0.0066639819162659538582185112717600000000
M(136,81) = -0.0264406941895531713315452244920000000000
M(136,115) = -0.0239748833999810153252109367888000000000
Their sum is = 0.00157797313866383850286491231654000000019
The constant M(34,13) is = 0.00157797313866383850286491231645000000000
The difference (constant-sum) is = 9.000000019103594428 E-32
**************************
The constant M(34,15) has to be equal to the sum of: 
M(136,15) = -0.0229864369263925738968034236234000000000
M(136,49) = -0.0266323255221733664573773442350000000000
M(136,83) = -0.0146938582784555431189081919754000000000
M(136,117) = -0.0248046394953487491096124935329000000000
Their sum is = -0.089117260222370232582701453366700000000
The constant M(34,15) is = -0.089117260222370232582701453366700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(34,19) has to be equal to the sum of: 
M(136,19) = 0.0244284211976029936199075464613000000000
M(136,53) = -0.0087765643861924072841162238544200000000
M(136,87) = -0.0212400018950402251156510299146000000000
M(136,121) = -0.0249553872567727261921925856102000000000
Their sum is = -0.0305435323404023649720522929179199999999
The constant M(34,19) is = -0.0305435323404023649720522929179000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(34,21) has to be equal to the sum of: 
M(136,21) = -0.0185744839611501884837978568301000000000
M(136,55) = -0.0213487944633185089806330164030000000000
M(136,89) = -0.0185508684446229911934920314817000000000
M(136,123) = -0.0297944582209403634413170775879000000000
Their sum is = -0.088268605090032052099239982302700000000
The constant M(34,21) is = -0.088268605090032052099239982302700000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(34,23) has to be equal to the sum of: 
M(136,23) = 0.0155773003704330186699900842243000000000
M(136,57) = -0.0229692614794618924387029337589000000000
M(136,91) = -0.0225270280800023438130645800622000000000
M(136,125) = -0.0268498327879324755737519737812000000000
Their sum is = -0.0567688219769636931555294033780000000000
The constant M(34,23) is = -0.0567688219769636931555294033781000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(34,25) has to be equal to the sum of: 
M(136,25) = -0.0254577921138931738782138047075000000000
M(136,59) = -0.0071326616133280781169104399709800000000
M(136,93) = -0.0241207034275263385150619313144000000000
M(136,127) = -0.0185729261613722587855312653837000000000
Their sum is = -0.075284083316119849295717441376580000000
The constant M(34,25) is = -0.075284083316119849295717441376600000000
The difference (constant-sum) is = 2.000000011 E-32
**************************
The constant M(34,27) has to be equal to the sum of: 
M(136,27) = -0.0223006546669793991268056231423000000000
M(136,61) = -0.0078189659471396958223350410268400000000
M(136,95) = -0.0248758233937517887040641627642000000000
M(136,129) = -0.0242044519556113559875221728701000000000
Their sum is = -0.079199895963482239640726999803440000000
The constant M(34,27) is = -0.079199895963482239640726999803400000000
The difference (constant-sum) is = -3.999999985 E-32
**************************
The constant M(34,29) has to be equal to the sum of: 
M(136,29) = 0.0068530535999136833535969725715500000000
M(136,63) = -0.0211383537519185138575166546254000000000
M(136,97) = -0.0134282348845713157202281465397000000000
M(136,131) = -0.0214933163851144731862923632157000000000
Their sum is = -0.0492068514216906194104401918092499999998
The constant M(34,29) is = -0.0492068514216906194104401918092000000000
The difference (constant-sum) is = -4.99999999 E-32
**************************
The constant M(34,31) has to be equal to the sum of: 
M(136,31) = 0.0106012433309443909570377780336000000000
M(136,65) = -0.0264502628815389233945650810731000000000
M(136,99) = -0.0263582549017154718846066952660000000000
M(136,133) = -0.0236566069337157337233874568380000000000
Their sum is = -0.065863881386025738045521455143499999999
The constant M(34,31) is = -0.065863881386025738045521455143500000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(34,33) has to be equal to the sum of: 
M(136,33) = -0.0300965998641742603789170405543000000000
M(136,67) = -0.0127089918066385799366315012445000000000
M(136,101) = -0.0160152198312184512299418813542000000000
M(136,135) = -0.0254254648692951397965804690244000000000
Their sum is = -0.084246276371326431342070892177399999999
The constant M(34,33) is = -0.084246276371326431342070892177400000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(68,1) has to be equal to the sum of: 
M(136,1) = -0.0209863814741430751909593663679000000000
M(136,69) = -0.0274887063172283013524377415627000000000
Their sum is = -0.0484750877913713765433971079306000000000
The constant M(68,1) is = -0.0484750877913713765433971079306000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(68,3) has to be equal to the sum of: 
M(136,3) = 0.313567879371878640181040236528000000001
M(136,71) = -0.0117258980269137838625727791610000000000
Their sum is = 0.301841981344964856318467457367000000001
The constant M(68,3) is = 0.301841981344964856318467457367000000000
The difference (constant-sum) is = 1.469367939 E-39
**************************
The constant M(68,5) has to be equal to the sum of: 
M(136,5) = 0.175532962913193174244482796515000000000
M(136,73) = -0.0146683723737608756505247017863000000000
Their sum is = 0.160864590539432298593958094728700000001
The constant M(68,5) is = 0.160864590539432298593958094729000000000
The difference (constant-sum) is = -2.999999990 E-31
**************************
The constant M(68,7) has to be equal to the sum of: 
M(136,7) = 0.113657215117471729383539632231000000000
M(136,75) = -0.0206496785519103322581482643444000000000
Their sum is = 0.093007536565561397125391367886600000000
The constant M(68,7) is = 0.093007536565561397125391367886300000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(68,9) has to be equal to the sum of: 
M(136,9) = -0.0267281368172799155114346039719000000000
M(136,77) = -0.0261270984562456973983161106145000000000
Their sum is = -0.0528552352735256129097507145864000000000
The constant M(68,9) is = -0.0528552352735256129097507145863000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(68,11) has to be equal to the sum of: 
M(136,11) = 0.067716698874469400644516256265099999999
M(136,79) = -0.0143259013011239739249795559988000000000
Their sum is = 0.0533907975733454267195367002663000000000
The constant M(68,11) is = 0.0533907975733454267195367002662000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(68,13) has to be equal to the sum of: 
M(136,13) = 0.0586575326444639790178395848691000000000
M(136,81) = -0.0264406941895531713315452244920000000000
Their sum is = 0.0322168384549108076862943603771000000000
The constant M(68,13) is = 0.0322168384549108076862943603770000000001
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(68,15) has to be equal to the sum of: 
M(136,15) = -0.0229864369263925738968034236234000000000
M(136,83) = -0.0146938582784555431189081919754000000000
Their sum is = -0.0376802952048481170157116155988000000000
The constant M(68,15) is = -0.0376802952048481170157116155987000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(68,19) has to be equal to the sum of: 
M(136,19) = 0.0244284211976029936199075464613000000000
M(136,87) = -0.0212400018950402251156510299146000000000
Their sum is = 0.00318841930256276850425651654670000000003
The constant M(68,19) is = 0.00318841930256276850425651654674000000001
The difference (constant-sum) is = -3.999999998 E-32
**************************
The constant M(68,21) has to be equal to the sum of: 
M(136,21) = -0.0185744839611501884837978568301000000000
M(136,89) = -0.0185508684446229911934920314817000000000
Their sum is = -0.0371253524057731796772898883118000000000
The constant M(68,21) is = -0.0371253524057731796772898883118000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(68,23) has to be equal to the sum of: 
M(136,23) = 0.0155773003704330186699900842243000000000
M(136,91) = -0.0225270280800023438130645800622000000000
Their sum is = -0.0069497277095693251430744958379000000000
The constant M(68,23) is = -0.0069497277095693251430744958379500000000
The difference (constant-sum) is = 4.99999999 E-32
**************************
The constant M(68,25) has to be equal to the sum of: 
M(136,25) = -0.0254577921138931738782138047075000000000
M(136,93) = -0.0241207034275263385150619313144000000000
Their sum is = -0.0495784955414195123932757360219000000000
The constant M(68,25) is = -0.0495784955414195123932757360219000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(68,27) has to be equal to the sum of: 
M(136,27) = -0.0223006546669793991268056231423000000000
M(136,95) = -0.0248758233937517887040641627642000000000
Their sum is = -0.0471764780607311878308697859065000000000
The constant M(68,27) is = -0.0471764780607311878308697859065000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(68,29) has to be equal to the sum of: 
M(136,29) = 0.0068530535999136833535969725715500000000
M(136,97) = -0.0134282348845713157202281465397000000000
Their sum is = -0.0065751812846576323666311739681500000000
The constant M(68,29) is = -0.0065751812846576323666311739681000000000
The difference (constant-sum) is = -5.00000000 E-32
**************************
The constant M(68,31) has to be equal to the sum of: 
M(136,31) = 0.0106012433309443909570377780336000000000
M(136,99) = -0.0263582549017154718846066952660000000000
Their sum is = -0.0157570115707710809275689172324000000001
The constant M(68,31) is = -0.0157570115707710809275689172324000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(68,33) has to be equal to the sum of: 
M(136,33) = -0.0300965998641742603789170405543000000000
M(136,101) = -0.0160152198312184512299418813542000000000
Their sum is = -0.0461118196953927116088589219085000000000
The constant M(68,33) is = -0.0461118196953927116088589219086000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(68,35) has to be equal to the sum of: 
M(136,35) = -0.0234342855068098434031997735007000000000
M(136,103) = -0.0136268152627317376829674412208000000000
Their sum is = -0.0370611007695415810861672147214999999998
The constant M(68,35) is = -0.0370611007695415810861672147215000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(68,37) has to be equal to the sum of: 
M(136,37) = 0.00287574880831023103915052970069000000000
M(136,105) = -0.0254357679955905644144586484164000000000
Their sum is = -0.0225600191872803333753081187157100000000
The constant M(68,37) is = -0.0225600191872803333753081187157000000000
The difference (constant-sum) is = -9.99999996 E-33
**************************
The constant M(68,39) has to be equal to the sum of: 
M(136,39) = -0.0257377682954474650818759046485000000000
M(136,107) = -0.0184811988538831316383771868264000000000
Their sum is = -0.0442189671493305967202530914748999999998
The constant M(68,39) is = -0.0442189671493305967202530914749000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(68,41) has to be equal to the sum of: 
M(136,41) = 0.0000250334143288396906508992403404000000000
M(136,109) = -0.0191101560507516520136920591219000000000
Their sum is = -0.0190851226364228123230411598815596000001
The constant M(68,41) is = -0.0190851226364228123230411598816000000000
The difference (constant-sum) is = 4.039999992 E-32
**************************
The constant M(68,43) has to be equal to the sum of: 
M(136,43) = 0.000159621490820670542803274811908000000000
M(136,111) = -0.0262516741504723627925959804950000000000
Their sum is = -0.0260920526596516922497927056830920000000
The constant M(68,43) is = -0.0260920526596516922497927056831000000000
The difference (constant-sum) is = 8.00000000 E-33
**************************
The constant M(68,45) has to be equal to the sum of: 
M(136,45) = -0.0209006364755169506788336295698000000000
M(136,113) = -0.0182617656950355629566007802934000000000
Their sum is = -0.0391624021705525136354344098632000000000
The constant M(68,45) is = -0.0391624021705525136354344098631000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(68,47) has to be equal to the sum of: 
M(136,47) = -0.0066639819162659538582185112717600000000
M(136,115) = -0.0239748833999810153252109367888000000000
Their sum is = -0.0306388653162469691834294480605599999999
The constant M(68,47) is = -0.0306388653162469691834294480606000000000
The difference (constant-sum) is = 4.000000004 E-32
**************************
The constant M(68,49) has to be equal to the sum of: 
M(136,49) = -0.0266323255221733664573773442350000000000
M(136,117) = -0.0248046394953487491096124935329000000000
Their sum is = -0.0514369650175221155669898377678999999998
The constant M(68,49) is = -0.0514369650175221155669898377679000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(68,53) has to be equal to the sum of: 
M(136,53) = -0.0087765643861924072841162238544200000000
M(136,121) = -0.0249553872567727261921925856102000000000
Their sum is = -0.0337319516429651334763088094646199999999
The constant M(68,53) is = -0.0337319516429651334763088094646000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(68,55) has to be equal to the sum of: 
M(136,55) = -0.0213487944633185089806330164030000000000
M(136,123) = -0.0297944582209403634413170775879000000000
Their sum is = -0.0511432526842588724219500939909000000000
The constant M(68,55) is = -0.0511432526842588724219500939909000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(68,57) has to be equal to the sum of: 
M(136,57) = -0.0229692614794618924387029337589000000000
M(136,125) = -0.0268498327879324755737519737812000000000
Their sum is = -0.0498190942673943680124549075401000000000
The constant M(68,57) is = -0.0498190942673943680124549075402000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(68,59) has to be equal to the sum of: 
M(136,59) = -0.0071326616133280781169104399709800000000
M(136,127) = -0.0185729261613722587855312653837000000000
Their sum is = -0.0257055877747003369024417053546800000000
The constant M(68,59) is = -0.0257055877747003369024417053547000000000
The difference (constant-sum) is = 2.000000002 E-32
**************************
The constant M(68,61) has to be equal to the sum of: 
M(136,61) = -0.0078189659471396958223350410268400000000
M(136,129) = -0.0242044519556113559875221728701000000000
Their sum is = -0.0320234179027510518098572138969400000000
The constant M(68,61) is = -0.0320234179027510518098572138970000000000
The difference (constant-sum) is = 5.99999999 E-32
**************************
The constant M(68,63) has to be equal to the sum of: 
M(136,63) = -0.0211383537519185138575166546254000000000
M(136,131) = -0.0214933163851144731862923632157000000000
Their sum is = -0.0426316701370329870438090178411000000000
The constant M(68,63) is = -0.0426316701370329870438090178411000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(68,65) has to be equal to the sum of: 
M(136,65) = -0.0264502628815389233945650810731000000000
M(136,133) = -0.0236566069337157337233874568380000000000
Their sum is = -0.0501068698152546571179525379111000000000
The constant M(68,65) is = -0.0501068698152546571179525379112000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(68,67) has to be equal to the sum of: 
M(136,67) = -0.0127089918066385799366315012445000000000
M(136,135) = -0.0254254648692951397965804690244000000000
Their sum is = -0.0381344566759337197332119702689000000000
The constant M(68,67) is = -0.0381344566759337197332119702688000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(138,1) = -0.0303843469751836393784637539156000000000
M(138,5) = 0.164231635591231390705353077042000000000
M(138,7) = 0.104118679912949599641736089881000000000
M(138,11) = 0.0579036406394387758772072485299000000000
M(138,13) = 0.0398285021358818293037407044304000000000
M(138,17) = 0.0230934346547809140379680483637000000000
M(138,19) = 0.0206164024921003445275810348138000000000
M(138,25) = -0.0325803515769098114762629188918000000000
M(138,29) = 0.000443492812253941018006699215184000000000
M(138,31) = -0.0076236738483094801167418304564600000000
M(138,35) = -0.0301613073421143039140310088118000000000
M(138,37) = -0.0126989044744821340294001042172000000000
M(138,41) = -0.0091214771669037362452170145138800000000
M(138,43) = -0.0109804583781646629901258361411000000000
M(138,47) = -0.0176983820924514342854280986196000000000
M(138,49) = -0.0376450094721719358794013692058000000000
M(138,53) = -0.0148671605980067155968389396739000000000
M(138,55) = -0.0337779107288633280118349856909999999999
M(138,59) = -0.0204035861753398360427621824789000000000
M(138,61) = -0.0170312217118517181628764363059000000000
M(138,65) = -0.0387796580719606551701416679341000000000
M(138,67) = -0.0241746639239267287176281481564000000000
M(138,71) = -0.0263921355094121770184927767656000000000
M(138,73) = -0.0209692598299602349795508282375000000000
M(138,77) = -0.0381066765598680226744188286803000000000
M(138,79) = -0.0266755658449286712945860778892000000000
M(138,83) = -0.0258017036726506975727590313906000000000
M(138,85) = -0.0372746500690424091263018098680000000000
M(138,89) = -0.0257703917110630525912314261056000000000
M(138,91) = -0.0339367832851177506433312649060000000001
M(138,95) = -0.0361956166261470324400616760391000000000
M(138,97) = -0.0292038115787487872012089525123000000000
M(138,101) = -0.0274485078171152686664719002539000000000
M(138,103) = -0.0275530875771613743847297243539000000000
M(138,107) = -0.0284157371326984277276053063505000000000
M(138,109) = -0.0305503947401062398327103108661000000000
M(138,113) = -0.0283956520294507323404569448448000000000
M(138,119) = -0.0375598211876373283427155434065000000000
M(138,121) = -0.0389456060145691288574100406862000000000
M(138,125) = -0.0349183621648012841674412516944000000000
M(138,127) = -0.0341008835908778617504443585976000000000
M(138,131) = -0.0283297851505431034792449523624000000000
M(138,133) = -0.0353474804299990057596986454280000000000
M(138,137) = -0.0357301445353538512127777985745000000000
And of the summand: 1/3
And of the summand: 1/23
Their sum is = -0.238502787152357216244573161391035710126
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 2.684308221 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(138,1) = -0.0303843469751836393784637539156000000000
M(138,7) = 0.104118679912949599641736089881000000000
M(138,13) = 0.0398285021358818293037407044304000000000
M(138,19) = 0.0206164024921003445275810348138000000000
M(138,25) = -0.0325803515769098114762629188918000000000
M(138,31) = -0.0076236738483094801167418304564600000000
M(138,37) = -0.0126989044744821340294001042172000000000
M(138,43) = -0.0109804583781646629901258361411000000000
M(138,49) = -0.0376450094721719358794013692058000000000
M(138,55) = -0.0337779107288633280118349856909999999999
M(138,61) = -0.0170312217118517181628764363059000000000
M(138,67) = -0.0241746639239267287176281481564000000000
M(138,73) = -0.0209692598299602349795508282375000000000
M(138,79) = -0.0266755658449286712945860778892000000000
M(138,85) = -0.0372746500690424091263018098680000000000
M(138,91) = -0.0339367832851177506433312649060000000001
M(138,97) = -0.0292038115787487872012089525123000000000
M(138,103) = -0.0275530875771613743847297243539000000000
M(138,109) = -0.0305503947401062398327103108661000000000
M(138,121) = -0.0389456060145691288574100406862000000000
M(138,127) = -0.0341008835908778617504443585976000000000
M(138,133) = -0.0353474804299990057596986454280000000000
Their sum is = -0.356890479509443129119649567200859999996
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 1.400000048 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(138,5) = 0.164231635591231390705353077042000000000
M(138,11) = 0.0579036406394387758772072485299000000000
M(138,17) = 0.0230934346547809140379680483637000000000
M(138,29) = 0.000443492812253941018006699215184000000000
M(138,35) = -0.0301613073421143039140310088118000000000
M(138,41) = -0.0091214771669037362452170145138800000000
M(138,47) = -0.0176983820924514342854280986196000000000
M(138,53) = -0.0148671605980067155968389396739000000000
M(138,59) = -0.0204035861753398360427621824789000000000
M(138,65) = -0.0387796580719606551701416679341000000000
M(138,71) = -0.0263921355094121770184927767656000000000
M(138,77) = -0.0381066765598680226744188286803000000000
M(138,83) = -0.0258017036726506975727590313906000000000
M(138,89) = -0.0257703917110630525912314261056000000000
M(138,95) = -0.0361956166261470324400616760391000000000
M(138,101) = -0.0274485078171152686664719002539000000000
M(138,107) = -0.0284157371326984277276053063505000000000
M(138,113) = -0.0283956520294507323404569448448000000000
M(138,119) = -0.0375598211876373283427155434065000000000
M(138,125) = -0.0349183621648012841674412516944000000000
M(138,131) = -0.0283297851505431034792449523624000000000
M(138,137) = -0.0357301445353538512127777985745000000000
And of the summand: 1/2
And of the summand: 1/23
Their sum is = 0.285054359023752579541743072476490956525
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -5.090434748 E-31
**************************
The constant M(6,1) has to be equal to the sum of: 
M(138,1) = -0.0303843469751836393784637539156000000000
M(138,7) = 0.104118679912949599641736089881000000000
M(138,13) = 0.0398285021358818293037407044304000000000
M(138,19) = 0.0206164024921003445275810348138000000000
M(138,25) = -0.0325803515769098114762629188918000000000
M(138,31) = -0.0076236738483094801167418304564600000000
M(138,37) = -0.0126989044744821340294001042172000000000
M(138,43) = -0.0109804583781646629901258361411000000000
M(138,49) = -0.0376450094721719358794013692058000000000
M(138,55) = -0.0337779107288633280118349856909999999999
M(138,61) = -0.0170312217118517181628764363059000000000
M(138,67) = -0.0241746639239267287176281481564000000000
M(138,73) = -0.0209692598299602349795508282375000000000
M(138,79) = -0.0266755658449286712945860778892000000000
M(138,85) = -0.0372746500690424091263018098680000000000
M(138,91) = -0.0339367832851177506433312649060000000001
M(138,97) = -0.0292038115787487872012089525123000000000
M(138,103) = -0.0275530875771613743847297243539000000000
M(138,109) = -0.0305503947401062398327103108661000000000
M(138,121) = -0.0389456060145691288574100406862000000000
M(138,127) = -0.0341008835908778617504443585976000000000
M(138,133) = -0.0353474804299990057596986454280000000000
Their sum is = -0.356890479509443129119649567200859999996
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 1.400000048 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(138,5) = 0.164231635591231390705353077042000000000
M(138,11) = 0.0579036406394387758772072485299000000000
M(138,17) = 0.0230934346547809140379680483637000000000
M(138,29) = 0.000443492812253941018006699215184000000000
M(138,35) = -0.0301613073421143039140310088118000000000
M(138,41) = -0.0091214771669037362452170145138800000000
M(138,47) = -0.0176983820924514342854280986196000000000
M(138,53) = -0.0148671605980067155968389396739000000000
M(138,59) = -0.0204035861753398360427621824789000000000
M(138,65) = -0.0387796580719606551701416679341000000000
M(138,71) = -0.0263921355094121770184927767656000000000
M(138,77) = -0.0381066765598680226744188286803000000000
M(138,83) = -0.0258017036726506975727590313906000000000
M(138,89) = -0.0257703917110630525912314261056000000000
M(138,95) = -0.0361956166261470324400616760391000000000
M(138,101) = -0.0274485078171152686664719002539000000000
M(138,107) = -0.0284157371326984277276053063505000000000
M(138,113) = -0.0283956520294507323404569448448000000000
M(138,119) = -0.0375598211876373283427155434065000000000
M(138,125) = -0.0349183621648012841674412516944000000000
M(138,131) = -0.0283297851505431034792449523624000000000
M(138,137) = -0.0357301445353538512127777985745000000000
And of the summand: 1/23
Their sum is = -0.214945640976247420458256927523509043474
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -5.090434742 E-31
**************************
The constant M(23,1) has to be equal to the sum of: 
M(138,1) = -0.0303843469751836393784637539156000000000
M(138,47) = -0.0176983820924514342854280986196000000000
Their sum is = -0.0480827290676350736638918525352000000000
The constant M(23,1) is = -0.0480827290676350736638918525352000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,2) has to be equal to the sum of: 
M(138,25) = -0.0325803515769098114762629188918000000000
M(138,71) = -0.0263921355094121770184927767656000000000
And of the summand: 1/2
Their sum is = 0.441027512913678011505244304342600000000
The constant M(23,2) is = 0.441027512913678011505244304343000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(23,3) has to be equal to the sum of: 
M(138,49) = -0.0376450094721719358794013692058000000000
M(138,95) = -0.0361956166261470324400616760391000000000
And of the summand: 1/3
Their sum is = 0.259492707235014365013870288088433333334
The constant M(23,3) is = 0.259492707235014365013870288088000000000
The difference (constant-sum) is = 4.333333338 E-31
**************************
The constant M(23,4) has to be equal to the sum of: 
M(138,73) = -0.0209692598299602349795508282375000000000
M(138,119) = -0.0375598211876373283427155434065000000000
Their sum is = -0.0585290810175975633222663716440000000000
The constant M(23,4) is = -0.0585290810175975633222663716440000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(23,5) has to be equal to the sum of: 
M(138,5) = 0.164231635591231390705353077042000000000
M(138,97) = -0.0292038115787487872012089525123000000000
Their sum is = 0.135027824012482603504144124529700000000
The constant M(23,5) is = 0.135027824012482603504144124529999999999
The difference (constant-sum) is = -2.999999990 E-31
**************************
The constant M(23,6) has to be equal to the sum of: 
M(138,29) = 0.000443492812253941018006699215184000000000
M(138,121) = -0.0389456060145691288574100406862000000000
Their sum is = -0.0385021132023151878394033414710160000000
The constant M(23,6) is = -0.0385021132023151878394033414710000000000
The difference (constant-sum) is = -1.600000001 E-32
**************************
The constant M(23,7) has to be equal to the sum of: 
M(138,7) = 0.104118679912949599641736089881000000000
M(138,53) = -0.0148671605980067155968389396739000000000
Their sum is = 0.089251519314942884044897150207100000000
The constant M(23,7) is = 0.089251519314942884044897150206800000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(23,8) has to be equal to the sum of: 
M(138,31) = -0.0076236738483094801167418304564600000000
M(138,77) = -0.0381066765598680226744188286803000000000
Their sum is = -0.0457303504081775027911606591367599999998
The constant M(23,8) is = -0.0457303504081775027911606591367000000000
The difference (constant-sum) is = -5.99999999 E-32
**************************
The constant M(23,9) has to be equal to the sum of: 
M(138,55) = -0.0337779107288633280118349856909999999999
M(138,101) = -0.0274485078171152686664719002539000000000
Their sum is = -0.0612264185459785966783068859448999999998
The constant M(23,9) is = -0.0612264185459785966783068859450000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(23,10) has to be equal to the sum of: 
M(138,79) = -0.0266755658449286712945860778892000000000
M(138,125) = -0.0349183621648012841674412516944000000000
Their sum is = -0.0615939280097299554620273295836000000000
The constant M(23,10) is = -0.0615939280097299554620273295835000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(23,11) has to be equal to the sum of: 
M(138,11) = 0.0579036406394387758772072485299000000000
M(138,103) = -0.0275530875771613743847297243539000000000
Their sum is = 0.0303505530622774014924775241759999999999
The constant M(23,11) is = 0.0303505530622774014924775241761000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(23,12) has to be equal to the sum of: 
M(138,35) = -0.0301613073421143039140310088118000000000
M(138,127) = -0.0341008835908778617504443585976000000000
Their sum is = -0.064262190932992165664475367409400000000
The constant M(23,12) is = -0.064262190932992165664475367409400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(23,13) has to be equal to the sum of: 
M(138,13) = 0.0398285021358818293037407044304000000000
M(138,59) = -0.0204035861753398360427621824789000000000
Their sum is = 0.0194249159605419932609785219515000000001
The constant M(23,13) is = 0.0194249159605419932609785219515000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(23,14) has to be equal to the sum of: 
M(138,37) = -0.0126989044744821340294001042172000000000
M(138,83) = -0.0258017036726506975727590313906000000000
Their sum is = -0.0385006081471328316021591356078000000000
The constant M(23,14) is = -0.0385006081471328316021591356077000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(23,15) has to be equal to the sum of: 
M(138,61) = -0.0170312217118517181628764363059000000000
M(138,107) = -0.0284157371326984277276053063505000000000
Their sum is = -0.0454469588445501458904817426564000000000
The constant M(23,15) is = -0.0454469588445501458904817426565000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(23,16) has to be equal to the sum of: 
M(138,85) = -0.0372746500690424091263018098680000000000
M(138,131) = -0.0283297851505431034792449523624000000000
Their sum is = -0.065604435219585512605546762230399999999
The constant M(23,16) is = -0.065604435219585512605546762230400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(23,17) has to be equal to the sum of: 
M(138,17) = 0.0230934346547809140379680483637000000000
M(138,109) = -0.0305503947401062398327103108661000000000
Their sum is = -0.0074569600853253257947422625023999999999
The constant M(23,17) is = -0.0074569600853253257947422625024800000000
The difference (constant-sum) is = 8.00000000 E-32
**************************
The constant M(23,18) has to be equal to the sum of: 
M(138,41) = -0.0091214771669037362452170145138800000000
M(138,133) = -0.0353474804299990057596986454280000000000
Their sum is = -0.0444689575969027420049156599418800000000
The constant M(23,18) is = -0.0444689575969027420049156599419000000000
The difference (constant-sum) is = 2.000000011 E-32
**************************
The constant M(23,19) has to be equal to the sum of: 
M(138,19) = 0.0206164024921003445275810348138000000000
M(138,65) = -0.0387796580719606551701416679341000000000
Their sum is = -0.0181632555798603106425606331203000000000
The constant M(23,19) is = -0.0181632555798603106425606331204000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(23,20) has to be equal to the sum of: 
M(138,43) = -0.0109804583781646629901258361411000000000
M(138,89) = -0.0257703917110630525912314261056000000000
Their sum is = -0.0367508500892277155813572622467000000000
The constant M(23,20) is = -0.0367508500892277155813572622467000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(23,21) has to be equal to the sum of: 
M(138,67) = -0.0241746639239267287176281481564000000000
M(138,113) = -0.0283956520294507323404569448448000000000
Their sum is = -0.0525703159533774610580850930012000000000
The constant M(23,21) is = -0.0525703159533774610580850930012000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(23,22) has to be equal to the sum of: 
M(138,91) = -0.0339367832851177506433312649060000000001
M(138,137) = -0.0357301445353538512127777985745000000000
Their sum is = -0.069666927820471601856109063480500000000
The constant M(23,22) is = -0.069666927820471601856109063480500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(46,1) has to be equal to the sum of: 
M(138,1) = -0.0303843469751836393784637539156000000000
M(138,47) = -0.0176983820924514342854280986196000000000
Their sum is = -0.0480827290676350736638918525352000000000
The constant M(46,1) is = -0.0480827290676350736638918525352000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(46,3) has to be equal to the sum of: 
M(138,49) = -0.0376450094721719358794013692058000000000
M(138,95) = -0.0361956166261470324400616760391000000000
And of the summand: 1/3
Their sum is = 0.259492707235014365013870288088433333334
The constant M(46,3) is = 0.259492707235014365013870288088000000000
The difference (constant-sum) is = 4.333333338 E-31
**************************
The constant M(46,5) has to be equal to the sum of: 
M(138,5) = 0.164231635591231390705353077042000000000
M(138,97) = -0.0292038115787487872012089525123000000000
Their sum is = 0.135027824012482603504144124529700000000
The constant M(46,5) is = 0.135027824012482603504144124529999999999
The difference (constant-sum) is = -2.999999990 E-31
**************************
The constant M(46,7) has to be equal to the sum of: 
M(138,7) = 0.104118679912949599641736089881000000000
M(138,53) = -0.0148671605980067155968389396739000000000
Their sum is = 0.089251519314942884044897150207100000000
The constant M(46,7) is = 0.089251519314942884044897150206800000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(46,9) has to be equal to the sum of: 
M(138,55) = -0.0337779107288633280118349856909999999999
M(138,101) = -0.0274485078171152686664719002539000000000
Their sum is = -0.0612264185459785966783068859448999999998
The constant M(46,9) is = -0.0612264185459785966783068859450000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(46,11) has to be equal to the sum of: 
M(138,11) = 0.0579036406394387758772072485299000000000
M(138,103) = -0.0275530875771613743847297243539000000000
Their sum is = 0.0303505530622774014924775241759999999999
The constant M(46,11) is = 0.0303505530622774014924775241761000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(46,13) has to be equal to the sum of: 
M(138,13) = 0.0398285021358818293037407044304000000000
M(138,59) = -0.0204035861753398360427621824789000000000
Their sum is = 0.0194249159605419932609785219515000000001
The constant M(46,13) is = 0.0194249159605419932609785219515000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(46,15) has to be equal to the sum of: 
M(138,61) = -0.0170312217118517181628764363059000000000
M(138,107) = -0.0284157371326984277276053063505000000000
Their sum is = -0.0454469588445501458904817426564000000000
The constant M(46,15) is = -0.0454469588445501458904817426565000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(46,17) has to be equal to the sum of: 
M(138,17) = 0.0230934346547809140379680483637000000000
M(138,109) = -0.0305503947401062398327103108661000000000
Their sum is = -0.0074569600853253257947422625023999999999
The constant M(46,17) is = -0.0074569600853253257947422625024800000000
The difference (constant-sum) is = 8.00000000 E-32
**************************
The constant M(46,19) has to be equal to the sum of: 
M(138,19) = 0.0206164024921003445275810348138000000000
M(138,65) = -0.0387796580719606551701416679341000000000
Their sum is = -0.0181632555798603106425606331203000000000
The constant M(46,19) is = -0.0181632555798603106425606331204000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(46,21) has to be equal to the sum of: 
M(138,67) = -0.0241746639239267287176281481564000000000
M(138,113) = -0.0283956520294507323404569448448000000000
Their sum is = -0.0525703159533774610580850930012000000000
The constant M(46,21) is = -0.0525703159533774610580850930012000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(46,25) has to be equal to the sum of: 
M(138,25) = -0.0325803515769098114762629188918000000000
M(138,71) = -0.0263921355094121770184927767656000000000
Their sum is = -0.0589724870863219884947556956574000000000
The constant M(46,25) is = -0.0589724870863219884947556956574000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(46,27) has to be equal to the sum of: 
M(138,73) = -0.0209692598299602349795508282375000000000
M(138,119) = -0.0375598211876373283427155434065000000000
Their sum is = -0.0585290810175975633222663716440000000000
The constant M(46,27) is = -0.0585290810175975633222663716440000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(46,29) has to be equal to the sum of: 
M(138,29) = 0.000443492812253941018006699215184000000000
M(138,121) = -0.0389456060145691288574100406862000000000
Their sum is = -0.0385021132023151878394033414710160000000
The constant M(46,29) is = -0.0385021132023151878394033414710000000000
The difference (constant-sum) is = -1.600000001 E-32
**************************
The constant M(46,31) has to be equal to the sum of: 
M(138,31) = -0.0076236738483094801167418304564600000000
M(138,77) = -0.0381066765598680226744188286803000000000
Their sum is = -0.0457303504081775027911606591367599999998
The constant M(46,31) is = -0.0457303504081775027911606591367000000000
The difference (constant-sum) is = -5.99999999 E-32
**************************
The constant M(46,33) has to be equal to the sum of: 
M(138,79) = -0.0266755658449286712945860778892000000000
M(138,125) = -0.0349183621648012841674412516944000000000
Their sum is = -0.0615939280097299554620273295836000000000
The constant M(46,33) is = -0.0615939280097299554620273295835000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(46,35) has to be equal to the sum of: 
M(138,35) = -0.0301613073421143039140310088118000000000
M(138,127) = -0.0341008835908778617504443585976000000000
Their sum is = -0.064262190932992165664475367409400000000
The constant M(46,35) is = -0.064262190932992165664475367409400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(46,37) has to be equal to the sum of: 
M(138,37) = -0.0126989044744821340294001042172000000000
M(138,83) = -0.0258017036726506975727590313906000000000
Their sum is = -0.0385006081471328316021591356078000000000
The constant M(46,37) is = -0.0385006081471328316021591356077000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(46,39) has to be equal to the sum of: 
M(138,85) = -0.0372746500690424091263018098680000000000
M(138,131) = -0.0283297851505431034792449523624000000000
Their sum is = -0.065604435219585512605546762230399999999
The constant M(46,39) is = -0.065604435219585512605546762230400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(46,41) has to be equal to the sum of: 
M(138,41) = -0.0091214771669037362452170145138800000000
M(138,133) = -0.0353474804299990057596986454280000000000
Their sum is = -0.0444689575969027420049156599418800000000
The constant M(46,41) is = -0.0444689575969027420049156599419000000000
The difference (constant-sum) is = 2.000000011 E-32
**************************
The constant M(46,43) has to be equal to the sum of: 
M(138,43) = -0.0109804583781646629901258361411000000000
M(138,89) = -0.0257703917110630525912314261056000000000
Their sum is = -0.0367508500892277155813572622467000000000
The constant M(46,43) is = -0.0367508500892277155813572622467000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(46,45) has to be equal to the sum of: 
M(138,91) = -0.0339367832851177506433312649060000000001
M(138,137) = -0.0357301445353538512127777985745000000000
Their sum is = -0.069666927820471601856109063480500000000
The constant M(46,45) is = -0.069666927820471601856109063480500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(69,1) has to be equal to the sum of: 
M(138,1) = -0.0303843469751836393784637539156000000000
Their sum is = -0.0303843469751836393784637539156000000000
The constant M(69,1) is = -0.0303843469751836393784637539156000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,2) has to be equal to the sum of: 
M(138,71) = -0.0263921355094121770184927767656000000000
And of the summand: 1/2
Their sum is = 0.473607864490587822981507223234400000000
The constant M(69,2) is = 0.473607864490587822981507223234000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(69,4) has to be equal to the sum of: 
M(138,73) = -0.0209692598299602349795508282375000000000
Their sum is = -0.0209692598299602349795508282375000000000
The constant M(69,4) is = -0.0209692598299602349795508282375000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,5) has to be equal to the sum of: 
M(138,5) = 0.164231635591231390705353077042000000000
Their sum is = 0.164231635591231390705353077042000000000
The constant M(69,5) is = 0.164231635591231390705353077042000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(69,7) has to be equal to the sum of: 
M(138,7) = 0.104118679912949599641736089881000000000
Their sum is = 0.104118679912949599641736089881000000000
The constant M(69,7) is = 0.104118679912949599641736089881000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(69,8) has to be equal to the sum of: 
M(138,77) = -0.0381066765598680226744188286803000000000
Their sum is = -0.0381066765598680226744188286803000000000
The constant M(69,8) is = -0.0381066765598680226744188286803000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,10) has to be equal to the sum of: 
M(138,79) = -0.0266755658449286712945860778892000000000
Their sum is = -0.0266755658449286712945860778892000000000
The constant M(69,10) is = -0.0266755658449286712945860778892000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,11) has to be equal to the sum of: 
M(138,11) = 0.0579036406394387758772072485299000000000
Their sum is = 0.0579036406394387758772072485299000000000
The constant M(69,11) is = 0.0579036406394387758772072485299000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,13) has to be equal to the sum of: 
M(138,13) = 0.0398285021358818293037407044304000000000
Their sum is = 0.0398285021358818293037407044304000000000
The constant M(69,13) is = 0.0398285021358818293037407044304000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,14) has to be equal to the sum of: 
M(138,83) = -0.0258017036726506975727590313906000000000
Their sum is = -0.0258017036726506975727590313906000000000
The constant M(69,14) is = -0.0258017036726506975727590313906000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,16) has to be equal to the sum of: 
M(138,85) = -0.0372746500690424091263018098680000000000
Their sum is = -0.0372746500690424091263018098680000000000
The constant M(69,16) is = -0.0372746500690424091263018098680000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,17) has to be equal to the sum of: 
M(138,17) = 0.0230934346547809140379680483637000000000
Their sum is = 0.0230934346547809140379680483637000000000
The constant M(69,17) is = 0.0230934346547809140379680483637000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,19) has to be equal to the sum of: 
M(138,19) = 0.0206164024921003445275810348138000000000
Their sum is = 0.0206164024921003445275810348138000000000
The constant M(69,19) is = 0.0206164024921003445275810348138000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,20) has to be equal to the sum of: 
M(138,89) = -0.0257703917110630525912314261056000000000
Their sum is = -0.0257703917110630525912314261056000000000
The constant M(69,20) is = -0.0257703917110630525912314261056000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,22) has to be equal to the sum of: 
M(138,91) = -0.0339367832851177506433312649060000000001
Their sum is = -0.0339367832851177506433312649060000000001
The constant M(69,22) is = -0.0339367832851177506433312649060000000001
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,25) has to be equal to the sum of: 
M(138,25) = -0.0325803515769098114762629188918000000000
Their sum is = -0.0325803515769098114762629188918000000000
The constant M(69,25) is = -0.0325803515769098114762629188918000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,26) has to be equal to the sum of: 
M(138,95) = -0.0361956166261470324400616760391000000000
Their sum is = -0.0361956166261470324400616760391000000000
The constant M(69,26) is = -0.0361956166261470324400616760391000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,28) has to be equal to the sum of: 
M(138,97) = -0.0292038115787487872012089525123000000000
Their sum is = -0.0292038115787487872012089525123000000000
The constant M(69,28) is = -0.0292038115787487872012089525123000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,29) has to be equal to the sum of: 
M(138,29) = 0.000443492812253941018006699215184000000000
Their sum is = 0.000443492812253941018006699215184000000000
The constant M(69,29) is = 0.000443492812253941018006699215184000000000
The difference (constant-sum) is = 0.E-42
**************************
The constant M(69,31) has to be equal to the sum of: 
M(138,31) = -0.0076236738483094801167418304564600000000
Their sum is = -0.0076236738483094801167418304564600000000
The constant M(69,31) is = -0.0076236738483094801167418304564600000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,32) has to be equal to the sum of: 
M(138,101) = -0.0274485078171152686664719002539000000000
Their sum is = -0.0274485078171152686664719002539000000000
The constant M(69,32) is = -0.0274485078171152686664719002539000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,34) has to be equal to the sum of: 
M(138,103) = -0.0275530875771613743847297243539000000000
Their sum is = -0.0275530875771613743847297243539000000000
The constant M(69,34) is = -0.0275530875771613743847297243539000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,35) has to be equal to the sum of: 
M(138,35) = -0.0301613073421143039140310088118000000000
Their sum is = -0.0301613073421143039140310088118000000000
The constant M(69,35) is = -0.0301613073421143039140310088118000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,37) has to be equal to the sum of: 
M(138,37) = -0.0126989044744821340294001042172000000000
Their sum is = -0.0126989044744821340294001042172000000000
The constant M(69,37) is = -0.0126989044744821340294001042172000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,38) has to be equal to the sum of: 
M(138,107) = -0.0284157371326984277276053063505000000000
Their sum is = -0.0284157371326984277276053063505000000000
The constant M(69,38) is = -0.0284157371326984277276053063505000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,40) has to be equal to the sum of: 
M(138,109) = -0.0305503947401062398327103108661000000000
Their sum is = -0.0305503947401062398327103108661000000000
The constant M(69,40) is = -0.0305503947401062398327103108661000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,41) has to be equal to the sum of: 
M(138,41) = -0.0091214771669037362452170145138800000000
Their sum is = -0.0091214771669037362452170145138800000000
The constant M(69,41) is = -0.0091214771669037362452170145138800000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,43) has to be equal to the sum of: 
M(138,43) = -0.0109804583781646629901258361411000000000
Their sum is = -0.0109804583781646629901258361411000000000
The constant M(69,43) is = -0.0109804583781646629901258361411000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,44) has to be equal to the sum of: 
M(138,113) = -0.0283956520294507323404569448448000000000
Their sum is = -0.0283956520294507323404569448448000000000
The constant M(69,44) is = -0.0283956520294507323404569448448000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,47) has to be equal to the sum of: 
M(138,47) = -0.0176983820924514342854280986196000000000
Their sum is = -0.0176983820924514342854280986196000000000
The constant M(69,47) is = -0.0176983820924514342854280986196000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,49) has to be equal to the sum of: 
M(138,49) = -0.0376450094721719358794013692058000000000
Their sum is = -0.0376450094721719358794013692058000000000
The constant M(69,49) is = -0.0376450094721719358794013692058000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,50) has to be equal to the sum of: 
M(138,119) = -0.0375598211876373283427155434065000000000
Their sum is = -0.0375598211876373283427155434065000000000
The constant M(69,50) is = -0.0375598211876373283427155434065000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,52) has to be equal to the sum of: 
M(138,121) = -0.0389456060145691288574100406862000000000
Their sum is = -0.0389456060145691288574100406862000000000
The constant M(69,52) is = -0.0389456060145691288574100406862000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,53) has to be equal to the sum of: 
M(138,53) = -0.0148671605980067155968389396739000000000
Their sum is = -0.0148671605980067155968389396739000000000
The constant M(69,53) is = -0.0148671605980067155968389396739000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,55) has to be equal to the sum of: 
M(138,55) = -0.0337779107288633280118349856909999999999
Their sum is = -0.0337779107288633280118349856909999999999
The constant M(69,55) is = -0.0337779107288633280118349856909999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,56) has to be equal to the sum of: 
M(138,125) = -0.0349183621648012841674412516944000000000
Their sum is = -0.0349183621648012841674412516944000000000
The constant M(69,56) is = -0.0349183621648012841674412516944000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,58) has to be equal to the sum of: 
M(138,127) = -0.0341008835908778617504443585976000000000
Their sum is = -0.0341008835908778617504443585976000000000
The constant M(69,58) is = -0.0341008835908778617504443585976000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,59) has to be equal to the sum of: 
M(138,59) = -0.0204035861753398360427621824789000000000
Their sum is = -0.0204035861753398360427621824789000000000
The constant M(69,59) is = -0.0204035861753398360427621824789000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,61) has to be equal to the sum of: 
M(138,61) = -0.0170312217118517181628764363059000000000
Their sum is = -0.0170312217118517181628764363059000000000
The constant M(69,61) is = -0.0170312217118517181628764363059000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,62) has to be equal to the sum of: 
M(138,131) = -0.0283297851505431034792449523624000000000
Their sum is = -0.0283297851505431034792449523624000000000
The constant M(69,62) is = -0.0283297851505431034792449523624000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,64) has to be equal to the sum of: 
M(138,133) = -0.0353474804299990057596986454280000000000
Their sum is = -0.0353474804299990057596986454280000000000
The constant M(69,64) is = -0.0353474804299990057596986454280000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,65) has to be equal to the sum of: 
M(138,65) = -0.0387796580719606551701416679341000000000
Their sum is = -0.0387796580719606551701416679341000000000
The constant M(69,65) is = -0.0387796580719606551701416679341000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,67) has to be equal to the sum of: 
M(138,67) = -0.0241746639239267287176281481564000000000
Their sum is = -0.0241746639239267287176281481564000000000
The constant M(69,67) is = -0.0241746639239267287176281481564000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(69,68) has to be equal to the sum of: 
M(138,137) = -0.0357301445353538512127777985745000000000
Their sum is = -0.0357301445353538512127777985745000000000
The constant M(69,68) is = -0.0357301445353538512127777985745000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(140,1) = -0.0351950109652878406273210712011000000000
M(140,3) = 0.300088009760293181478498155028999999999
M(140,9) = -0.0311635543762903838141637592375000000000
M(140,11) = 0.0614592043641628802106469166503000000000
M(140,13) = 0.0434157160248993055389245360358000000000
M(140,17) = 0.0280708128330446713577424346149000000000
M(140,19) = 0.0173688336736564200405658468974000000000
M(140,23) = 0.0123988662887737787268737728241000000000
M(140,27) = -0.0278808418319728113645146815044000000000
M(140,29) = -0.00190238260083713210364294060440000000000
M(140,31) = -0.0043710229149656687277206219357200000000
M(140,33) = -0.0270888097541558623730708048948000000000
M(140,37) = -0.0071087898763918999312199549857500000000
M(140,39) = -0.0314930748229447052801858871181000000000
M(140,41) = -0.0046984034601536173564271964828500000000
M(140,43) = -0.0112248842830683677876917711643000000000
M(140,47) = -0.0143133652412654562709807358913000000000
M(140,51) = -0.0295194975571084568567387079729000000000
M(140,53) = -0.0138463034280536591710771562435000000000
M(140,57) = -0.0290830556335695349222372028383000000000
M(140,59) = -0.0137395987831309209100961010591000000000
M(140,61) = -0.0216038572598353010986342746126000000000
M(140,67) = -0.0189175858442388341400956345336000000000
M(140,69) = -0.0359363258272720619423542319411000000000
M(140,71) = -0.0169253849341103115109155649433000000000
M(140,73) = -0.0228058712517014365196296102511000000000
M(140,79) = -0.0220167514516874002756761891576000000000
M(140,81) = -0.0382887394333354909855916331207000000000
M(140,83) = -0.0214464142618395848684798414171000000000
M(140,87) = -0.0309977783719512395730334924443000000000
M(140,89) = -0.0225390353034458783201007404086000000000
M(140,93) = -0.0312631741754547829652500987342000000001
M(140,97) = -0.0278855732625452955435293644079000000000
M(140,99) = -0.0337486923269951352844517954095000000000
M(140,101) = -0.0224766028390861975678309814157000000000
M(140,103) = -0.0265188100314804746594199532887000000000
M(140,107) = -0.0294731514682875650694000483647000000000
M(140,109) = -0.0275839065255228385958009045561000000000
M(140,111) = -0.0345725634256587469090924047234000000000
M(140,113) = -0.0295101534164417015029047122541000000000
M(140,117) = -0.0322242654634892880472526759070000000000
M(140,121) = -0.0358362180126197422165562596723000000000
M(140,123) = -0.0335477674299936360502688869208000000000
M(140,127) = -0.0294855783842612703575739515189000000000
M(140,129) = -0.0327270582583901148272975315836000000000
M(140,131) = -0.0268063535492604894931861442675000000000
M(140,137) = -0.0274614939602391151187190067836000000000
M(140,139) = -0.0289336709559900598005474405275000000000
And of the summand: 1/5
And of the summand: 1/7
Their sum is = -0.238502787152357216244573161390877142841
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 4.269981077 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(140,1) = -0.0351950109652878406273210712011000000000
M(140,9) = -0.0311635543762903838141637592375000000000
M(140,13) = 0.0434157160248993055389245360358000000000
M(140,17) = 0.0280708128330446713577424346149000000000
M(140,29) = -0.00190238260083713210364294060440000000000
M(140,33) = -0.0270888097541558623730708048948000000000
M(140,37) = -0.0071087898763918999312199549857500000000
M(140,41) = -0.0046984034601536173564271964828500000000
M(140,53) = -0.0138463034280536591710771562435000000000
M(140,57) = -0.0290830556335695349222372028383000000000
M(140,61) = -0.0216038572598353010986342746126000000000
M(140,69) = -0.0359363258272720619423542319411000000000
M(140,73) = -0.0228058712517014365196296102511000000000
M(140,81) = -0.0382887394333354909855916331207000000000
M(140,89) = -0.0225390353034458783201007404086000000000
M(140,93) = -0.0312631741754547829652500987342000000001
M(140,97) = -0.0278855732625452955435293644079000000000
M(140,101) = -0.0224766028390861975678309814157000000000
M(140,109) = -0.0275839065255228385958009045561000000000
M(140,113) = -0.0295101534164417015029047122541000000000
M(140,117) = -0.0322242654634892880472526759070000000000
M(140,121) = -0.0358362180126197422165562596723000000000
M(140,129) = -0.0327270582583901148272975315836000000000
M(140,137) = -0.0274614939602391151187190067836000000000
And of the summand: 1/5
Their sum is = -0.286742056226175198653945141486099999993
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -9.99999921 E-32
**************************
The constant M(4,3) has to be equal to the sum of: 
M(140,3) = 0.300088009760293181478498155028999999999
M(140,11) = 0.0614592043641628802106469166503000000000
M(140,19) = 0.0173688336736564200405658468974000000000
M(140,23) = 0.0123988662887737787268737728241000000000
M(140,27) = -0.0278808418319728113645146815044000000000
M(140,31) = -0.0043710229149656687277206219357200000000
M(140,39) = -0.0314930748229447052801858871181000000000
M(140,43) = -0.0112248842830683677876917711643000000000
M(140,47) = -0.0143133652412654562709807358913000000000
M(140,51) = -0.0295194975571084568567387079729000000000
M(140,59) = -0.0137395987831309209100961010591000000000
M(140,67) = -0.0189175858442388341400956345336000000000
M(140,71) = -0.0169253849341103115109155649433000000000
M(140,79) = -0.0220167514516874002756761891576000000000
M(140,83) = -0.0214464142618395848684798414171000000000
M(140,87) = -0.0309977783719512395730334924443000000000
M(140,99) = -0.0337486923269951352844517954095000000000
M(140,103) = -0.0265188100314804746594199532887000000000
M(140,107) = -0.0294731514682875650694000483647000000000
M(140,111) = -0.0345725634256587469090924047234000000000
M(140,123) = -0.0335477674299936360502688869208000000000
M(140,127) = -0.0294855783842612703575739515189000000000
M(140,131) = -0.0268063535492604894931861442675000000000
M(140,139) = -0.0289336709559900598005474405275000000000
And of the summand: 1/7
Their sum is = 0.0482392690738179824093719800952228571488
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 3.228571487 E-31
**************************
The constant M(5,1) has to be equal to the sum of: 
M(140,1) = -0.0351950109652878406273210712011000000000
M(140,11) = 0.0614592043641628802106469166503000000000
M(140,31) = -0.0043710229149656687277206219357200000000
M(140,41) = -0.0046984034601536173564271964828500000000
M(140,51) = -0.0295194975571084568567387079729000000000
M(140,61) = -0.0216038572598353010986342746126000000000
M(140,71) = -0.0169253849341103115109155649433000000000
M(140,81) = -0.0382887394333354909855916331207000000000
M(140,101) = -0.0224766028390861975678309814157000000000
M(140,111) = -0.0345725634256587469090924047234000000000
M(140,121) = -0.0358362180126197422165562596723000000000
M(140,131) = -0.0268063535492604894931861442675000000000
Their sum is = -0.208834449987258983139367943697769999999
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 2.300000011 E-31
**************************
The constant M(5,2) has to be equal to the sum of: 
M(140,17) = 0.0280708128330446713577424346149000000000
M(140,27) = -0.0278808418319728113645146815044000000000
M(140,37) = -0.0071087898763918999312199549857500000000
M(140,47) = -0.0143133652412654562709807358913000000000
M(140,57) = -0.0290830556335695349222372028383000000000
M(140,67) = -0.0189175858442388341400956345336000000000
M(140,87) = -0.0309977783719512395730334924443000000000
M(140,97) = -0.0278855732625452955435293644079000000000
M(140,107) = -0.0294731514682875650694000483647000000000
M(140,117) = -0.0322242654634892880472526759070000000000
M(140,127) = -0.0294855783842612703575739515189000000000
M(140,137) = -0.0274614939602391151187190067836000000000
And of the summand: 1/2
And of the summand: 1/7
Their sum is = 0.396096476351975218162042828292292857144
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 2.928571436 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(140,3) = 0.300088009760293181478498155028999999999
M(140,13) = 0.0434157160248993055389245360358000000000
M(140,23) = 0.0123988662887737787268737728241000000000
M(140,33) = -0.0270888097541558623730708048948000000000
M(140,43) = -0.0112248842830683677876917711643000000000
M(140,53) = -0.0138463034280536591710771562435000000000
M(140,73) = -0.0228058712517014365196296102511000000000
M(140,83) = -0.0214464142618395848684798414171000000000
M(140,93) = -0.0312631741754547829652500987342000000001
M(140,103) = -0.0265188100314804746594199532887000000000
M(140,113) = -0.0295101534164417015029047122541000000000
M(140,123) = -0.0335477674299936360502688869208000000000
Their sum is = 0.138650404041776759846503628720300000000
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 2.999999998 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(140,9) = -0.0311635543762903838141637592375000000000
M(140,19) = 0.0173688336736564200405658468974000000000
M(140,29) = -0.00190238260083713210364294060440000000000
M(140,39) = -0.0314930748229447052801858871181000000000
M(140,59) = -0.0137395987831309209100961010591000000000
M(140,69) = -0.0359363258272720619423542319411000000000
M(140,79) = -0.0220167514516874002756761891576000000000
M(140,89) = -0.0225390353034458783201007404086000000000
M(140,99) = -0.0337486923269951352844517954095000000000
M(140,109) = -0.0275839065255228385958009045561000000000
M(140,129) = -0.0327270582583901148272975315836000000000
M(140,139) = -0.0289336709559900598005474405275000000000
Their sum is = -0.264415217558850211113751674705699999998
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 3.000000027 E-31
**************************
The constant M(7,1) has to be equal to the sum of: 
M(140,1) = -0.0351950109652878406273210712011000000000
M(140,29) = -0.00190238260083713210364294060440000000000
M(140,43) = -0.0112248842830683677876917711643000000000
M(140,57) = -0.0290830556335695349222372028383000000000
M(140,71) = -0.0169253849341103115109155649433000000000
M(140,99) = -0.0337486923269951352844517954095000000000
M(140,113) = -0.0295101534164417015029047122541000000000
M(140,127) = -0.0294855783842612703575739515189000000000
Their sum is = -0.187075142544571294096739009933899999999
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 1.000000016 E-31
**************************
The constant M(7,2) has to be equal to the sum of: 
M(140,9) = -0.0311635543762903838141637592375000000000
M(140,23) = 0.0123988662887737787268737728241000000000
M(140,37) = -0.0071087898763918999312199549857500000000
M(140,51) = -0.0295194975571084568567387079729000000000
M(140,79) = -0.0220167514516874002756761891576000000000
M(140,93) = -0.0312631741754547829652500987342000000001
M(140,107) = -0.0294731514682875650694000483647000000000
M(140,121) = -0.0358362180126197422165562596723000000000
And of the summand: 1/2
Their sum is = 0.326017729370933547597868754699150000002
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = 1.500000013 E-31
**************************
The constant M(7,3) has to be equal to the sum of: 
M(140,3) = 0.300088009760293181478498155028999999999
M(140,17) = 0.0280708128330446713577424346149000000000
M(140,31) = -0.0043710229149656687277206219357200000000
M(140,59) = -0.0137395987831309209100961010591000000000
M(140,73) = -0.0228058712517014365196296102511000000000
M(140,87) = -0.0309977783719512395730334924443000000000
M(140,101) = -0.0224766028390861975678309814157000000000
M(140,129) = -0.0327270582583901148272975315836000000000
Their sum is = 0.201040890174112274710632250954380000001
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 3.800000009 E-31
**************************
The constant M(7,4) has to be equal to the sum of: 
M(140,11) = 0.0614592043641628802106469166503000000000
M(140,39) = -0.0314930748229447052801858871181000000000
M(140,53) = -0.0138463034280536591710771562435000000000
M(140,67) = -0.0189175858442388341400956345336000000000
M(140,81) = -0.0382887394333354909855916331207000000000
M(140,109) = -0.0275839065255228385958009045561000000000
M(140,123) = -0.0335477674299936360502688869208000000000
M(140,137) = -0.0274614939602391151187190067836000000000
Their sum is = -0.129679667080165399131092192626099999999
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(7,5) has to be equal to the sum of: 
M(140,19) = 0.0173688336736564200405658468974000000000
M(140,33) = -0.0270888097541558623730708048948000000000
M(140,47) = -0.0143133652412654562709807358913000000000
M(140,61) = -0.0216038572598353010986342746126000000000
M(140,89) = -0.0225390353034458783201007404086000000000
M(140,103) = -0.0265188100314804746594199532887000000000
M(140,117) = -0.0322242654634892880472526759070000000000
M(140,131) = -0.0268063535492604894931861442675000000000
And of the summand: 1/5
Their sum is = 0.0462743370707236697779205176269000000014
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 1.285696946 E-39
**************************
The constant M(7,6) has to be equal to the sum of: 
M(140,13) = 0.0434157160248993055389245360358000000000
M(140,27) = -0.0278808418319728113645146815044000000000
M(140,41) = -0.0046984034601536173564271964828500000000
M(140,69) = -0.0359363258272720619423542319411000000000
M(140,83) = -0.0214464142618395848684798414171000000000
M(140,97) = -0.0278855732625452955435293644079000000000
M(140,111) = -0.0345725634256587469090924047234000000000
M(140,139) = -0.0289336709559900598005474405275000000000
Their sum is = -0.137938077000532872246020624968449999999
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -4.499999996 E-31
**************************
The constant M(10,1) has to be equal to the sum of: 
M(140,1) = -0.0351950109652878406273210712011000000000
M(140,11) = 0.0614592043641628802106469166503000000000
M(140,31) = -0.0043710229149656687277206219357200000000
M(140,41) = -0.0046984034601536173564271964828500000000
M(140,51) = -0.0295194975571084568567387079729000000000
M(140,61) = -0.0216038572598353010986342746126000000000
M(140,71) = -0.0169253849341103115109155649433000000000
M(140,81) = -0.0382887394333354909855916331207000000000
M(140,101) = -0.0224766028390861975678309814157000000000
M(140,111) = -0.0345725634256587469090924047234000000000
M(140,121) = -0.0358362180126197422165562596723000000000
M(140,131) = -0.0268063535492604894931861442675000000000
Their sum is = -0.208834449987258983139367943697769999999
The constant M(10,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 2.300000011 E-31
**************************
The constant M(10,3) has to be equal to the sum of: 
M(140,3) = 0.300088009760293181478498155028999999999
M(140,13) = 0.0434157160248993055389245360358000000000
M(140,23) = 0.0123988662887737787268737728241000000000
M(140,33) = -0.0270888097541558623730708048948000000000
M(140,43) = -0.0112248842830683677876917711643000000000
M(140,53) = -0.0138463034280536591710771562435000000000
M(140,73) = -0.0228058712517014365196296102511000000000
M(140,83) = -0.0214464142618395848684798414171000000000
M(140,93) = -0.0312631741754547829652500987342000000001
M(140,103) = -0.0265188100314804746594199532887000000000
M(140,113) = -0.0295101534164417015029047122541000000000
M(140,123) = -0.0335477674299936360502688869208000000000
Their sum is = 0.138650404041776759846503628720300000000
The constant M(10,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 2.999999998 E-31
**************************
The constant M(10,7) has to be equal to the sum of: 
M(140,17) = 0.0280708128330446713577424346149000000000
M(140,27) = -0.0278808418319728113645146815044000000000
M(140,37) = -0.0071087898763918999312199549857500000000
M(140,47) = -0.0143133652412654562709807358913000000000
M(140,57) = -0.0290830556335695349222372028383000000000
M(140,67) = -0.0189175858442388341400956345336000000000
M(140,87) = -0.0309977783719512395730334924443000000000
M(140,97) = -0.0278855732625452955435293644079000000000
M(140,107) = -0.0294731514682875650694000483647000000000
M(140,117) = -0.0322242654634892880472526759070000000000
M(140,127) = -0.0294855783842612703575739515189000000000
M(140,137) = -0.0274614939602391151187190067836000000000
And of the summand: 1/7
Their sum is = -0.103903523648024781837957171707707142855
The constant M(10,7) is = -0.103903523648024781837957171708000000000
The difference (constant-sum) is = 2.928571451 E-31
**************************
The constant M(10,9) has to be equal to the sum of: 
M(140,9) = -0.0311635543762903838141637592375000000000
M(140,19) = 0.0173688336736564200405658468974000000000
M(140,29) = -0.00190238260083713210364294060440000000000
M(140,39) = -0.0314930748229447052801858871181000000000
M(140,59) = -0.0137395987831309209100961010591000000000
M(140,69) = -0.0359363258272720619423542319411000000000
M(140,79) = -0.0220167514516874002756761891576000000000
M(140,89) = -0.0225390353034458783201007404086000000000
M(140,99) = -0.0337486923269951352844517954095000000000
M(140,109) = -0.0275839065255228385958009045561000000000
M(140,129) = -0.0327270582583901148272975315836000000000
M(140,139) = -0.0289336709559900598005474405275000000000
Their sum is = -0.264415217558850211113751674705699999998
The constant M(10,9) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 3.000000027 E-31
**************************
The constant M(14,1) has to be equal to the sum of: 
M(140,1) = -0.0351950109652878406273210712011000000000
M(140,29) = -0.00190238260083713210364294060440000000000
M(140,43) = -0.0112248842830683677876917711643000000000
M(140,57) = -0.0290830556335695349222372028383000000000
M(140,71) = -0.0169253849341103115109155649433000000000
M(140,99) = -0.0337486923269951352844517954095000000000
M(140,113) = -0.0295101534164417015029047122541000000000
M(140,127) = -0.0294855783842612703575739515189000000000
Their sum is = -0.187075142544571294096739009933899999999
The constant M(14,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 1.000000016 E-31
**************************
The constant M(14,3) has to be equal to the sum of: 
M(140,3) = 0.300088009760293181478498155028999999999
M(140,17) = 0.0280708128330446713577424346149000000000
M(140,31) = -0.0043710229149656687277206219357200000000
M(140,59) = -0.0137395987831309209100961010591000000000
M(140,73) = -0.0228058712517014365196296102511000000000
M(140,87) = -0.0309977783719512395730334924443000000000
M(140,101) = -0.0224766028390861975678309814157000000000
M(140,129) = -0.0327270582583901148272975315836000000000
Their sum is = 0.201040890174112274710632250954380000001
The constant M(14,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 3.800000009 E-31
**************************
The constant M(14,5) has to be equal to the sum of: 
M(140,19) = 0.0173688336736564200405658468974000000000
M(140,33) = -0.0270888097541558623730708048948000000000
M(140,47) = -0.0143133652412654562709807358913000000000
M(140,61) = -0.0216038572598353010986342746126000000000
M(140,89) = -0.0225390353034458783201007404086000000000
M(140,103) = -0.0265188100314804746594199532887000000000
M(140,117) = -0.0322242654634892880472526759070000000000
M(140,131) = -0.0268063535492604894931861442675000000000
And of the summand: 1/5
Their sum is = 0.0462743370707236697779205176269000000014
The constant M(14,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 1.285696946 E-39
**************************
The constant M(14,9) has to be equal to the sum of: 
M(140,9) = -0.0311635543762903838141637592375000000000
M(140,23) = 0.0123988662887737787268737728241000000000
M(140,37) = -0.0071087898763918999312199549857500000000
M(140,51) = -0.0295194975571084568567387079729000000000
M(140,79) = -0.0220167514516874002756761891576000000000
M(140,93) = -0.0312631741754547829652500987342000000001
M(140,107) = -0.0294731514682875650694000483647000000000
M(140,121) = -0.0358362180126197422165562596723000000000
Their sum is = -0.173982270629066452402131245300849999999
The constant M(14,9) is = -0.173982270629066452402131245301000000000
The difference (constant-sum) is = 1.500000006 E-31
**************************
The constant M(14,11) has to be equal to the sum of: 
M(140,11) = 0.0614592043641628802106469166503000000000
M(140,39) = -0.0314930748229447052801858871181000000000
M(140,53) = -0.0138463034280536591710771562435000000000
M(140,67) = -0.0189175858442388341400956345336000000000
M(140,81) = -0.0382887394333354909855916331207000000000
M(140,109) = -0.0275839065255228385958009045561000000000
M(140,123) = -0.0335477674299936360502688869208000000000
M(140,137) = -0.0274614939602391151187190067836000000000
Their sum is = -0.129679667080165399131092192626099999999
The constant M(14,11) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(14,13) has to be equal to the sum of: 
M(140,13) = 0.0434157160248993055389245360358000000000
M(140,27) = -0.0278808418319728113645146815044000000000
M(140,41) = -0.0046984034601536173564271964828500000000
M(140,69) = -0.0359363258272720619423542319411000000000
M(140,83) = -0.0214464142618395848684798414171000000000
M(140,97) = -0.0278855732625452955435293644079000000000
M(140,111) = -0.0345725634256587469090924047234000000000
M(140,139) = -0.0289336709559900598005474405275000000000
Their sum is = -0.137938077000532872246020624968449999999
The constant M(14,13) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -4.499999996 E-31
**************************
The constant M(20,1) has to be equal to the sum of: 
M(140,1) = -0.0351950109652878406273210712011000000000
M(140,41) = -0.0046984034601536173564271964828500000000
M(140,61) = -0.0216038572598353010986342746126000000000
M(140,81) = -0.0382887394333354909855916331207000000000
M(140,101) = -0.0224766028390861975678309814157000000000
M(140,121) = -0.0358362180126197422165562596723000000000
Their sum is = -0.158098831970318189852361416505249999999
The constant M(20,1) is = -0.158098831970318189852361416505000000000
The difference (constant-sum) is = -2.499999993 E-31
**************************
The constant M(20,3) has to be equal to the sum of: 
M(140,3) = 0.300088009760293181478498155028999999999
M(140,23) = 0.0123988662887737787268737728241000000000
M(140,43) = -0.0112248842830683677876917711643000000000
M(140,83) = -0.0214464142618395848684798414171000000000
M(140,103) = -0.0265188100314804746594199532887000000000
M(140,123) = -0.0335477674299936360502688869208000000000
Their sum is = 0.219749000042684896839511475062200000000
The constant M(20,3) is = 0.219749000042684896839511475062000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(20,7) has to be equal to the sum of: 
M(140,27) = -0.0278808418319728113645146815044000000000
M(140,47) = -0.0143133652412654562709807358913000000000
M(140,67) = -0.0189175858442388341400956345336000000000
M(140,87) = -0.0309977783719512395730334924443000000000
M(140,107) = -0.0294731514682875650694000483647000000000
M(140,127) = -0.0294855783842612703575739515189000000000
And of the summand: 1/7
Their sum is = -0.0082111582848343196327414014000571428566
The constant M(20,7) is = -0.0082111582848343196327414014000600000000
The difference (constant-sum) is = 2.857143345 E-33
**************************
The constant M(20,9) has to be equal to the sum of: 
M(140,9) = -0.0311635543762903838141637592375000000000
M(140,29) = -0.00190238260083713210364294060440000000000
M(140,69) = -0.0359363258272720619423542319411000000000
M(140,89) = -0.0225390353034458783201007404086000000000
M(140,109) = -0.0275839065255228385958009045561000000000
M(140,129) = -0.0327270582583901148272975315836000000000
Their sum is = -0.151852262891758409603360108331299999999
The constant M(20,9) is = -0.151852262891758409603360108330999999999
The difference (constant-sum) is = -2.999999990 E-31
**************************
The constant M(20,11) has to be equal to the sum of: 
M(140,11) = 0.0614592043641628802106469166503000000000
M(140,31) = -0.0043710229149656687277206219357200000000
M(140,51) = -0.0295194975571084568567387079729000000000
M(140,71) = -0.0169253849341103115109155649433000000000
M(140,111) = -0.0345725634256587469090924047234000000000
M(140,131) = -0.0268063535492604894931861442675000000000
Their sum is = -0.0507356180169407932870065271925200000000
The constant M(20,11) is = -0.0507356180169407932870065271925000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(20,13) has to be equal to the sum of: 
M(140,13) = 0.0434157160248993055389245360358000000000
M(140,33) = -0.0270888097541558623730708048948000000000
M(140,53) = -0.0138463034280536591710771562435000000000
M(140,73) = -0.0228058712517014365196296102511000000000
M(140,93) = -0.0312631741754547829652500987342000000001
M(140,113) = -0.0295101534164417015029047122541000000000
Their sum is = -0.081098596000908136993007846341899999999
The constant M(20,13) is = -0.081098596000908136993007846341800000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(20,17) has to be equal to the sum of: 
M(140,17) = 0.0280708128330446713577424346149000000000
M(140,37) = -0.0071087898763918999312199549857500000000
M(140,57) = -0.0290830556335695349222372028383000000000
M(140,97) = -0.0278855732625452955435293644079000000000
M(140,117) = -0.0322242654634892880472526759070000000000
M(140,137) = -0.0274614939602391151187190067836000000000
Their sum is = -0.095692365363190462205215770307649999999
The constant M(20,17) is = -0.095692365363190462205215770307700000000
The difference (constant-sum) is = 5.00000004 E-32
**************************
The constant M(20,19) has to be equal to the sum of: 
M(140,19) = 0.0173688336736564200405658468974000000000
M(140,39) = -0.0314930748229447052801858871181000000000
M(140,59) = -0.0137395987831309209100961010591000000000
M(140,79) = -0.0220167514516874002756761891576000000000
M(140,99) = -0.0337486923269951352844517954095000000000
M(140,139) = -0.0289336709559900598005474405275000000000
Their sum is = -0.112562954667091801510391566374400000000
The constant M(20,19) is = -0.112562954667091801510391566375000000000
The difference (constant-sum) is = 6.000000000 E-31
**************************
The constant M(28,1) has to be equal to the sum of: 
M(140,1) = -0.0351950109652878406273210712011000000000
M(140,29) = -0.00190238260083713210364294060440000000000
M(140,57) = -0.0290830556335695349222372028383000000000
M(140,113) = -0.0295101534164417015029047122541000000000
Their sum is = -0.095690602616136209156105926897899999999
The constant M(28,1) is = -0.095690602616136209156105926898000000000
The difference (constant-sum) is = 1.000000005 E-31
**************************
The constant M(28,3) has to be equal to the sum of: 
M(140,3) = 0.300088009760293181478498155028999999999
M(140,31) = -0.0043710229149656687277206219357200000000
M(140,59) = -0.0137395987831309209100961010591000000000
M(140,87) = -0.0309977783719512395730334924443000000000
Their sum is = 0.250979609690245352267647939589880000001
The constant M(28,3) is = 0.250979609690245352267647939590000000000
The difference (constant-sum) is = -1.199999984 E-31
**************************
The constant M(28,5) has to be equal to the sum of: 
M(140,33) = -0.0270888097541558623730708048948000000000
M(140,61) = -0.0216038572598353010986342746126000000000
M(140,89) = -0.0225390353034458783201007404086000000000
M(140,117) = -0.0322242654634892880472526759070000000000
And of the summand: 1/5
Their sum is = 0.096544032219073670160941504177000000000
The constant M(28,5) is = 0.096544032219073670160941504177000000000
The difference (constant-sum) is = 7.34683969 E-40
**************************
The constant M(28,9) has to be equal to the sum of: 
M(140,9) = -0.0311635543762903838141637592375000000000
M(140,37) = -0.0071087898763918999312199549857500000000
M(140,93) = -0.0312631741754547829652500987342000000001
M(140,121) = -0.0358362180126197422165562596723000000000
Their sum is = -0.105371736440756808927190072629750000000
The constant M(28,9) is = -0.105371736440756808927190072630000000000
The difference (constant-sum) is = 2.500000001 E-31
**************************
The constant M(28,11) has to be equal to the sum of: 
M(140,11) = 0.0614592043641628802106469166503000000000
M(140,39) = -0.0314930748229447052801858871181000000000
M(140,67) = -0.0189175858442388341400956345336000000000
M(140,123) = -0.0335477674299936360502688869208000000000
Their sum is = -0.0224992237330142952599034919222000000001
The constant M(28,11) is = -0.0224992237330142952599034919221000000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(28,13) has to be equal to the sum of: 
M(140,13) = 0.0434157160248993055389245360358000000000
M(140,41) = -0.0046984034601536173564271964828500000000
M(140,69) = -0.0359363258272720619423542319411000000000
M(140,97) = -0.0278855732625452955435293644079000000000
Their sum is = -0.0251045865250716693033862567960499999998
The constant M(28,13) is = -0.0251045865250716693033862567960000000000
The difference (constant-sum) is = -4.99999998 E-32
**************************
The constant M(28,15) has to be equal to the sum of: 
M(140,43) = -0.0112248842830683677876917711643000000000
M(140,71) = -0.0169253849341103115109155649433000000000
M(140,99) = -0.0337486923269951352844517954095000000000
M(140,127) = -0.0294855783842612703575739515189000000000
Their sum is = -0.091384539928435084940633083035999999999
The constant M(28,15) is = -0.091384539928435084940633083036000000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(28,17) has to be equal to the sum of: 
M(140,17) = 0.0280708128330446713577424346149000000000
M(140,73) = -0.0228058712517014365196296102511000000000
M(140,101) = -0.0224766028390861975678309814157000000000
M(140,129) = -0.0327270582583901148272975315836000000000
Their sum is = -0.0499387195161330775570156886354999999998
The constant M(28,17) is = -0.0499387195161330775570156886355000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(28,19) has to be equal to the sum of: 
M(140,19) = 0.0173688336736564200405658468974000000000
M(140,47) = -0.0143133652412654562709807358913000000000
M(140,103) = -0.0265188100314804746594199532887000000000
M(140,131) = -0.0268063535492604894931861442675000000000
Their sum is = -0.0502696951483500003830209865500999999998
The constant M(28,19) is = -0.0502696951483500003830209865501000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(28,23) has to be equal to the sum of: 
M(140,23) = 0.0123988662887737787268737728241000000000
M(140,51) = -0.0295194975571084568567387079729000000000
M(140,79) = -0.0220167514516874002756761891576000000000
M(140,107) = -0.0294731514682875650694000483647000000000
Their sum is = -0.068610534188309643474941172671100000000
The constant M(28,23) is = -0.068610534188309643474941172671200000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(28,25) has to be equal to the sum of: 
M(140,53) = -0.0138463034280536591710771562435000000000
M(140,81) = -0.0382887394333354909855916331207000000000
M(140,109) = -0.0275839065255228385958009045561000000000
M(140,137) = -0.0274614939602391151187190067836000000000
Their sum is = -0.107180443347151103871188700703899999999
The constant M(28,25) is = -0.107180443347151103871188700704000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(28,27) has to be equal to the sum of: 
M(140,27) = -0.0278808418319728113645146815044000000000
M(140,83) = -0.0214464142618395848684798414171000000000
M(140,111) = -0.0345725634256587469090924047234000000000
M(140,139) = -0.0289336709559900598005474405275000000000
Their sum is = -0.112833490475461202942634368172400000000
The constant M(28,27) is = -0.112833490475461202942634368172000000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(35,1) has to be equal to the sum of: 
M(140,1) = -0.0351950109652878406273210712011000000000
M(140,71) = -0.0169253849341103115109155649433000000000
Their sum is = -0.0521203958993981521382366361444000000000
The constant M(35,1) is = -0.0521203958993981521382366361444000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,2) has to be equal to the sum of: 
M(140,37) = -0.0071087898763918999312199549857500000000
M(140,107) = -0.0294731514682875650694000483647000000000
And of the summand: 1/2
Their sum is = 0.463418058655320534999379996649550000000
The constant M(35,2) is = 0.463418058655320534999379996650000000000
The difference (constant-sum) is = -4.499999996 E-31
**************************
The constant M(35,3) has to be equal to the sum of: 
M(140,3) = 0.300088009760293181478498155028999999999
M(140,73) = -0.0228058712517014365196296102511000000000
Their sum is = 0.277282138508591744958868544777900000000
The constant M(35,3) is = 0.277282138508591744958868544777999999999
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(35,4) has to be equal to the sum of: 
M(140,39) = -0.0314930748229447052801858871181000000000
M(140,109) = -0.0275839065255228385958009045561000000000
Their sum is = -0.0590769813484675438759867916742000000000
The constant M(35,4) is = -0.0590769813484675438759867916742000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,6) has to be equal to the sum of: 
M(140,41) = -0.0046984034601536173564271964828500000000
M(140,111) = -0.0345725634256587469090924047234000000000
Their sum is = -0.0392709668858123642655196012062500000000
The constant M(35,6) is = -0.0392709668858123642655196012063000000000
The difference (constant-sum) is = 5.00000000 E-32
**************************
The constant M(35,8) has to be equal to the sum of: 
M(140,43) = -0.0112248842830683677876917711643000000000
M(140,113) = -0.0295101534164417015029047122541000000000
Their sum is = -0.0407350376995100692905964834183999999998
The constant M(35,8) is = -0.0407350376995100692905964834184000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(35,9) has to be equal to the sum of: 
M(140,9) = -0.0311635543762903838141637592375000000000
M(140,79) = -0.0220167514516874002756761891576000000000
Their sum is = -0.0531803058279777840898399483950999999998
The constant M(35,9) is = -0.0531803058279777840898399483951000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(35,11) has to be equal to the sum of: 
M(140,11) = 0.0614592043641628802106469166503000000000
M(140,81) = -0.0382887394333354909855916331207000000000
Their sum is = 0.0231704649308273892250552835295999999999
The constant M(35,11) is = 0.0231704649308273892250552835296000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(35,12) has to be equal to the sum of: 
M(140,47) = -0.0143133652412654562709807358913000000000
M(140,117) = -0.0322242654634892880472526759070000000000
Their sum is = -0.0465376307047547443182334117983000000000
The constant M(35,12) is = -0.0465376307047547443182334117983000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,13) has to be equal to the sum of: 
M(140,13) = 0.0434157160248993055389245360358000000000
M(140,83) = -0.0214464142618395848684798414171000000000
Their sum is = 0.0219693017630597206704446946187000000001
The constant M(35,13) is = 0.0219693017630597206704446946187000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(35,16) has to be equal to the sum of: 
M(140,51) = -0.0295194975571084568567387079729000000000
M(140,121) = -0.0358362180126197422165562596723000000000
Their sum is = -0.065355715569728199073294967645200000000
The constant M(35,16) is = -0.065355715569728199073294967645200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(35,17) has to be equal to the sum of: 
M(140,17) = 0.0280708128330446713577424346149000000000
M(140,87) = -0.0309977783719512395730334924443000000000
Their sum is = -0.00292696553890656821529105782939999999999
The constant M(35,17) is = -0.00292696553890656821529105782935000000000
The difference (constant-sum) is = -4.999999999324994946 E-32
**************************
The constant M(35,18) has to be equal to the sum of: 
M(140,53) = -0.0138463034280536591710771562435000000000
M(140,123) = -0.0335477674299936360502688869208000000000
Their sum is = -0.0473940708580472952213460431643000000000
The constant M(35,18) is = -0.0473940708580472952213460431642000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(35,19) has to be equal to the sum of: 
M(140,19) = 0.0173688336736564200405658468974000000000
M(140,89) = -0.0225390353034458783201007404086000000000
Their sum is = -0.0051702016297894582795348935111999999999
The constant M(35,19) is = -0.0051702016297894582795348935112200000000
The difference (constant-sum) is = 2.000000004 E-32
**************************
The constant M(35,22) has to be equal to the sum of: 
M(140,57) = -0.0290830556335695349222372028383000000000
M(140,127) = -0.0294855783842612703575739515189000000000
Their sum is = -0.0585686340178308052798111543572000000000
The constant M(35,22) is = -0.0585686340178308052798111543573000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(35,23) has to be equal to the sum of: 
M(140,23) = 0.0123988662887737787268737728241000000000
M(140,93) = -0.0312631741754547829652500987342000000001
Their sum is = -0.0188643078866810042383763259101000000002
The constant M(35,23) is = -0.0188643078866810042383763259101000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(35,24) has to be equal to the sum of: 
M(140,59) = -0.0137395987831309209100961010591000000000
M(140,129) = -0.0327270582583901148272975315836000000000
Their sum is = -0.0464666570415210357373936326426999999998
The constant M(35,24) is = -0.0464666570415210357373936326428000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(35,26) has to be equal to the sum of: 
M(140,61) = -0.0216038572598353010986342746126000000000
M(140,131) = -0.0268063535492604894931861442675000000000
Their sum is = -0.0484102108090957905918204188801000000000
The constant M(35,26) is = -0.0484102108090957905918204188801000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,27) has to be equal to the sum of: 
M(140,27) = -0.0278808418319728113645146815044000000000
M(140,97) = -0.0278855732625452955435293644079000000000
Their sum is = -0.0557664150945181069080440459123000000000
The constant M(35,27) is = -0.0557664150945181069080440459123000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,29) has to be equal to the sum of: 
M(140,29) = -0.00190238260083713210364294060440000000000
M(140,99) = -0.0337486923269951352844517954095000000000
Their sum is = -0.0356510749278322673880947360139000000000
The constant M(35,29) is = -0.0356510749278322673880947360139000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,31) has to be equal to the sum of: 
M(140,31) = -0.0043710229149656687277206219357200000000
M(140,101) = -0.0224766028390861975678309814157000000000
Their sum is = -0.0268476257540518662955516033514199999999
The constant M(35,31) is = -0.0268476257540518662955516033514000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(35,32) has to be equal to the sum of: 
M(140,67) = -0.0189175858442388341400956345336000000000
M(140,137) = -0.0274614939602391151187190067836000000000
Their sum is = -0.0463790798044779492588146413172000000000
The constant M(35,32) is = -0.0463790798044779492588146413172000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,33) has to be equal to the sum of: 
M(140,33) = -0.0270888097541558623730708048948000000000
M(140,103) = -0.0265188100314804746594199532887000000000
Their sum is = -0.0536076197856363370324907581835000000000
The constant M(35,33) is = -0.0536076197856363370324907581835000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(35,34) has to be equal to the sum of: 
M(140,69) = -0.0359363258272720619423542319411000000000
M(140,139) = -0.0289336709559900598005474405275000000000
Their sum is = -0.064869996783262121742901672468599999999
The constant M(35,34) is = -0.064869996783262121742901672468600000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(70,1) has to be equal to the sum of: 
M(140,1) = -0.0351950109652878406273210712011000000000
M(140,71) = -0.0169253849341103115109155649433000000000
Their sum is = -0.0521203958993981521382366361444000000000
The constant M(70,1) is = -0.0521203958993981521382366361444000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(70,3) has to be equal to the sum of: 
M(140,3) = 0.300088009760293181478498155028999999999
M(140,73) = -0.0228058712517014365196296102511000000000
Their sum is = 0.277282138508591744958868544777900000000
The constant M(70,3) is = 0.277282138508591744958868544777999999999
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(70,9) has to be equal to the sum of: 
M(140,9) = -0.0311635543762903838141637592375000000000
M(140,79) = -0.0220167514516874002756761891576000000000
Their sum is = -0.0531803058279777840898399483950999999998
The constant M(70,9) is = -0.0531803058279777840898399483951000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(70,11) has to be equal to the sum of: 
M(140,11) = 0.0614592043641628802106469166503000000000
M(140,81) = -0.0382887394333354909855916331207000000000
Their sum is = 0.0231704649308273892250552835295999999999
The constant M(70,11) is = 0.0231704649308273892250552835296000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(70,13) has to be equal to the sum of: 
M(140,13) = 0.0434157160248993055389245360358000000000
M(140,83) = -0.0214464142618395848684798414171000000000
Their sum is = 0.0219693017630597206704446946187000000001
The constant M(70,13) is = 0.0219693017630597206704446946187000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(70,17) has to be equal to the sum of: 
M(140,17) = 0.0280708128330446713577424346149000000000
M(140,87) = -0.0309977783719512395730334924443000000000
Their sum is = -0.00292696553890656821529105782939999999999
The constant M(70,17) is = -0.00292696553890656821529105782935000000000
The difference (constant-sum) is = -4.999999999324994946 E-32
**************************
The constant M(70,19) has to be equal to the sum of: 
M(140,19) = 0.0173688336736564200405658468974000000000
M(140,89) = -0.0225390353034458783201007404086000000000
Their sum is = -0.0051702016297894582795348935111999999999
The constant M(70,19) is = -0.0051702016297894582795348935112200000000
The difference (constant-sum) is = 2.000000004 E-32
**************************
The constant M(70,23) has to be equal to the sum of: 
M(140,23) = 0.0123988662887737787268737728241000000000
M(140,93) = -0.0312631741754547829652500987342000000001
Their sum is = -0.0188643078866810042383763259101000000002
The constant M(70,23) is = -0.0188643078866810042383763259101000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(70,27) has to be equal to the sum of: 
M(140,27) = -0.0278808418319728113645146815044000000000
M(140,97) = -0.0278855732625452955435293644079000000000
Their sum is = -0.0557664150945181069080440459123000000000
The constant M(70,27) is = -0.0557664150945181069080440459123000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(70,29) has to be equal to the sum of: 
M(140,29) = -0.00190238260083713210364294060440000000000
M(140,99) = -0.0337486923269951352844517954095000000000
Their sum is = -0.0356510749278322673880947360139000000000
The constant M(70,29) is = -0.0356510749278322673880947360139000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(70,31) has to be equal to the sum of: 
M(140,31) = -0.0043710229149656687277206219357200000000
M(140,101) = -0.0224766028390861975678309814157000000000
Their sum is = -0.0268476257540518662955516033514199999999
The constant M(70,31) is = -0.0268476257540518662955516033514000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(70,33) has to be equal to the sum of: 
M(140,33) = -0.0270888097541558623730708048948000000000
M(140,103) = -0.0265188100314804746594199532887000000000
Their sum is = -0.0536076197856363370324907581835000000000
The constant M(70,33) is = -0.0536076197856363370324907581835000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(70,37) has to be equal to the sum of: 
M(140,37) = -0.0071087898763918999312199549857500000000
M(140,107) = -0.0294731514682875650694000483647000000000
Their sum is = -0.0365819413446794650006200033504500000000
The constant M(70,37) is = -0.0365819413446794650006200033505000000000
The difference (constant-sum) is = 4.99999999 E-32
**************************
The constant M(70,39) has to be equal to the sum of: 
M(140,39) = -0.0314930748229447052801858871181000000000
M(140,109) = -0.0275839065255228385958009045561000000000
Their sum is = -0.0590769813484675438759867916742000000000
The constant M(70,39) is = -0.0590769813484675438759867916742000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(70,41) has to be equal to the sum of: 
M(140,41) = -0.0046984034601536173564271964828500000000
M(140,111) = -0.0345725634256587469090924047234000000000
Their sum is = -0.0392709668858123642655196012062500000000
The constant M(70,41) is = -0.0392709668858123642655196012063000000000
The difference (constant-sum) is = 5.00000000 E-32
**************************
The constant M(70,43) has to be equal to the sum of: 
M(140,43) = -0.0112248842830683677876917711643000000000
M(140,113) = -0.0295101534164417015029047122541000000000
Their sum is = -0.0407350376995100692905964834183999999998
The constant M(70,43) is = -0.0407350376995100692905964834184000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(70,47) has to be equal to the sum of: 
M(140,47) = -0.0143133652412654562709807358913000000000
M(140,117) = -0.0322242654634892880472526759070000000000
Their sum is = -0.0465376307047547443182334117983000000000
The constant M(70,47) is = -0.0465376307047547443182334117983000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(70,51) has to be equal to the sum of: 
M(140,51) = -0.0295194975571084568567387079729000000000
M(140,121) = -0.0358362180126197422165562596723000000000
Their sum is = -0.065355715569728199073294967645200000000
The constant M(70,51) is = -0.065355715569728199073294967645200000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(70,53) has to be equal to the sum of: 
M(140,53) = -0.0138463034280536591710771562435000000000
M(140,123) = -0.0335477674299936360502688869208000000000
Their sum is = -0.0473940708580472952213460431643000000000
The constant M(70,53) is = -0.0473940708580472952213460431642000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(70,57) has to be equal to the sum of: 
M(140,57) = -0.0290830556335695349222372028383000000000
M(140,127) = -0.0294855783842612703575739515189000000000
Their sum is = -0.0585686340178308052798111543572000000000
The constant M(70,57) is = -0.0585686340178308052798111543573000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(70,59) has to be equal to the sum of: 
M(140,59) = -0.0137395987831309209100961010591000000000
M(140,129) = -0.0327270582583901148272975315836000000000
Their sum is = -0.0464666570415210357373936326426999999998
The constant M(70,59) is = -0.0464666570415210357373936326428000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(70,61) has to be equal to the sum of: 
M(140,61) = -0.0216038572598353010986342746126000000000
M(140,131) = -0.0268063535492604894931861442675000000000
Their sum is = -0.0484102108090957905918204188801000000000
The constant M(70,61) is = -0.0484102108090957905918204188801000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(70,67) has to be equal to the sum of: 
M(140,67) = -0.0189175858442388341400956345336000000000
M(140,137) = -0.0274614939602391151187190067836000000000
Their sum is = -0.0463790798044779492588146413172000000000
The constant M(70,67) is = -0.0463790798044779492588146413172000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(70,69) has to be equal to the sum of: 
M(140,69) = -0.0359363258272720619423542319411000000000
M(140,139) = -0.0289336709559900598005474405275000000000
Their sum is = -0.064869996783262121742901672468599999999
The constant M(70,69) is = -0.064869996783262121742901672468600000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(3,1) has to be equal to the sum of: 
M(141,1) = -0.0175081745166654982991560110346000000000
M(141,4) = -0.0197964710566952489719773169795000000000
M(141,7) = 0.124336602662151703358603498746000000000
M(141,10) = -0.0108921537819372345989786443052000000000
M(141,13) = 0.0591719971741034062195476161405000000000
M(141,16) = -0.0121392686835308746763721455259000000000
M(141,19) = 0.0313592527993477108142024821968000000000
M(141,22) = -0.0126880322004985019555726202484000000000
M(141,25) = -0.0179449649165067538772893803574000000000
M(141,28) = -0.0191831455338760767892135402670000000000
M(141,31) = 0.0153988937808597718406068362043000000000
M(141,34) = -0.0165504231932859713934785763028999999999
M(141,37) = 0.0089097562357937703817385815922100000000
M(141,40) = -0.0138431394549691654103421749824000000000
M(141,43) = 0.0043421437904431003617934564398300000000
M(141,46) = -0.0189750101583861305819498921007000000000
M(141,49) = -0.0172658888590989839569025683857000000000
M(141,52) = -0.0143031975812075325312438848729000000000
M(141,55) = -0.0162961632689809168830965580030000000000
M(141,58) = -0.0157907020874494052482619334311000000000
M(141,61) = -0.00361858206177908114259646269825000000000
M(141,64) = -0.0178232093037601464044817204068000000000
M(141,67) = -0.00221212798872537870217565351379000000000
M(141,70) = -0.0162065881499888424983870874397000000000
M(141,73) = -0.0061489309741145096544166737441300000000
M(141,76) = -0.0180757314605163384535043909803000000000
M(141,79) = -0.0064210723537016298019358550734600000000
M(141,82) = -0.0158981390698428492745259105075000000000
M(141,85) = -0.0177201391605936139649486446810000000000
M(141,88) = -0.0167468643527717248607688127451000000000
M(141,91) = -0.0182414837276063097604200666687000000000
M(141,97) = -0.0077082977174869073440847012599200000000
M(141,100) = -0.0150151249732375151118627773995000000000
M(141,103) = -0.0124059102716831241645539470758000000000
M(141,106) = -0.0188396256516519716204270100250000000000
M(141,109) = -0.0100015683710571121406972944439000000000
M(141,112) = -0.0209670074123970498723452074150000000000
M(141,115) = -0.0191730248235364026031065944006000000000
M(141,118) = -0.0182724159167173067545401438244000000000
M(141,121) = -0.0197294381882640598496036404345000000000
M(141,124) = -0.0186150885031031494676225709333000000000
M(141,127) = -0.0100072995038257420323787272701000000000
M(141,130) = -0.0172438208145663760539355277111000000000
M(141,133) = -0.0207780935420869741782690790237000000000
M(141,136) = -0.0180298078909479263253317937371000000000
M(141,139) = -0.0113329984750922548853864983114000000000
Their sum is = -0.356890479509443129119649567201109999990
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -1.099999901 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(141,2) = 0.479105892169090935867271490586000000000
M(141,5) = 0.181220871691458776006547694971000000000
M(141,8) = -0.0115593839395690293713250181181000000000
M(141,11) = 0.073711941605793490941122133226300000000
M(141,14) = -0.0186738737228270044944038228571000000000
M(141,17) = 0.0390729067596894340388753846430000000000
M(141,20) = -0.0184008764613745266242700095025000000000
M(141,23) = 0.0249310682080757983127053458551000000000
M(141,26) = -0.0123539446047170746281852944452000000000
M(141,29) = 0.0182350463198292233673818586783000000000
M(141,32) = -0.0142539210474521232964318628329000000000
M(141,35) = -0.0158464446045672827666728424398000000000
M(141,38) = -0.0111800161852333360052948939965000000000
M(141,41) = 0.0048505384591394168147326773128500000000
M(141,44) = -0.0188244025354907382618405572857000000000
M(141,50) = -0.0148763910066641397744740843308000000000
M(141,53) = 0.000068945499372968427676724208157900000000
M(141,56) = -0.0128761647827152454977987797315000000000
M(141,59) = -0.0041078652169690922373800036427700000000
M(141,62) = -0.0202796174024889509196729098755000000000
M(141,65) = -0.0169945350431961096569767310981000000000
M(141,68) = -0.0177883462159802025822961705342000000000
M(141,71) = -0.0047436552962726525881235872320600000000
M(141,74) = -0.0206201833708863079053783772135000000000
M(141,77) = -0.0169134154231118242585448836660000000000
M(141,80) = -0.0192859119962723364834749760857000000000
M(141,83) = -0.0064931781519875818431737727846900000000
M(141,86) = -0.0155444983830810854872798325584000000000
M(141,89) = -0.0081286222403880004207363848111800000000
M(141,92) = -0.0156192258459478456329866578916000000000
M(141,95) = -0.0174173724704083974147670247251000000000
M(141,98) = -0.0150480020289051294432990310195000000000
M(141,101) = -0.0072719382712371424485333158601800000000
M(141,104) = -0.0197307480507353997777155226235000000000
M(141,107) = -0.0092224351875881591351331810852000000000
M(141,110) = -0.0177563399428280824244906970707000000000
M(141,113) = -0.0111006346811552920755978515186000000000
M(141,116) = -0.0153021556760338369541653128533000000000
M(141,119) = -0.0175733740403759228655590177254000000000
M(141,122) = -0.0155695013038740383731804911532000000000
M(141,125) = -0.0206781210677679650710146882442000000000
M(141,128) = -0.0181845269138249223156394627289000000000
M(141,131) = -0.0127950805350808375163538667378000000000
M(141,134) = -0.0192061115743612449107613060122000000000
M(141,137) = -0.0094817297204902923886301932455400000000
M(141,140) = -0.0157169024915191614468376087015999999999
And of the summand: 1/47
Their sum is = 0.285054359023752579541743072476030453226
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -9.69546773 E-31
**************************
The constant M(47,1) has to be equal to the sum of: 
M(141,1) = -0.0175081745166654982991560110346000000000
M(141,95) = -0.0174173724704083974147670247251000000000
Their sum is = -0.0349255469870738957139230357597000000000
The constant M(47,1) is = -0.0349255469870738957139230357598000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(47,2) has to be equal to the sum of: 
M(141,2) = 0.479105892169090935867271490586000000000
M(141,49) = -0.0172658888590989839569025683857000000000
Their sum is = 0.461840003309991951910368922200300000000
The constant M(47,2) is = 0.461840003309991951910368922200000000000
The difference (constant-sum) is = 2.999999998 E-31
**************************
The constant M(47,3) has to be equal to the sum of: 
M(141,50) = -0.0148763910066641397744740843308000000000
M(141,97) = -0.0077082977174869073440847012599200000000
And of the summand: 1/3
Their sum is = 0.310748644609182286214774547742613333334
The constant M(47,3) is = 0.310748644609182286214774547743000000000
The difference (constant-sum) is = -3.866666665 E-31
**************************
The constant M(47,4) has to be equal to the sum of: 
M(141,4) = -0.0197964710566952489719773169795000000000
M(141,98) = -0.0150480020289051294432990310195000000000
Their sum is = -0.0348444730856003784152763479989999999998
The constant M(47,4) is = -0.0348444730856003784152763479991000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(47,5) has to be equal to the sum of: 
M(141,5) = 0.181220871691458776006547694971000000000
M(141,52) = -0.0143031975812075325312438848729000000000
Their sum is = 0.166917674110251243475303810098100000000
The constant M(47,5) is = 0.166917674110251243475303810099000000000
The difference (constant-sum) is = -8.99999999 E-31
**************************
The constant M(47,6) has to be equal to the sum of: 
M(141,53) = 0.000068945499372968427676724208157900000000
M(141,100) = -0.0150151249732375151118627773995000000000
Their sum is = -0.0149461794738645466841860531913421000000
The constant M(47,6) is = -0.0149461794738645466841860531913000000000
The difference (constant-sum) is = -4.210000008 E-32
**************************
The constant M(47,7) has to be equal to the sum of: 
M(141,7) = 0.124336602662151703358603498746000000000
M(141,101) = -0.0072719382712371424485333158601800000000
Their sum is = 0.117064664390914560910070182885820000000
The constant M(47,7) is = 0.117064664390914560910070182886000000000
The difference (constant-sum) is = -1.799999998 E-31
**************************
The constant M(47,8) has to be equal to the sum of: 
M(141,8) = -0.0115593839395690293713250181181000000000
M(141,55) = -0.0162961632689809168830965580030000000000
Their sum is = -0.0278555472085499462544215761211000000000
The constant M(47,8) is = -0.0278555472085499462544215761211000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,9) has to be equal to the sum of: 
M(141,56) = -0.0128761647827152454977987797315000000000
M(141,103) = -0.0124059102716831241645539470758000000000
Their sum is = -0.0252820750543983696623527268073000000000
The constant M(47,9) is = -0.0252820750543983696623527268073000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,10) has to be equal to the sum of: 
M(141,10) = -0.0108921537819372345989786443052000000000
M(141,104) = -0.0197307480507353997777155226235000000000
Their sum is = -0.0306229018326726343766941669286999999999
The constant M(47,10) is = -0.0306229018326726343766941669287000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(47,11) has to be equal to the sum of: 
M(141,11) = 0.073711941605793490941122133226300000000
M(141,58) = -0.0157907020874494052482619334311000000000
Their sum is = 0.0579212395183440856928601997952000000002
The constant M(47,11) is = 0.0579212395183440856928601997951000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(47,12) has to be equal to the sum of: 
M(141,59) = -0.0041078652169690922373800036427700000000
M(141,106) = -0.0188396256516519716204270100250000000000
Their sum is = -0.0229474908686210638578070136677700000000
The constant M(47,12) is = -0.0229474908686210638578070136678000000000
The difference (constant-sum) is = 3.000000007 E-32
**************************
The constant M(47,13) has to be equal to the sum of: 
M(141,13) = 0.0591719971741034062195476161405000000000
M(141,107) = -0.0092224351875881591351331810852000000000
Their sum is = 0.0499495619865152470844144350553000000002
The constant M(47,13) is = 0.0499495619865152470844144350553000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(47,14) has to be equal to the sum of: 
M(141,14) = -0.0186738737228270044944038228571000000000
M(141,61) = -0.00361858206177908114259646269825000000000
Their sum is = -0.0222924557846060856370002855553500000000
The constant M(47,14) is = -0.0222924557846060856370002855553000000000
The difference (constant-sum) is = -5.00000000 E-32
**************************
The constant M(47,15) has to be equal to the sum of: 
M(141,62) = -0.0202796174024889509196729098755000000000
M(141,109) = -0.0100015683710571121406972944439000000000
Their sum is = -0.0302811857735460630603702043194000000001
The constant M(47,15) is = -0.0302811857735460630603702043194000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(47,16) has to be equal to the sum of: 
M(141,16) = -0.0121392686835308746763721455259000000000
M(141,110) = -0.0177563399428280824244906970707000000000
Their sum is = -0.0298956086263589571008628425966000000000
The constant M(47,16) is = -0.0298956086263589571008628425965000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(47,17) has to be equal to the sum of: 
M(141,17) = 0.0390729067596894340388753846430000000000
M(141,64) = -0.0178232093037601464044817204068000000000
Their sum is = 0.0212496974559292876343936642362000000001
The constant M(47,17) is = 0.0212496974559292876343936642363000000000
The difference (constant-sum) is = -9.99999999 E-32
**************************
The constant M(47,18) has to be equal to the sum of: 
M(141,65) = -0.0169945350431961096569767310981000000000
M(141,112) = -0.0209670074123970498723452074150000000000
Their sum is = -0.0379615424555931595293219385131000000000
The constant M(47,18) is = -0.0379615424555931595293219385131000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,19) has to be equal to the sum of: 
M(141,19) = 0.0313592527993477108142024821968000000000
M(141,113) = -0.0111006346811552920755978515186000000000
Their sum is = 0.0202586181181924187386046306782000000002
The constant M(47,19) is = 0.0202586181181924187386046306782000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(47,20) has to be equal to the sum of: 
M(141,20) = -0.0184008764613745266242700095025000000000
M(141,67) = -0.00221212798872537870217565351379000000000
Their sum is = -0.0206130044500999053264456630162899999999
The constant M(47,20) is = -0.0206130044500999053264456630163000000000
The difference (constant-sum) is = 1.000000014 E-32
**************************
The constant M(47,21) has to be equal to the sum of: 
M(141,68) = -0.0177883462159802025822961705342000000000
M(141,115) = -0.0191730248235364026031065944006000000000
Their sum is = -0.0369613710395166051854027649348000000000
The constant M(47,21) is = -0.0369613710395166051854027649348000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,22) has to be equal to the sum of: 
M(141,22) = -0.0126880322004985019555726202484000000000
M(141,116) = -0.0153021556760338369541653128533000000000
Their sum is = -0.0279901878765323389097379331017000000000
The constant M(47,22) is = -0.0279901878765323389097379331017000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,23) has to be equal to the sum of: 
M(141,23) = 0.0249310682080757983127053458551000000000
M(141,70) = -0.0162065881499888424983870874397000000000
Their sum is = 0.0087244800580869558143182584153999999999
The constant M(47,23) is = 0.0087244800580869558143182584153800000000
The difference (constant-sum) is = 1.999999997 E-32
**************************
The constant M(47,24) has to be equal to the sum of: 
M(141,71) = -0.0047436552962726525881235872320600000000
M(141,118) = -0.0182724159167173067545401438244000000000
Their sum is = -0.0230160712129899593426637310564600000000
The constant M(47,24) is = -0.0230160712129899593426637310564000000000
The difference (constant-sum) is = -5.99999999 E-32
**************************
The constant M(47,25) has to be equal to the sum of: 
M(141,25) = -0.0179449649165067538772893803574000000000
M(141,119) = -0.0175733740403759228655590177254000000000
Their sum is = -0.0355183389568826767428483980828000000000
The constant M(47,25) is = -0.0355183389568826767428483980828000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,26) has to be equal to the sum of: 
M(141,26) = -0.0123539446047170746281852944452000000000
M(141,73) = -0.0061489309741145096544166737441300000000
Their sum is = -0.0185028755788315842826019681893299999999
The constant M(47,26) is = -0.0185028755788315842826019681893000000000
The difference (constant-sum) is = -2.999999989 E-32
**************************
The constant M(47,27) has to be equal to the sum of: 
M(141,74) = -0.0206201833708863079053783772135000000000
M(141,121) = -0.0197294381882640598496036404345000000000
Their sum is = -0.0403496215591503677549820176480000000000
The constant M(47,27) is = -0.0403496215591503677549820176480000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,28) has to be equal to the sum of: 
M(141,28) = -0.0191831455338760767892135402670000000000
M(141,122) = -0.0155695013038740383731804911532000000000
Their sum is = -0.0347526468377501151623940314202000000000
The constant M(47,28) is = -0.0347526468377501151623940314202000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,29) has to be equal to the sum of: 
M(141,29) = 0.0182350463198292233673818586783000000000
M(141,76) = -0.0180757314605163384535043909803000000000
Their sum is = 0.000159314859312884913877467698000000000010
The constant M(47,29) is = 0.000159314859312884913877467697995999999999
The difference (constant-sum) is = 4.000000011025528754 E-33
**************************
The constant M(47,30) has to be equal to the sum of: 
M(141,77) = -0.0169134154231118242585448836660000000000
M(141,124) = -0.0186150885031031494676225709333000000000
Their sum is = -0.0355285039262149737261674545992999999998
The constant M(47,30) is = -0.0355285039262149737261674545992000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(47,31) has to be equal to the sum of: 
M(141,31) = 0.0153988937808597718406068362043000000000
M(141,125) = -0.0206781210677679650710146882442000000000
Their sum is = -0.0052792272869081932304078520398999999999
The constant M(47,31) is = -0.0052792272869081932304078520398300000000
The difference (constant-sum) is = -6.99999999 E-32
**************************
The constant M(47,32) has to be equal to the sum of: 
M(141,32) = -0.0142539210474521232964318628329000000000
M(141,79) = -0.0064210723537016298019358550734600000000
Their sum is = -0.0206749934011537530983677179063600000000
The constant M(47,32) is = -0.0206749934011537530983677179064000000000
The difference (constant-sum) is = 4.000000004 E-32
**************************
The constant M(47,33) has to be equal to the sum of: 
M(141,80) = -0.0192859119962723364834749760857000000000
M(141,127) = -0.0100072995038257420323787272701000000000
Their sum is = -0.0292932115000980785158537033558000000000
The constant M(47,33) is = -0.0292932115000980785158537033558000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,34) has to be equal to the sum of: 
M(141,34) = -0.0165504231932859713934785763028999999999
M(141,128) = -0.0181845269138249223156394627289000000000
Their sum is = -0.0347349501071108937091180390318000000000
The constant M(47,34) is = -0.0347349501071108937091180390318000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,35) has to be equal to the sum of: 
M(141,35) = -0.0158464446045672827666728424398000000000
M(141,82) = -0.0158981390698428492745259105075000000000
Their sum is = -0.0317445836744101320411987529472999999999
The constant M(47,35) is = -0.0317445836744101320411987529471999999999
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(47,36) has to be equal to the sum of: 
M(141,83) = -0.0064931781519875818431737727846900000000
M(141,130) = -0.0172438208145663760539355277111000000000
Their sum is = -0.0237369989665539578971093004957900000000
The constant M(47,36) is = -0.0237369989665539578971093004958000000000
The difference (constant-sum) is = 1.000000005 E-32
**************************
The constant M(47,37) has to be equal to the sum of: 
M(141,37) = 0.0089097562357937703817385815922100000000
M(141,131) = -0.0127950805350808375163538667378000000000
Their sum is = -0.00388532429928706713461528514559000000002
The constant M(47,37) is = -0.00388532429928706713461528514563000000000
The difference (constant-sum) is = 3.999999999 E-32
**************************
The constant M(47,38) has to be equal to the sum of: 
M(141,38) = -0.0111800161852333360052948939965000000000
M(141,85) = -0.0177201391605936139649486446810000000000
Their sum is = -0.0289001553458269499702435386774999999999
The constant M(47,38) is = -0.0289001553458269499702435386775000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(47,39) has to be equal to the sum of: 
M(141,86) = -0.0155444983830810854872798325584000000000
M(141,133) = -0.0207780935420869741782690790237000000000
Their sum is = -0.0363225919251680596655489115821000000000
The constant M(47,39) is = -0.0363225919251680596655489115821000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,40) has to be equal to the sum of: 
M(141,40) = -0.0138431394549691654103421749824000000000
M(141,134) = -0.0192061115743612449107613060122000000000
Their sum is = -0.0330492510293304103211034809946000000000
The constant M(47,40) is = -0.0330492510293304103211034809946000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,41) has to be equal to the sum of: 
M(141,41) = 0.0048505384591394168147326773128500000000
M(141,88) = -0.0167468643527717248607688127451000000000
Their sum is = -0.0118963258936323080460361354322500000000
The constant M(47,41) is = -0.0118963258936323080460361354322000000000
The difference (constant-sum) is = -5.00000000 E-32
**************************
The constant M(47,42) has to be equal to the sum of: 
M(141,89) = -0.0081286222403880004207363848111800000000
M(141,136) = -0.0180298078909479263253317937371000000000
Their sum is = -0.0261584301313359267460681785482800000000
The constant M(47,42) is = -0.0261584301313359267460681785482000000000
The difference (constant-sum) is = -7.99999999 E-32
**************************
The constant M(47,43) has to be equal to the sum of: 
M(141,43) = 0.0043421437904431003617934564398300000000
M(141,137) = -0.0094817297204902923886301932455400000000
Their sum is = -0.0051395859300471920268367368057100000000
The constant M(47,43) is = -0.0051395859300471920268367368057200000000
The difference (constant-sum) is = 9.99999996 E-33
**************************
The constant M(47,44) has to be equal to the sum of: 
M(141,44) = -0.0188244025354907382618405572857000000000
M(141,91) = -0.0182414837276063097604200666687000000000
Their sum is = -0.0370658862630970480222606239543999999998
The constant M(47,44) is = -0.0370658862630970480222606239544000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(47,45) has to be equal to the sum of: 
M(141,92) = -0.0156192258459478456329866578916000000000
M(141,139) = -0.0113329984750922548853864983114000000000
Their sum is = -0.0269522243210401005183731562030000000000
The constant M(47,45) is = -0.0269522243210401005183731562030000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(47,46) has to be equal to the sum of: 
M(141,46) = -0.0189750101583861305819498921007000000000
M(141,140) = -0.0157169024915191614468376087015999999999
Their sum is = -0.0346919126499052920287875008022999999998
The constant M(47,46) is = -0.0346919126499052920287875008022000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(2,1) has to be equal to the sum of: 
M(142,1) = -0.0243079055987144745485372199720000000000
M(142,3) = 0.307363458824883084881439366645000000000
M(142,5) = 0.176570393635328642091283594793000000000
M(142,7) = 0.124331903562034550778206987469000000000
M(142,9) = -0.0137863725802471708361786586350000000000
M(142,11) = 0.063496950511408558013986044489800000000
M(142,13) = 0.0518160083101183975235442102849000000000
M(142,15) = -0.0202962491400322708764356166222000000000
M(142,17) = 0.0359166371817882257661856396244000000000
M(142,19) = 0.0276864347293294842298004093648000000000
M(142,21) = -0.0211759942585592350342923076401000000000
M(142,23) = 0.0230380066146517307529381956842000000000
M(142,25) = -0.0184695670237361997194155318420000000000
M(142,27) = -0.0231416731433420556082992934081000000000
M(142,29) = 0.0120798825072875467232628870052000000000
M(142,31) = 0.0148629329812561570911310863236000000000
M(142,33) = -0.0215003863454486649596111890396000000000
M(142,35) = -0.0242674320717205410147435356799000000000
M(142,37) = 0.0072364217041311969016600560734900000000
M(142,39) = -0.0190456482193765549393371141338000000000
M(142,41) = 0.000420719821349342734079401037338000000000
M(142,43) = -0.00368556798333679678749814088063000000000
M(142,45) = -0.0253049330390758565920730219764000000000
M(142,47) = -0.00276916997578144365208875951784000000000
M(142,49) = -0.0214313218543523501263197047130000000000
M(142,51) = -0.0191723430774403747983796417856000000000
M(142,53) = -0.0047744598256690909579539522439100000000
M(142,55) = -0.0207236034568020934662519175514000000000
M(142,57) = -0.0217012236124020777355832104742000000000
M(142,59) = -0.0086732570858334621827338237867600000000
M(142,61) = -0.0093631387414994623274415710461900000000
M(142,63) = -0.0226573179174511891949956510767000000000
M(142,65) = -0.0232808959913634264233189237568000000000
M(142,67) = -0.0108097075036199383503931399137000000000
M(142,69) = -0.0197327297283537128101510109705000000000
M(142,73) = -0.0108447203230844804153997200138000000000
M(142,75) = -0.0233071035441493541370271121070000000000
M(142,77) = -0.0228419159179106809617568485546000000000
M(142,79) = -0.0135380723133937108543976348869000000000
M(142,81) = -0.0234768875191335877972309283038000000000
M(142,83) = -0.0114218343525449882428317910779000000000
M(142,85) = -0.0214474176539921399467467790861000000000
M(142,87) = -0.0227370244740272574520408763803000000000
M(142,89) = -0.0138432519633978007310761893489000000000
M(142,91) = -0.0221898846299986624725069567144000000000
M(142,93) = -0.0250155273760863547676870927593000000000
M(142,95) = -0.0220312578701510245797121520393000000000
M(142,97) = -0.0111254313874008653195779536605000000000
M(142,99) = -0.0200249031120967942571744364352000000000
M(142,101) = -0.0157164795188237210732840809441000000000
M(142,103) = -0.0164250919111490602237436619733000000000
M(142,105) = -0.0233001621837521016764102957926000000000
M(142,107) = -0.0178753357390790148317434059208000000000
M(142,109) = -0.0135121491834615761452888250870000000000
M(142,111) = -0.0267254638119946500749078349762000000000
M(142,113) = -0.0155103926589932356011284712912000000000
M(142,115) = -0.0202588623430136332728520234266000000000
M(142,117) = -0.0253068046056530432231180396022000000000
M(142,119) = -0.0271218620240846095665827473472000000000
M(142,121) = -0.0214446675601342826769631963125000000000
M(142,123) = -0.0248811081423189000313292850383000000000
M(142,125) = -0.0253964950638466764854065414358000000000
M(142,127) = -0.0157155842635100501009989670851000000000
M(142,129) = -0.0227148734734560336436432159414000000000
M(142,131) = -0.0168474951189747006563176864531000000000
M(142,133) = -0.0267496841576791316905068045234000000000
M(142,135) = -0.0217419787080046671797300118798000000000
M(142,137) = -0.0171932473508984753917242762977000000000
M(142,139) = -0.0163906690300655447649150823869000000000
M(142,141) = -0.0226625071177584016710577418170000000000
And of the summand: 1/71
Their sum is = -0.238502787152357216244573161391520309829
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -2.161688811 E-31
**************************
The constant M(71,1) has to be equal to the sum of: 
M(142,1) = -0.0243079055987144745485372199720000000000
Their sum is = -0.0243079055987144745485372199720000000000
The constant M(71,1) is = -0.0243079055987144745485372199720000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,2) has to be equal to the sum of: 
M(142,73) = -0.0108447203230844804153997200138000000000
And of the summand: 1/2
Their sum is = 0.489155279676915519584600279986200000000010868552
The constant M(71,2) is = 0.489155279676915519584600279986000000000
The difference (constant-sum) is = 1.999999989 E-31
**************************
The constant M(71,3) has to be equal to the sum of: 
M(142,3) = 0.307363458824883084881439366645000000000
Their sum is = 0.307363458824883084881439366645000000000
The constant M(71,3) is = 0.307363458824883084881439366645000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(71,4) has to be equal to the sum of: 
M(142,75) = -0.0233071035441493541370271121070000000000
Their sum is = -0.0233071035441493541370271121070000000000
The constant M(71,4) is = -0.0233071035441493541370271121070000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,5) has to be equal to the sum of: 
M(142,5) = 0.176570393635328642091283594793000000000
Their sum is = 0.176570393635328642091283594793000000000
The constant M(71,5) is = 0.176570393635328642091283594793000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(71,6) has to be equal to the sum of: 
M(142,77) = -0.0228419159179106809617568485546000000000
Their sum is = -0.0228419159179106809617568485546000000000
The constant M(71,6) is = -0.0228419159179106809617568485546000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,7) has to be equal to the sum of: 
M(142,7) = 0.124331903562034550778206987469000000000
Their sum is = 0.124331903562034550778206987469000000000
The constant M(71,7) is = 0.124331903562034550778206987469000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(71,8) has to be equal to the sum of: 
M(142,79) = -0.0135380723133937108543976348869000000000
Their sum is = -0.0135380723133937108543976348869000000000
The constant M(71,8) is = -0.0135380723133937108543976348869000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,9) has to be equal to the sum of: 
M(142,9) = -0.0137863725802471708361786586350000000000
Their sum is = -0.0137863725802471708361786586350000000000
The constant M(71,9) is = -0.0137863725802471708361786586350000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,10) has to be equal to the sum of: 
M(142,81) = -0.0234768875191335877972309283038000000000
Their sum is = -0.0234768875191335877972309283038000000000
The constant M(71,10) is = -0.0234768875191335877972309283038000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,11) has to be equal to the sum of: 
M(142,11) = 0.063496950511408558013986044489800000000
Their sum is = 0.063496950511408558013986044489800000000
The constant M(71,11) is = 0.063496950511408558013986044489800000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(71,12) has to be equal to the sum of: 
M(142,83) = -0.0114218343525449882428317910779000000000
Their sum is = -0.0114218343525449882428317910779000000000
The constant M(71,12) is = -0.0114218343525449882428317910779000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,13) has to be equal to the sum of: 
M(142,13) = 0.0518160083101183975235442102849000000000
Their sum is = 0.0518160083101183975235442102849000000000
The constant M(71,13) is = 0.0518160083101183975235442102849000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,14) has to be equal to the sum of: 
M(142,85) = -0.0214474176539921399467467790861000000000
Their sum is = -0.0214474176539921399467467790861000000000
The constant M(71,14) is = -0.0214474176539921399467467790861000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,15) has to be equal to the sum of: 
M(142,15) = -0.0202962491400322708764356166222000000000
Their sum is = -0.0202962491400322708764356166222000000000
The constant M(71,15) is = -0.0202962491400322708764356166222000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,16) has to be equal to the sum of: 
M(142,87) = -0.0227370244740272574520408763803000000000
Their sum is = -0.0227370244740272574520408763803000000000
The constant M(71,16) is = -0.0227370244740272574520408763803000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,17) has to be equal to the sum of: 
M(142,17) = 0.0359166371817882257661856396244000000000
Their sum is = 0.0359166371817882257661856396244000000000
The constant M(71,17) is = 0.0359166371817882257661856396244000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,18) has to be equal to the sum of: 
M(142,89) = -0.0138432519633978007310761893489000000000
Their sum is = -0.0138432519633978007310761893489000000000
The constant M(71,18) is = -0.0138432519633978007310761893489000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,19) has to be equal to the sum of: 
M(142,19) = 0.0276864347293294842298004093648000000000
Their sum is = 0.0276864347293294842298004093648000000000
The constant M(71,19) is = 0.0276864347293294842298004093648000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,20) has to be equal to the sum of: 
M(142,91) = -0.0221898846299986624725069567144000000000
Their sum is = -0.0221898846299986624725069567144000000000
The constant M(71,20) is = -0.0221898846299986624725069567144000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,21) has to be equal to the sum of: 
M(142,21) = -0.0211759942585592350342923076401000000000
Their sum is = -0.0211759942585592350342923076401000000000
The constant M(71,21) is = -0.0211759942585592350342923076401000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,22) has to be equal to the sum of: 
M(142,93) = -0.0250155273760863547676870927593000000000
Their sum is = -0.0250155273760863547676870927593000000000
The constant M(71,22) is = -0.0250155273760863547676870927593000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,23) has to be equal to the sum of: 
M(142,23) = 0.0230380066146517307529381956842000000000
Their sum is = 0.0230380066146517307529381956842000000000
The constant M(71,23) is = 0.0230380066146517307529381956842000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,24) has to be equal to the sum of: 
M(142,95) = -0.0220312578701510245797121520393000000000
Their sum is = -0.0220312578701510245797121520393000000000
The constant M(71,24) is = -0.0220312578701510245797121520393000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,25) has to be equal to the sum of: 
M(142,25) = -0.0184695670237361997194155318420000000000
Their sum is = -0.0184695670237361997194155318420000000000
The constant M(71,25) is = -0.0184695670237361997194155318420000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,26) has to be equal to the sum of: 
M(142,97) = -0.0111254313874008653195779536605000000000
Their sum is = -0.0111254313874008653195779536605000000000
The constant M(71,26) is = -0.0111254313874008653195779536605000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,27) has to be equal to the sum of: 
M(142,27) = -0.0231416731433420556082992934081000000000
Their sum is = -0.0231416731433420556082992934081000000000
The constant M(71,27) is = -0.0231416731433420556082992934081000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,28) has to be equal to the sum of: 
M(142,99) = -0.0200249031120967942571744364352000000000
Their sum is = -0.0200249031120967942571744364352000000000
The constant M(71,28) is = -0.0200249031120967942571744364352000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,29) has to be equal to the sum of: 
M(142,29) = 0.0120798825072875467232628870052000000000
Their sum is = 0.0120798825072875467232628870052000000000
The constant M(71,29) is = 0.0120798825072875467232628870052000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,30) has to be equal to the sum of: 
M(142,101) = -0.0157164795188237210732840809441000000000
Their sum is = -0.0157164795188237210732840809441000000000
The constant M(71,30) is = -0.0157164795188237210732840809441000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,31) has to be equal to the sum of: 
M(142,31) = 0.0148629329812561570911310863236000000000
Their sum is = 0.0148629329812561570911310863236000000000
The constant M(71,31) is = 0.0148629329812561570911310863236000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,32) has to be equal to the sum of: 
M(142,103) = -0.0164250919111490602237436619733000000000
Their sum is = -0.0164250919111490602237436619733000000000
The constant M(71,32) is = -0.0164250919111490602237436619733000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,33) has to be equal to the sum of: 
M(142,33) = -0.0215003863454486649596111890396000000000
Their sum is = -0.0215003863454486649596111890396000000000
The constant M(71,33) is = -0.0215003863454486649596111890396000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,34) has to be equal to the sum of: 
M(142,105) = -0.0233001621837521016764102957926000000000
Their sum is = -0.0233001621837521016764102957926000000000
The constant M(71,34) is = -0.0233001621837521016764102957926000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,35) has to be equal to the sum of: 
M(142,35) = -0.0242674320717205410147435356799000000000
Their sum is = -0.0242674320717205410147435356799000000000
The constant M(71,35) is = -0.0242674320717205410147435356799000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,36) has to be equal to the sum of: 
M(142,107) = -0.0178753357390790148317434059208000000000
Their sum is = -0.0178753357390790148317434059208000000000
The constant M(71,36) is = -0.0178753357390790148317434059208000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,37) has to be equal to the sum of: 
M(142,37) = 0.0072364217041311969016600560734900000000
Their sum is = 0.0072364217041311969016600560734900000000
The constant M(71,37) is = 0.0072364217041311969016600560734900000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,38) has to be equal to the sum of: 
M(142,109) = -0.0135121491834615761452888250870000000000
Their sum is = -0.0135121491834615761452888250870000000000
The constant M(71,38) is = -0.0135121491834615761452888250870000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,39) has to be equal to the sum of: 
M(142,39) = -0.0190456482193765549393371141338000000000
Their sum is = -0.0190456482193765549393371141338000000000
The constant M(71,39) is = -0.0190456482193765549393371141338000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,40) has to be equal to the sum of: 
M(142,111) = -0.0267254638119946500749078349762000000000
Their sum is = -0.0267254638119946500749078349762000000000
The constant M(71,40) is = -0.0267254638119946500749078349762000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,41) has to be equal to the sum of: 
M(142,41) = 0.000420719821349342734079401037338000000000
Their sum is = 0.000420719821349342734079401037338000000000
The constant M(71,41) is = 0.000420719821349342734079401037338000000000
The difference (constant-sum) is = 0.E-42
**************************
The constant M(71,42) has to be equal to the sum of: 
M(142,113) = -0.0155103926589932356011284712912000000000
Their sum is = -0.0155103926589932356011284712912000000000
The constant M(71,42) is = -0.0155103926589932356011284712912000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,43) has to be equal to the sum of: 
M(142,43) = -0.00368556798333679678749814088063000000000
Their sum is = -0.00368556798333679678749814088063000000000
The constant M(71,43) is = -0.00368556798333679678749814088063000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(71,44) has to be equal to the sum of: 
M(142,115) = -0.0202588623430136332728520234266000000000
Their sum is = -0.0202588623430136332728520234266000000000
The constant M(71,44) is = -0.0202588623430136332728520234266000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,45) has to be equal to the sum of: 
M(142,45) = -0.0253049330390758565920730219764000000000
Their sum is = -0.0253049330390758565920730219764000000000
The constant M(71,45) is = -0.0253049330390758565920730219764000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,46) has to be equal to the sum of: 
M(142,117) = -0.0253068046056530432231180396022000000000
Their sum is = -0.0253068046056530432231180396022000000000
The constant M(71,46) is = -0.0253068046056530432231180396022000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,47) has to be equal to the sum of: 
M(142,47) = -0.00276916997578144365208875951784000000000
Their sum is = -0.00276916997578144365208875951784000000000
The constant M(71,47) is = -0.00276916997578144365208875951784000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(71,48) has to be equal to the sum of: 
M(142,119) = -0.0271218620240846095665827473472000000000
Their sum is = -0.0271218620240846095665827473472000000000
The constant M(71,48) is = -0.0271218620240846095665827473472000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,49) has to be equal to the sum of: 
M(142,49) = -0.0214313218543523501263197047130000000000
Their sum is = -0.0214313218543523501263197047130000000000
The constant M(71,49) is = -0.0214313218543523501263197047130000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,50) has to be equal to the sum of: 
M(142,121) = -0.0214446675601342826769631963125000000000
Their sum is = -0.0214446675601342826769631963125000000000
The constant M(71,50) is = -0.0214446675601342826769631963125000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,51) has to be equal to the sum of: 
M(142,51) = -0.0191723430774403747983796417856000000000
Their sum is = -0.0191723430774403747983796417856000000000
The constant M(71,51) is = -0.0191723430774403747983796417856000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,52) has to be equal to the sum of: 
M(142,123) = -0.0248811081423189000313292850383000000000
Their sum is = -0.0248811081423189000313292850383000000000
The constant M(71,52) is = -0.0248811081423189000313292850383000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,53) has to be equal to the sum of: 
M(142,53) = -0.0047744598256690909579539522439100000000
Their sum is = -0.0047744598256690909579539522439100000000
The constant M(71,53) is = -0.0047744598256690909579539522439100000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,54) has to be equal to the sum of: 
M(142,125) = -0.0253964950638466764854065414358000000000
Their sum is = -0.0253964950638466764854065414358000000000
The constant M(71,54) is = -0.0253964950638466764854065414358000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,55) has to be equal to the sum of: 
M(142,55) = -0.0207236034568020934662519175514000000000
Their sum is = -0.0207236034568020934662519175514000000000
The constant M(71,55) is = -0.0207236034568020934662519175514000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,56) has to be equal to the sum of: 
M(142,127) = -0.0157155842635100501009989670851000000000
Their sum is = -0.0157155842635100501009989670851000000000
The constant M(71,56) is = -0.0157155842635100501009989670851000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,57) has to be equal to the sum of: 
M(142,57) = -0.0217012236124020777355832104742000000000
Their sum is = -0.0217012236124020777355832104742000000000
The constant M(71,57) is = -0.0217012236124020777355832104742000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,58) has to be equal to the sum of: 
M(142,129) = -0.0227148734734560336436432159414000000000
Their sum is = -0.0227148734734560336436432159414000000000
The constant M(71,58) is = -0.0227148734734560336436432159414000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,59) has to be equal to the sum of: 
M(142,59) = -0.0086732570858334621827338237867600000000
Their sum is = -0.0086732570858334621827338237867600000000
The constant M(71,59) is = -0.0086732570858334621827338237867600000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,60) has to be equal to the sum of: 
M(142,131) = -0.0168474951189747006563176864531000000000
Their sum is = -0.0168474951189747006563176864531000000000
The constant M(71,60) is = -0.0168474951189747006563176864531000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,61) has to be equal to the sum of: 
M(142,61) = -0.0093631387414994623274415710461900000000
Their sum is = -0.0093631387414994623274415710461900000000
The constant M(71,61) is = -0.0093631387414994623274415710461900000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,62) has to be equal to the sum of: 
M(142,133) = -0.0267496841576791316905068045234000000000
Their sum is = -0.0267496841576791316905068045234000000000
The constant M(71,62) is = -0.0267496841576791316905068045234000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,63) has to be equal to the sum of: 
M(142,63) = -0.0226573179174511891949956510767000000000
Their sum is = -0.0226573179174511891949956510767000000000
The constant M(71,63) is = -0.0226573179174511891949956510767000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,64) has to be equal to the sum of: 
M(142,135) = -0.0217419787080046671797300118798000000000
Their sum is = -0.0217419787080046671797300118798000000000
The constant M(71,64) is = -0.0217419787080046671797300118798000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,65) has to be equal to the sum of: 
M(142,65) = -0.0232808959913634264233189237568000000000
Their sum is = -0.0232808959913634264233189237568000000000
The constant M(71,65) is = -0.0232808959913634264233189237568000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,66) has to be equal to the sum of: 
M(142,137) = -0.0171932473508984753917242762977000000000
Their sum is = -0.0171932473508984753917242762977000000000
The constant M(71,66) is = -0.0171932473508984753917242762977000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,67) has to be equal to the sum of: 
M(142,67) = -0.0108097075036199383503931399137000000000
Their sum is = -0.0108097075036199383503931399137000000000
The constant M(71,67) is = -0.0108097075036199383503931399137000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,68) has to be equal to the sum of: 
M(142,139) = -0.0163906690300655447649150823869000000000
Their sum is = -0.0163906690300655447649150823869000000000
The constant M(71,68) is = -0.0163906690300655447649150823869000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,69) has to be equal to the sum of: 
M(142,69) = -0.0197327297283537128101510109705000000000
Their sum is = -0.0197327297283537128101510109705000000000
The constant M(71,69) is = -0.0197327297283537128101510109705000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(71,70) has to be equal to the sum of: 
M(142,141) = -0.0226625071177584016710577418170000000000
Their sum is = -0.0226625071177584016710577418170000000000
The constant M(71,70) is = -0.0226625071177584016710577418170000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(11,1) has to be equal to the sum of: 
M(143,1) = -0.0153896374029359706719654300411000000000
M(143,12) = -0.0139598543277955473865522247487000000000
M(143,23) = 0.0286284435249500350779218615867000000000
M(143,34) = -0.0130799195844520391213425386760000000000
M(143,45) = -0.0121479648016279252836393490166000000000
M(143,56) = -0.0123254814990056070471144856622000000000
M(143,67) = 0.00218719284807502586739763574394000000000
M(143,89) = -0.00295023352751177259331180548156000000000
M(143,100) = -0.0173631667052396088297331117506000000000
M(143,111) = -0.0123787756155138562916677747562000000000
M(143,122) = -0.0155556865781993153374233809732000000000
M(143,133) = -0.0128024092213748930611579133208000000000
Their sum is = -0.097137492890631474678588517096319999999
The constant M(11,1) is = -0.097137492890631474678588517096400000000
The difference (constant-sum) is = 8.00000008 E-32
**************************
The constant M(11,2) has to be equal to the sum of: 
M(143,2) = 0.486279119914842216910189886736000000000
M(143,24) = -0.0089077813638211452676402939585400000000
M(143,35) = -0.0151171461696641460097516059085000000000
M(143,46) = -0.0150245251143786165075962686571000000000
M(143,57) = -0.0153412203334264444958770117687000000000
M(143,68) = -0.0112647358678747016128700896039000000000
M(143,79) = -0.00198625648972352564617326351000000000000
M(143,90) = -0.0107740344889749510221291862104000000000
M(143,101) = -0.0047089535710943477018634086870700000000
M(143,112) = -0.0133389219496238631993330582479000000000
M(143,123) = -0.0140947104187501951755136437142000000000
M(143,134) = -0.0111817096077204362290662191516000000000
And of the summand: 1/13
Their sum is = 0.441462201462866767119298914241166923082
The constant M(11,2) is = 0.441462201462866767119298914241000000000
The difference (constant-sum) is = 1.669230822 E-31
**************************
The constant M(11,3) has to be equal to the sum of: 
M(143,3) = 0.316428298931225496629632079981000000000
M(143,14) = -0.0067679483510772242097107319392300000000
M(143,25) = -0.0124068327909219974954989512916000000000
M(143,36) = -0.0099272704291566703724135509826200000000
M(143,47) = 0.0059587153616270272566657608066600000000
M(143,58) = -0.0133643413720843486607641845286000000000
M(143,69) = -0.0136669140429547644224912400849000000000
M(143,80) = -0.0097731949483338499749890222816000000000
M(143,102) = -0.0157534413275915449664195725508999999999
M(143,113) = -0.0063820363345050337865247425680200000000
M(143,124) = -0.0152028179710809863986199355225000000000
M(143,135) = -0.0133655573525198632917487113072000000000
Their sum is = 0.205776659372626240307117197730490000004
The constant M(11,3) is = 0.205776659372626240307117197731000000000
The difference (constant-sum) is = -5.099999966 E-31
**************************
The constant M(11,4) has to be equal to the sum of: 
M(143,4) = -0.0129501280979676671354580951819000000000
M(143,15) = -0.0148273284860373362181492706637000000000
M(143,37) = 0.0120538732437969731970138407240000000000
M(143,48) = -0.0103370119386079996367223359649000000000
M(143,59) = 0.00250544178747976088042860447544000000000
M(143,70) = -0.0149859102952319366895231591512000000000
M(143,81) = -0.0118352520605457553205668793730000000000
M(143,92) = -0.0143854651641742635316788693873000000000
M(143,103) = -0.0044234369436010779570269909376500000000
M(143,114) = -0.0117321382314251616907782416950000000000
M(143,125) = -0.0150659391820852170005381095081000000000
M(143,136) = -0.0159870811720237447701786270446000000000
Their sum is = -0.111970376540423425873178133707909999999
The constant M(11,4) is = -0.111970376540423425873178133708000000000
The difference (constant-sum) is = 9.00000010 E-32
**************************
The constant M(11,5) has to be equal to the sum of: 
M(143,5) = 0.186588332925303898544657066809000000000
M(143,16) = -0.0150501109745181443247941805302000000000
M(143,27) = -0.0111385560732313411702867830115000000000
M(143,38) = -0.0087655291740548395797503733294100000000
M(143,49) = -0.0153437950004923119975318684530000000000
M(143,60) = -0.0161426215995916744699226593573000000000
M(143,71) = -0.000238409353260739048205493543514000000000
M(143,82) = -0.0154905435472541367252213815757000000000
M(143,93) = -0.0127822564616865317039894133155000000000
M(143,115) = -0.0133139514939057169766754913225000000000
M(143,126) = -0.0124751512236008736439730221887000000000
M(143,137) = -0.0078403623343853746768610335350100000000
Their sum is = 0.0580070456893222142274453666466660000024
The constant M(11,5) is = 0.0580070456893222142274453666470000000000
The difference (constant-sum) is = -3.339999976 E-31
**************************
The constant M(11,6) has to be equal to the sum of: 
M(143,6) = -0.0092098014342336916540685595304800000000
M(143,17) = 0.0431045642352796364309848397721000000000
M(143,28) = -0.0130311730674267752148275587993000000000
M(143,50) = -0.0088584246021786486401795720301800000000
M(143,61) = 0.0042333542219873441833284770682700000000
M(143,72) = -0.0145415261227200099016492230717000000000
M(143,83) = -0.00317935539025827289127762898618000000000
M(143,94) = -0.0123323148423776085267790906818000000000
M(143,105) = -0.0143689174935901899084207225543000000000
M(143,116) = -0.0160062440151910642038887431039000000000
M(143,127) = -0.0092081176020483823525342058043100000000
M(143,138) = -0.0127196859785844404265380645943000000000
Their sum is = -0.066117642091342103105850052316079999999
The constant M(11,6) is = -0.066117642091342103105850052315900000000
The difference (constant-sum) is = -1.799999995 E-31
**************************
The constant M(11,7) has to be equal to the sum of: 
M(143,7) = 0.130439435590642081616646794789999999999
M(143,18) = -0.0141883991938496328291287973061000000000
M(143,29) = 0.0205723219567108265113347097075000000000
M(143,40) = -0.0158739506472906605890712371601000000000
M(143,51) = -0.0130137107180136194146051490204000000000
M(143,62) = -0.0139584789342409075365703664139000000000
M(143,73) = 0.00055226955183793275099711773281300000000
M(143,84) = -0.0117621071100659236435164595783000000000
M(143,95) = -0.0150854551960602531708031789624000000000
M(143,106) = -0.0152335014748255141843331989351000000000
M(143,128) = -0.0100360839504325777565934632342000000000
M(143,139) = -0.0077296871295788469364656542704500000000
Their sum is = 0.0346826527448329048178911173493630000000
The constant M(11,7) is = 0.0346826527448329048178911173498000000000
The difference (constant-sum) is = -4.370000000 E-31
**************************
The constant M(11,8) has to be equal to the sum of: 
M(143,8) = -0.0087160933980538662840822701637300000000
M(143,19) = 0.0377777869596578074481976062400000000000
M(143,30) = -0.0102600644535264070679203863462000000000
M(143,41) = 0.0095905698312803823061366953738600000000
M(143,63) = -0.0133062703906218259489015470013000000000
M(143,74) = -0.0142807834061862406375896541869000000000
M(143,85) = -0.0147742851755067948495644955554000000000
M(143,96) = -0.0102928785709240721031065966818000000000
M(143,107) = -0.0069553285367242229851868330627900000000
M(143,118) = -0.0147837074211970659338651043584000000000
M(143,129) = -0.0144578525287657003154056542194000000000
M(143,140) = -0.0105412141374534913264098558419000000000
Their sum is = -0.071000121228021497697698095803959999999
The constant M(11,8) is = -0.071000121228021497697698095804000000000
The difference (constant-sum) is = 4.000000022 E-32
**************************
The constant M(11,9) has to be equal to the sum of: 
M(143,9) = -0.0147358538734271189583775217973000000000
M(143,20) = -0.0068263726880957450614253320953200000000
M(143,31) = 0.0188555114686707973803657204149000000000
M(143,42) = -0.0152635862513510891541167283694000000000
M(143,53) = 0.00304166306826668884306275475716000000000
M(143,64) = -0.0165642622682334878967365128679000000000
M(143,75) = -0.0150144249764724809230606743890000000000
M(143,86) = -0.0110470509653075202877903724117000000000
M(143,97) = -0.00292864127729456580699659907618000000000
M(143,108) = -0.0107864799040281517782821360370000000000
M(143,119) = -0.0142274196038315156347313128200000000000
M(143,141) = -0.0160650827177583519849845309852000000000
Their sum is = -0.101561999988862541263073245676939999999
The constant M(11,9) is = -0.101561999988862541263073245677000000000
The difference (constant-sum) is = 6.00000010 E-32
**************************
The constant M(11,10) has to be equal to the sum of: 
M(143,10) = -0.0131979284624371075611067556774000000000
M(143,21) = -0.0109877663459467844757077700840000000000
M(143,32) = -0.0132070288724642799104421083757000000000
M(143,43) = 0.0081093522627257572657016687701600000000
M(143,54) = -0.0100606004924020702686553378750000000000
M(143,76) = -0.0169114154716867633174655446630000000000
M(143,87) = -0.0116598358977034034544081010749000000000
M(143,98) = -0.0127688977415903201425699420177000000000
M(143,109) = -0.0064341978121196114905441896637700000000
M(143,120) = -0.0123842972408847075427896569340000000000
M(143,131) = -0.0090330055058870980079452970479100000000
M(143,142) = -0.0130171830114188202829137690250000000000
Their sum is = -0.121552804591815209188846803668219999999
The constant M(11,10) is = -0.121552804591815209188846803668000000000
The difference (constant-sum) is = -2.199999990 E-31
**************************
The constant M(13,1) has to be equal to the sum of: 
M(143,1) = -0.0153896374029359706719654300411000000000
M(143,14) = -0.0067679483510772242097107319392300000000
M(143,27) = -0.0111385560732313411702867830115000000000
M(143,40) = -0.0158739506472906605890712371601000000000
M(143,53) = 0.00304166306826668884306275475716000000000
M(143,79) = -0.00198625648972352564617326351000000000000
M(143,92) = -0.0143854651641742635316788693873000000000
M(143,105) = -0.0143689174935901899084207225543000000000
M(143,118) = -0.0147837074211970659338651043584000000000
M(143,131) = -0.0090330055058870980079452970479100000000
Their sum is = -0.100685781480840650826054684252679999999
The constant M(13,1) is = -0.100685781480840650826054684253000000000
The difference (constant-sum) is = 3.200000010 E-31
**************************
The constant M(13,2) has to be equal to the sum of: 
M(143,2) = 0.486279119914842216910189886736000000000
M(143,15) = -0.0148273284860373362181492706637000000000
M(143,28) = -0.0130311730674267752148275587993000000000
M(143,41) = 0.0095905698312803823061366953738600000000
M(143,54) = -0.0100606004924020702686553378750000000000
M(143,67) = 0.00218719284807502586739763574394000000000
M(143,80) = -0.0097731949483338499749890222816000000000
M(143,93) = -0.0127822564616865317039894133155000000000
M(143,106) = -0.0152335014748255141843331989351000000000
M(143,119) = -0.0142274196038315156347313128200000000000
Their sum is = 0.408121408059654031884049103163600000004
The constant M(13,2) is = 0.408121408059654031884049103164000000000
The difference (constant-sum) is = -3.999999963 E-31
**************************
The constant M(13,3) has to be equal to the sum of: 
M(143,3) = 0.316428298931225496629632079981000000000
M(143,16) = -0.0150501109745181443247941805302000000000
M(143,29) = 0.0205723219567108265113347097075000000000
M(143,42) = -0.0152635862513510891541167283694000000000
M(143,68) = -0.0112647358678747016128700896039000000000
M(143,81) = -0.0118352520605457553205668793730000000000
M(143,94) = -0.0123323148423776085267790906818000000000
M(143,107) = -0.0069553285367242229851868330627900000000
M(143,120) = -0.0123842972408847075427896569340000000000
M(143,133) = -0.0128024092213748930611579133208000000000
Their sum is = 0.239112585892285200612705417812610000007
The constant M(13,3) is = 0.239112585892285200612705417813000000000
The difference (constant-sum) is = -3.899999931 E-31
**************************
The constant M(13,4) has to be equal to the sum of: 
M(143,4) = -0.0129501280979676671354580951819000000000
M(143,17) = 0.0431045642352796364309848397721000000000
M(143,30) = -0.0102600644535264070679203863462000000000
M(143,43) = 0.0081093522627257572657016687701600000000
M(143,56) = -0.0123254814990056070471144856622000000000
M(143,69) = -0.0136669140429547644224912400849000000000
M(143,82) = -0.0154905435472541367252213815757000000000
M(143,95) = -0.0150854551960602531708031789624000000000
M(143,108) = -0.0107864799040281517782821360370000000000
M(143,134) = -0.0111817096077204362290662191516000000000
Their sum is = -0.0505328598505120298796706144596399999998
The constant M(13,4) is = -0.0505328598505120298796706144595000000000
The difference (constant-sum) is = -1.399999998 E-31
**************************
The constant M(13,5) has to be equal to the sum of: 
M(143,5) = 0.186588332925303898544657066809000000000
M(143,18) = -0.0141883991938496328291287973061000000000
M(143,31) = 0.0188555114686707973803657204149000000000
M(143,57) = -0.0153412203334264444958770117687000000000
M(143,70) = -0.0149859102952319366895231591512000000000
M(143,83) = -0.00317935539025827289127762898618000000000
M(143,96) = -0.0102928785709240721031065966818000000000
M(143,109) = -0.0064341978121196114905441896637700000000
M(143,122) = -0.0155556865781993153374233809732000000000
M(143,135) = -0.0133655573525198632917487113072000000000
Their sum is = 0.112100638867445546796393311385750000002
The constant M(13,5) is = 0.112100638867445546796393311386000000000
The difference (constant-sum) is = -2.499999982 E-31
**************************
The constant M(13,6) has to be equal to the sum of: 
M(143,6) = -0.0092098014342336916540685595304800000000
M(143,19) = 0.0377777869596578074481976062400000000000
M(143,32) = -0.0132070288724642799104421083757000000000
M(143,45) = -0.0121479648016279252836393490166000000000
M(143,58) = -0.0133643413720843486607641845286000000000
M(143,71) = -0.000238409353260739048205493543514000000000
M(143,84) = -0.0117621071100659236435164595783000000000
M(143,97) = -0.00292864127729456580699659907618000000000
M(143,123) = -0.0140947104187501951755136437142000000000
M(143,136) = -0.0159870811720237447701786270446000000000
Their sum is = -0.0551622988521476065051274181681739999996
The constant M(13,6) is = -0.0551622988521476065051274181682000000000
The difference (constant-sum) is = 2.600000044 E-32
**************************
The constant M(13,7) has to be equal to the sum of: 
M(143,7) = 0.130439435590642081616646794789999999999
M(143,20) = -0.0068263726880957450614253320953200000000
M(143,46) = -0.0150245251143786165075962686571000000000
M(143,59) = 0.00250544178747976088042860447544000000000
M(143,72) = -0.0145415261227200099016492230717000000000
M(143,85) = -0.0147742851755067948495644955554000000000
M(143,98) = -0.0127688977415903201425699420177000000000
M(143,111) = -0.0123787756155138562916677747562000000000
M(143,124) = -0.0152028179710809863986199355225000000000
M(143,137) = -0.0078403623343853746768610335350100000000
Their sum is = 0.0335873146148501386671213940545100000014
The constant M(13,7) is = 0.0335873146148501386671213940549000000000
The difference (constant-sum) is = -3.899999986 E-31
**************************
The constant M(13,8) has to be equal to the sum of: 
M(143,8) = -0.0087160933980538662840822701637300000000
M(143,21) = -0.0109877663459467844757077700840000000000
M(143,34) = -0.0130799195844520391213425386760000000000
M(143,47) = 0.0059587153616270272566657608066600000000
M(143,60) = -0.0161426215995916744699226593573000000000
M(143,73) = 0.00055226955183793275099711773281300000000
M(143,86) = -0.0110470509653075202877903724117000000000
M(143,112) = -0.0133389219496238631993330582479000000000
M(143,125) = -0.0150659391820852170005381095081000000000
M(143,138) = -0.0127196859785844404265380645943000000000
Their sum is = -0.094587014090180445257591964503556999999
The constant M(13,8) is = -0.094587014090180445257591964503600000000
The difference (constant-sum) is = 4.300000066 E-32
**************************
The constant M(13,9) has to be equal to the sum of: 
M(143,9) = -0.0147358538734271189583775217973000000000
M(143,35) = -0.0151171461696641460097516059085000000000
M(143,48) = -0.0103370119386079996367223359649000000000
M(143,61) = 0.0042333542219873441833284770682700000000
M(143,74) = -0.0142807834061862406375896541869000000000
M(143,87) = -0.0116598358977034034544081010749000000000
M(143,100) = -0.0173631667052396088297331117506000000000
M(143,113) = -0.0063820363345050337865247425680200000000
M(143,126) = -0.0124751512236008736439730221887000000000
M(143,139) = -0.0077296871295788469364656542704500000000
Their sum is = -0.105847318456525927710217272641999999999
The constant M(13,9) is = -0.105847318456525927710217272642000000000
The difference (constant-sum) is = 1.102025954 E-39
**************************
The constant M(13,10) has to be equal to the sum of: 
M(143,10) = -0.0131979284624371075611067556774000000000
M(143,23) = 0.0286284435249500350779218615867000000000
M(143,36) = -0.0099272704291566703724135509826200000000
M(143,49) = -0.0153437950004923119975318684530000000000
M(143,62) = -0.0139584789342409075365703664139000000000
M(143,75) = -0.0150144249764724809230606743890000000000
M(143,101) = -0.0047089535710943477018634086870700000000
M(143,114) = -0.0117321382314251616907782416950000000000
M(143,127) = -0.0092081176020483823525342058043100000000
M(143,140) = -0.0105412141374534913264098558419000000000
Their sum is = -0.075003877819870826384347066357499999999
The constant M(13,10) is = -0.075003877819870826384347066357300000000
The difference (constant-sum) is = -1.999999992 E-31
**************************
The constant M(13,11) has to be equal to the sum of: 
M(143,24) = -0.0089077813638211452676402939585400000000
M(143,37) = 0.0120538732437969731970138407240000000000
M(143,50) = -0.0088584246021786486401795720301800000000
M(143,63) = -0.0133062703906218259489015470013000000000
M(143,76) = -0.0169114154716867633174655446630000000000
M(143,89) = -0.00295023352751177259331180548156000000000
M(143,102) = -0.0157534413275915449664195725508999999999
M(143,115) = -0.0133139514939057169766754913225000000000
M(143,128) = -0.0100360839504325777565934632342000000000
M(143,141) = -0.0160650827177583519849845309852000000000
And of the summand: 1/11
Their sum is = -0.00313972069262046516424888959428909090810
The constant M(13,11) is = -0.00313972069262046516424888959427000000000
The difference (constant-sum) is = -1.909090810 E-32
**************************
The constant M(13,12) has to be equal to the sum of: 
M(143,12) = -0.0139598543277955473865522247487000000000
M(143,25) = -0.0124068327909219974954989512916000000000
M(143,38) = -0.0087655291740548395797503733294100000000
M(143,51) = -0.0130137107180136194146051490204000000000
M(143,64) = -0.0165642622682334878967365128679000000000
M(143,90) = -0.0107740344889749510221291862104000000000
M(143,103) = -0.0044234369436010779570269909376500000000
M(143,116) = -0.0160062440151910642038887431039000000000
M(143,129) = -0.0144578525287657003154056542194000000000
M(143,142) = -0.0130171830114188202829137690250000000000
Their sum is = -0.123388940266971105554507554754359999999
The constant M(13,12) is = -0.123388940266971105554507554754000000000
The difference (constant-sum) is = -3.599999990 E-31
**************************
The constant M(2,1) has to be equal to the sum of: 
M(144,1) = -0.0350027663782684407692506697122000000000
M(144,5) = 0.169355951611066243081720173756999999999
M(144,7) = 0.112837152122454862597295531225000000000
M(144,11) = 0.0552002978452646598894155708237000000000
M(144,13) = 0.0462530690278260858311387251725000000000
M(144,17) = 0.0227996923459264787847294056814000000000
M(144,19) = 0.0243942751690426806045008944965000000000
M(144,23) = 0.0168361292902358376275285133263000000000
M(144,25) = -0.0327250380930721006457197526710000000001
M(144,29) = 0.0051886260349487454443274047576900000000
M(144,31) = -0.00261437012232272310734857034959000000001
M(144,35) = -0.0322013194853441508057662386538000000000
M(144,37) = -0.0058501507083987221228701428648900000000
M(144,41) = -0.0117745091034512996863125611451000000000
M(144,43) = -0.0108965415070511228833141527420000000000
M(144,47) = -0.0110917665977645316972899792235000000000
M(144,49) = -0.0317868747600316351495399535010000000000
M(144,53) = -0.0138554285515464517172937366565000000000
M(144,55) = -0.0305640356542664942041528292266000000000
M(144,59) = -0.0188544169921821733005110234118000000000
M(144,61) = -0.0203374356675748779006178758805000000000
M(144,65) = -0.0351016417356105728784684986145000000000
M(144,67) = -0.0178029752351591203243256335445000000000
M(144,71) = -0.0202417188527914919161702278515000000000
M(144,73) = -0.0263359200069321118335539045306000000000
M(144,77) = -0.0338004468613669100578128328562000000000
M(144,79) = -0.0193803214359908968729928002168000000000
M(144,83) = -0.0198182172662800413368881082091000000000
M(144,85) = -0.0303212433680649826168872099936000000000
M(144,89) = -0.0220005180539749425764252919683000000000
M(144,91) = -0.0356343611477243211726802538375000000000
M(144,95) = -0.0332442772224994604825604317958000000000
M(144,97) = -0.0257797254147060871036360199619000000000
M(144,101) = -0.0252565468265070375513997665296000000000
M(144,103) = -0.0290712532054335628628048943254000000000
M(144,107) = -0.0237708921417383931185208024161000000000
M(144,109) = -0.0260556036748879063588251982144000000000
M(144,113) = -0.0238885118336585373313942620711000000000
M(144,115) = -0.0370701811293606074440066018678000000000
M(144,119) = -0.0351738453164867784672098937479000000000
M(144,121) = -0.0382413336969191606099935581837000000000
M(144,125) = -0.0338023657927034327365111051429999999999
M(144,127) = -0.0273096697414345896361128298168000000000
M(144,131) = -0.0288032172194966459936733884694000000000
M(144,133) = -0.0318427413268763268251829512932000000000
M(144,137) = -0.0265805933913912153241655590637000000000
M(144,139) = -0.0257524335542909677087689153608000000000
M(144,143) = -0.0350661048588953183076042880427000000000
And of the summand: 1/3
Their sum is = -0.238502787152357216244573161390956666651
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 3.474742978 E-31
**************************
The constant M(3,1) has to be equal to the sum of: 
M(144,1) = -0.0350027663782684407692506697122000000000
M(144,7) = 0.112837152122454862597295531225000000000
M(144,13) = 0.0462530690278260858311387251725000000000
M(144,19) = 0.0243942751690426806045008944965000000000
M(144,25) = -0.0327250380930721006457197526710000000001
M(144,31) = -0.00261437012232272310734857034959000000001
M(144,37) = -0.0058501507083987221228701428648900000000
M(144,43) = -0.0108965415070511228833141527420000000000
M(144,49) = -0.0317868747600316351495399535010000000000
M(144,55) = -0.0305640356542664942041528292266000000000
M(144,61) = -0.0203374356675748779006178758805000000000
M(144,67) = -0.0178029752351591203243256335445000000000
M(144,73) = -0.0263359200069321118335539045306000000000
M(144,79) = -0.0193803214359908968729928002168000000000
M(144,85) = -0.0303212433680649826168872099936000000000
M(144,91) = -0.0356343611477243211726802538375000000000
M(144,97) = -0.0257797254147060871036360199619000000000
M(144,103) = -0.0290712532054335628628048943254000000000
M(144,109) = -0.0260556036748879063588251982144000000000
M(144,115) = -0.0370701811293606074440066018678000000000
M(144,121) = -0.0382413336969191606099935581837000000000
M(144,127) = -0.0273096697414345896361128298168000000000
M(144,133) = -0.0318427413268763268251829512932000000000
M(144,139) = -0.0257524335542909677087689153608000000000
Their sum is = -0.356890479509443129119649567200779999996
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 2.200000052 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(144,5) = 0.169355951611066243081720173756999999999
M(144,11) = 0.0552002978452646598894155708237000000000
M(144,17) = 0.0227996923459264787847294056814000000000
M(144,23) = 0.0168361292902358376275285133263000000000
M(144,29) = 0.0051886260349487454443274047576900000000
M(144,35) = -0.0322013194853441508057662386538000000000
M(144,41) = -0.0117745091034512996863125611451000000000
M(144,47) = -0.0110917665977645316972899792235000000000
M(144,53) = -0.0138554285515464517172937366565000000000
M(144,59) = -0.0188544169921821733005110234118000000000
M(144,65) = -0.0351016417356105728784684986145000000000
M(144,71) = -0.0202417188527914919161702278515000000000
M(144,77) = -0.0338004468613669100578128328562000000000
M(144,83) = -0.0198182172662800413368881082091000000000
M(144,89) = -0.0220005180539749425764252919683000000000
M(144,95) = -0.0332442772224994604825604317958000000000
M(144,101) = -0.0252565468265070375513997665296000000000
M(144,107) = -0.0237708921417383931185208024161000000000
M(144,113) = -0.0238885118336585373313942620711000000000
M(144,119) = -0.0351738453164867784672098937479000000000
M(144,125) = -0.0338023657927034327365111051429999999999
M(144,131) = -0.0288032172194966459936733884694000000000
M(144,137) = -0.0265805933913912153241655590637000000000
M(144,143) = -0.0350661048588953183076042880427000000000
And of the summand: 1/2
Their sum is = 0.285054359023752579541743072476490000001
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -5.099999982 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(144,1) = -0.0350027663782684407692506697122000000000
M(144,5) = 0.169355951611066243081720173756999999999
M(144,13) = 0.0462530690278260858311387251725000000000
M(144,17) = 0.0227996923459264787847294056814000000000
M(144,25) = -0.0327250380930721006457197526710000000001
M(144,29) = 0.0051886260349487454443274047576900000000
M(144,37) = -0.0058501507083987221228701428648900000000
M(144,41) = -0.0117745091034512996863125611451000000000
M(144,49) = -0.0317868747600316351495399535010000000000
M(144,53) = -0.0138554285515464517172937366565000000000
M(144,61) = -0.0203374356675748779006178758805000000000
M(144,65) = -0.0351016417356105728784684986145000000000
M(144,73) = -0.0263359200069321118335539045306000000000
M(144,77) = -0.0338004468613669100578128328562000000000
M(144,85) = -0.0303212433680649826168872099936000000000
M(144,89) = -0.0220005180539749425764252919683000000000
M(144,97) = -0.0257797254147060871036360199619000000000
M(144,101) = -0.0252565468265070375513997665296000000000
M(144,109) = -0.0260556036748879063588251982144000000000
M(144,113) = -0.0238885118336585373313942620711000000000
M(144,121) = -0.0382413336969191606099935581837000000000
M(144,125) = -0.0338023657927034327365111051429999999999
M(144,133) = -0.0318427413268763268251829512932000000000
M(144,137) = -0.0265805933913912153241655590637000000000
Their sum is = -0.286742056226175198653945141486399999997
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -3.999999963 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(144,7) = 0.112837152122454862597295531225000000000
M(144,11) = 0.0552002978452646598894155708237000000000
M(144,19) = 0.0243942751690426806045008944965000000000
M(144,23) = 0.0168361292902358376275285133263000000000
M(144,31) = -0.00261437012232272310734857034959000000001
M(144,35) = -0.0322013194853441508057662386538000000000
M(144,43) = -0.0108965415070511228833141527420000000000
M(144,47) = -0.0110917665977645316972899792235000000000
M(144,55) = -0.0305640356542664942041528292266000000000
M(144,59) = -0.0188544169921821733005110234118000000000
M(144,67) = -0.0178029752351591203243256335445000000000
M(144,71) = -0.0202417188527914919161702278515000000000
M(144,79) = -0.0193803214359908968729928002168000000000
M(144,83) = -0.0198182172662800413368881082091000000000
M(144,91) = -0.0356343611477243211726802538375000000000
M(144,95) = -0.0332442772224994604825604317958000000000
M(144,103) = -0.0290712532054335628628048943254000000000
M(144,107) = -0.0237708921417383931185208024161000000000
M(144,115) = -0.0370701811293606074440066018678000000000
M(144,119) = -0.0351738453164867784672098937479000000000
M(144,127) = -0.0273096697414345896361128298168000000000
M(144,131) = -0.0288032172194966459936733884694000000000
M(144,139) = -0.0257524335542909677087689153608000000000
M(144,143) = -0.0350661048588953183076042880427000000000
And of the summand: 1/3
Their sum is = 0.0482392690738179824093719800954433333360
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 5.433333360 E-31
**************************
The constant M(6,1) has to be equal to the sum of: 
M(144,1) = -0.0350027663782684407692506697122000000000
M(144,7) = 0.112837152122454862597295531225000000000
M(144,13) = 0.0462530690278260858311387251725000000000
M(144,19) = 0.0243942751690426806045008944965000000000
M(144,25) = -0.0327250380930721006457197526710000000001
M(144,31) = -0.00261437012232272310734857034959000000001
M(144,37) = -0.0058501507083987221228701428648900000000
M(144,43) = -0.0108965415070511228833141527420000000000
M(144,49) = -0.0317868747600316351495399535010000000000
M(144,55) = -0.0305640356542664942041528292266000000000
M(144,61) = -0.0203374356675748779006178758805000000000
M(144,67) = -0.0178029752351591203243256335445000000000
M(144,73) = -0.0263359200069321118335539045306000000000
M(144,79) = -0.0193803214359908968729928002168000000000
M(144,85) = -0.0303212433680649826168872099936000000000
M(144,91) = -0.0356343611477243211726802538375000000000
M(144,97) = -0.0257797254147060871036360199619000000000
M(144,103) = -0.0290712532054335628628048943254000000000
M(144,109) = -0.0260556036748879063588251982144000000000
M(144,115) = -0.0370701811293606074440066018678000000000
M(144,121) = -0.0382413336969191606099935581837000000000
M(144,127) = -0.0273096697414345896361128298168000000000
M(144,133) = -0.0318427413268763268251829512932000000000
M(144,139) = -0.0257524335542909677087689153608000000000
Their sum is = -0.356890479509443129119649567200779999996
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = 2.200000052 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(144,5) = 0.169355951611066243081720173756999999999
M(144,11) = 0.0552002978452646598894155708237000000000
M(144,17) = 0.0227996923459264787847294056814000000000
M(144,23) = 0.0168361292902358376275285133263000000000
M(144,29) = 0.0051886260349487454443274047576900000000
M(144,35) = -0.0322013194853441508057662386538000000000
M(144,41) = -0.0117745091034512996863125611451000000000
M(144,47) = -0.0110917665977645316972899792235000000000
M(144,53) = -0.0138554285515464517172937366565000000000
M(144,59) = -0.0188544169921821733005110234118000000000
M(144,65) = -0.0351016417356105728784684986145000000000
M(144,71) = -0.0202417188527914919161702278515000000000
M(144,77) = -0.0338004468613669100578128328562000000000
M(144,83) = -0.0198182172662800413368881082091000000000
M(144,89) = -0.0220005180539749425764252919683000000000
M(144,95) = -0.0332442772224994604825604317958000000000
M(144,101) = -0.0252565468265070375513997665296000000000
M(144,107) = -0.0237708921417383931185208024161000000000
M(144,113) = -0.0238885118336585373313942620711000000000
M(144,119) = -0.0351738453164867784672098937479000000000
M(144,125) = -0.0338023657927034327365111051429999999999
M(144,131) = -0.0288032172194966459936733884694000000000
M(144,137) = -0.0265805933913912153241655590637000000000
M(144,143) = -0.0350661048588953183076042880427000000000
Their sum is = -0.214945640976247420458256927523509999999
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -5.099999988 E-31
**************************
The constant M(8,1) has to be equal to the sum of: 
M(144,1) = -0.0350027663782684407692506697122000000000
M(144,17) = 0.0227996923459264787847294056814000000000
M(144,25) = -0.0327250380930721006457197526710000000001
M(144,41) = -0.0117745091034512996863125611451000000000
M(144,49) = -0.0317868747600316351495399535010000000000
M(144,65) = -0.0351016417356105728784684986145000000000
M(144,73) = -0.0263359200069321118335539045306000000000
M(144,89) = -0.0220005180539749425764252919683000000000
M(144,97) = -0.0257797254147060871036360199619000000000
M(144,113) = -0.0238885118336585373313942620711000000000
M(144,121) = -0.0382413336969191606099935581837000000000
M(144,137) = -0.0265805933913912153241655590637000000000
Their sum is = -0.286417740122089625123730625741699999998
The constant M(8,1) is = -0.286417740122089625123730625742000000000
The difference (constant-sum) is = 3.000000012 E-31
**************************
The constant M(8,3) has to be equal to the sum of: 
M(144,11) = 0.0552002978452646598894155708237000000000
M(144,19) = 0.0243942751690426806045008944965000000000
M(144,35) = -0.0322013194853441508057662386538000000000
M(144,43) = -0.0108965415070511228833141527420000000000
M(144,59) = -0.0188544169921821733005110234118000000000
M(144,67) = -0.0178029752351591203243256335445000000000
M(144,83) = -0.0198182172662800413368881082091000000000
M(144,91) = -0.0356343611477243211726802538375000000000
M(144,107) = -0.0237708921417383931185208024161000000000
M(144,115) = -0.0370701811293606074440066018678000000000
M(144,131) = -0.0288032172194966459936733884694000000000
M(144,139) = -0.0257524335542909677087689153608000000000
And of the summand: 1/3
Their sum is = 0.162323350669013129738794680140733333334
The constant M(8,3) is = 0.162323350669013129738794680140999999999
The difference (constant-sum) is = -2.666666652 E-31
**************************
The constant M(8,5) has to be equal to the sum of: 
M(144,5) = 0.169355951611066243081720173756999999999
M(144,13) = 0.0462530690278260858311387251725000000000
M(144,29) = 0.0051886260349487454443274047576900000000
M(144,37) = -0.0058501507083987221228701428648900000000
M(144,53) = -0.0138554285515464517172937366565000000000
M(144,61) = -0.0203374356675748779006178758805000000000
M(144,77) = -0.0338004468613669100578128328562000000000
M(144,85) = -0.0303212433680649826168872099936000000000
M(144,101) = -0.0252565468265070375513997665296000000000
M(144,109) = -0.0260556036748879063588251982144000000000
M(144,125) = -0.0338023657927034327365111051429999999999
M(144,133) = -0.0318427413268763268251829512932000000000
Their sum is = -0.000324316104085573530214515744699999998373
The constant M(8,5) is = -0.000324316104085573530214515744569000000000
The difference (constant-sum) is = -1.3099999837352916646 E-31
**************************
The constant M(8,7) has to be equal to the sum of: 
M(144,7) = 0.112837152122454862597295531225000000000
M(144,23) = 0.0168361292902358376275285133263000000000
M(144,31) = -0.00261437012232272310734857034959000000001
M(144,47) = -0.0110917665977645316972899792235000000000
M(144,55) = -0.0305640356542664942041528292266000000000
M(144,71) = -0.0202417188527914919161702278515000000000
M(144,79) = -0.0193803214359908968729928002168000000000
M(144,95) = -0.0332442772224994604825604317958000000000
M(144,103) = -0.0290712532054335628628048943254000000000
M(144,119) = -0.0351738453164867784672098937479000000000
M(144,127) = -0.0273096697414345896361128298168000000000
M(144,143) = -0.0350661048588953183076042880427000000000
Their sum is = -0.114084081595195147329422700045289999998
The constant M(8,7) is = -0.114084081595195147329422700046000000000
The difference (constant-sum) is = 7.100000014 E-31
**************************
The constant M(9,1) has to be equal to the sum of: 
M(144,1) = -0.0350027663782684407692506697122000000000
M(144,19) = 0.0243942751690426806045008944965000000000
M(144,37) = -0.0058501507083987221228701428648900000000
M(144,55) = -0.0305640356542664942041528292266000000000
M(144,73) = -0.0263359200069321118335539045306000000000
M(144,91) = -0.0356343611477243211726802538375000000000
M(144,109) = -0.0260556036748879063588251982144000000000
M(144,127) = -0.0273096697414345896361128298168000000000
Their sum is = -0.162358232142869905492944933706489999999
The constant M(9,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 5.100000010 E-31
**************************
The constant M(9,2) has to be equal to the sum of: 
M(144,11) = 0.0552002978452646598894155708237000000000
M(144,29) = 0.0051886260349487454443274047576900000000
M(144,47) = -0.0110917665977645316972899792235000000000
M(144,65) = -0.0351016417356105728784684986145000000000
M(144,83) = -0.0198182172662800413368881082091000000000
M(144,101) = -0.0252565468265070375513997665296000000000
M(144,119) = -0.0351738453164867784672098937479000000000
M(144,137) = -0.0265805933913912153241655590637000000000
And of the summand: 1/2
Their sum is = 0.407366312746173228078321170193090000000
The constant M(9,2) is = 0.407366312746173228078321170193000000000
The difference (constant-sum) is = 8.99999999 E-32
**************************
The constant M(9,4) has to be equal to the sum of: 
M(144,13) = 0.0462530690278260858311387251725000000000
M(144,31) = -0.00261437012232272310734857034959000000001
M(144,49) = -0.0317868747600316351495399535010000000000
M(144,67) = -0.0178029752351591203243256335445000000000
M(144,85) = -0.0303212433680649826168872099936000000000
M(144,103) = -0.0290712532054335628628048943254000000000
M(144,121) = -0.0382413336969191606099935581837000000000
M(144,139) = -0.0257524335542909677087689153608000000000
Their sum is = -0.129337414914396066548530010086089999999
The constant M(9,4) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = -8.99999992 E-32
**************************
The constant M(9,5) has to be equal to the sum of: 
M(144,5) = 0.169355951611066243081720173756999999999
M(144,23) = 0.0168361292902358376275285133263000000000
M(144,41) = -0.0117745091034512996863125611451000000000
M(144,59) = -0.0188544169921821733005110234118000000000
M(144,77) = -0.0338004468613669100578128328562000000000
M(144,95) = -0.0332442772224994604825604317958000000000
M(144,113) = -0.0238885118336585373313942620711000000000
M(144,131) = -0.0288032172194966459936733884694000000000
Their sum is = 0.0358267016686470538569841873339000000000
The constant M(9,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(9,7) has to be equal to the sum of: 
M(144,7) = 0.112837152122454862597295531225000000000
M(144,25) = -0.0327250380930721006457197526710000000001
M(144,43) = -0.0108965415070511228833141527420000000000
M(144,61) = -0.0203374356675748779006178758805000000000
M(144,79) = -0.0193803214359908968729928002168000000000
M(144,97) = -0.0257797254147060871036360199619000000000
M(144,115) = -0.0370701811293606074440066018678000000000
M(144,133) = -0.0318427413268763268251829512932000000000
Their sum is = -0.065194832452177157078174623408200000000
The constant M(9,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 4.000000000 E-31
**************************
The constant M(9,8) has to be equal to the sum of: 
M(144,17) = 0.0227996923459264787847294056814000000000
M(144,35) = -0.0322013194853441508057662386538000000000
M(144,53) = -0.0138554285515464517172937366565000000000
M(144,71) = -0.0202417188527914919161702278515000000000
M(144,89) = -0.0220005180539749425764252919683000000000
M(144,107) = -0.0237708921417383931185208024161000000000
M(144,125) = -0.0338023657927034327365111051429999999999
M(144,143) = -0.0350661048588953183076042880427000000000
Their sum is = -0.158138655391067702393562285050499999998
The constant M(9,8) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -4.999999986 E-31
**************************
The constant M(12,1) has to be equal to the sum of: 
M(144,1) = -0.0350027663782684407692506697122000000000
M(144,13) = 0.0462530690278260858311387251725000000000
M(144,25) = -0.0327250380930721006457197526710000000001
M(144,37) = -0.0058501507083987221228701428648900000000
M(144,49) = -0.0317868747600316351495399535010000000000
M(144,61) = -0.0203374356675748779006178758805000000000
M(144,73) = -0.0263359200069321118335539045306000000000
M(144,85) = -0.0303212433680649826168872099936000000000
M(144,97) = -0.0257797254147060871036360199619000000000
M(144,109) = -0.0260556036748879063588251982144000000000
M(144,121) = -0.0382413336969191606099935581837000000000
M(144,133) = -0.0318427413268763268251829512932000000000
Their sum is = -0.258025764067906266104938511634489999999
The constant M(12,1) is = -0.258025764067906266104938511634000000000
The difference (constant-sum) is = -4.899999992 E-31
**************************
The constant M(12,5) has to be equal to the sum of: 
M(144,5) = 0.169355951611066243081720173756999999999
M(144,17) = 0.0227996923459264787847294056814000000000
M(144,29) = 0.0051886260349487454443274047576900000000
M(144,41) = -0.0117745091034512996863125611451000000000
M(144,53) = -0.0138554285515464517172937366565000000000
M(144,65) = -0.0351016417356105728784684986145000000000
M(144,77) = -0.0338004468613669100578128328562000000000
M(144,89) = -0.0220005180539749425764252919683000000000
M(144,101) = -0.0252565468265070375513997665296000000000
M(144,113) = -0.0238885118336585373313942620711000000000
M(144,125) = -0.0338023657927034327365111051429999999999
M(144,137) = -0.0265805933913912153241655590637000000000
Their sum is = -0.0287162921582689325490066298519099999992
The constant M(12,5) is = -0.0287162921582689325490066298518000000000
The difference (constant-sum) is = -1.099999992 E-31
**************************
The constant M(12,7) has to be equal to the sum of: 
M(144,7) = 0.112837152122454862597295531225000000000
M(144,19) = 0.0243942751690426806045008944965000000000
M(144,31) = -0.00261437012232272310734857034959000000001
M(144,43) = -0.0108965415070511228833141527420000000000
M(144,55) = -0.0305640356542664942041528292266000000000
M(144,67) = -0.0178029752351591203243256335445000000000
M(144,79) = -0.0193803214359908968729928002168000000000
M(144,91) = -0.0356343611477243211726802538375000000000
M(144,103) = -0.0290712532054335628628048943254000000000
M(144,115) = -0.0370701811293606074440066018678000000000
M(144,127) = -0.0273096697414345896361128298168000000000
M(144,139) = -0.0257524335542909677087689153608000000000
Their sum is = -0.098864715441536863014711055566289999999
The constant M(12,7) is = -0.098864715441536863014711055566800000000
The difference (constant-sum) is = 5.100000010 E-31
**************************
The constant M(12,11) has to be equal to the sum of: 
M(144,11) = 0.0552002978452646598894155708237000000000
M(144,23) = 0.0168361292902358376275285133263000000000
M(144,35) = -0.0322013194853441508057662386538000000000
M(144,47) = -0.0110917665977645316972899792235000000000
M(144,59) = -0.0188544169921821733005110234118000000000
M(144,71) = -0.0202417188527914919161702278515000000000
M(144,83) = -0.0198182172662800413368881082091000000000
M(144,95) = -0.0332442772224994604825604317958000000000
M(144,107) = -0.0237708921417383931185208024161000000000
M(144,119) = -0.0351738453164867784672098937479000000000
M(144,131) = -0.0288032172194966459936733884694000000000
M(144,143) = -0.0350661048588953183076042880427000000000
Their sum is = -0.186229348817978487909250297671599999999
The constant M(12,11) is = -0.186229348817978487909250297672000000000
The difference (constant-sum) is = 4.000000007 E-31
**************************
The constant M(16,1) has to be equal to the sum of: 
M(144,1) = -0.0350027663782684407692506697122000000000
M(144,17) = 0.0227996923459264787847294056814000000000
M(144,49) = -0.0317868747600316351495399535010000000000
M(144,65) = -0.0351016417356105728784684986145000000000
M(144,97) = -0.0257797254147060871036360199619000000000
M(144,113) = -0.0238885118336585373313942620711000000000
Their sum is = -0.128759827776348794447559998179299999999
The constant M(16,1) is = -0.128759827776348794447559998179000000000
The difference (constant-sum) is = -2.999999990 E-31
**************************
The constant M(16,3) has to be equal to the sum of: 
M(144,19) = 0.0243942751690426806045008944965000000000
M(144,35) = -0.0322013194853441508057662386538000000000
M(144,67) = -0.0178029752351591203243256335445000000000
M(144,83) = -0.0198182172662800413368881082091000000000
M(144,115) = -0.0370701811293606074440066018678000000000
M(144,131) = -0.0288032172194966459936733884694000000000
And of the summand: 1/3
Their sum is = 0.222031698166735448033174257085233333335
The constant M(16,3) is = 0.222031698166735448033174257085000000000
The difference (constant-sum) is = 2.333333350 E-31
**************************
The constant M(16,5) has to be equal to the sum of: 
M(144,5) = 0.169355951611066243081720173756999999999
M(144,37) = -0.0058501507083987221228701428648900000000
M(144,53) = -0.0138554285515464517172937366565000000000
M(144,85) = -0.0303212433680649826168872099936000000000
M(144,101) = -0.0252565468265070375513997665296000000000
M(144,133) = -0.0318427413268763268251829512932000000000
Their sum is = 0.0622298408296727222480863664192100000010
The constant M(16,5) is = 0.0622298408296727222480863664193000000000
The difference (constant-sum) is = -8.99999990 E-32
**************************
The constant M(16,7) has to be equal to the sum of: 
M(144,7) = 0.112837152122454862597295531225000000000
M(144,23) = 0.0168361292902358376275285133263000000000
M(144,55) = -0.0305640356542664942041528292266000000000
M(144,71) = -0.0202417188527914919161702278515000000000
M(144,103) = -0.0290712532054335628628048943254000000000
M(144,119) = -0.0351738453164867784672098937479000000000
Their sum is = 0.0146224283837123727744861993999000000003
The constant M(16,7) is = 0.0146224283837123727744861993995000000000
The difference (constant-sum) is = 4.000000003592593284 E-31
**************************
The constant M(16,9) has to be equal to the sum of: 
M(144,25) = -0.0327250380930721006457197526710000000001
M(144,41) = -0.0117745091034512996863125611451000000000
M(144,73) = -0.0263359200069321118335539045306000000000
M(144,89) = -0.0220005180539749425764252919683000000000
M(144,121) = -0.0382413336969191606099935581837000000000
M(144,137) = -0.0265805933913912153241655590637000000000
Their sum is = -0.157657912345740830676170627562400000000
The constant M(16,9) is = -0.157657912345740830676170627562000000000
The difference (constant-sum) is = -4.000000000 E-31
**************************
The constant M(16,11) has to be equal to the sum of: 
M(144,11) = 0.0552002978452646598894155708237000000000
M(144,43) = -0.0108965415070511228833141527420000000000
M(144,59) = -0.0188544169921821733005110234118000000000
M(144,91) = -0.0356343611477243211726802538375000000000
M(144,107) = -0.0237708921417383931185208024161000000000
M(144,139) = -0.0257524335542909677087689153608000000000
Their sum is = -0.0597083474977223182943795769445000000000
The constant M(16,11) is = -0.0597083474977223182943795769445000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(16,13) has to be equal to the sum of: 
M(144,13) = 0.0462530690278260858311387251725000000000
M(144,29) = 0.0051886260349487454443274047576900000000
M(144,61) = -0.0203374356675748779006178758805000000000
M(144,77) = -0.0338004468613669100578128328562000000000
M(144,109) = -0.0260556036748879063588251982144000000000
M(144,125) = -0.0338023657927034327365111051429999999999
Their sum is = -0.062554156933758295778300882163909999999
The constant M(16,13) is = -0.062554156933758295778300882163900000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(16,15) has to be equal to the sum of: 
M(144,31) = -0.00261437012232272310734857034959000000001
M(144,47) = -0.0110917665977645316972899792235000000000
M(144,79) = -0.0193803214359908968729928002168000000000
M(144,95) = -0.0332442772224994604825604317958000000000
M(144,127) = -0.0273096697414345896361128298168000000000
M(144,143) = -0.0350661048588953183076042880427000000000
Their sum is = -0.128706509978907520103908899445189999999
The constant M(16,15) is = -0.128706509978907520103908899445000000000
The difference (constant-sum) is = -1.899999993 E-31
**************************
The constant M(18,1) has to be equal to the sum of: 
M(144,1) = -0.0350027663782684407692506697122000000000
M(144,19) = 0.0243942751690426806045008944965000000000
M(144,37) = -0.0058501507083987221228701428648900000000
M(144,55) = -0.0305640356542664942041528292266000000000
M(144,73) = -0.0263359200069321118335539045306000000000
M(144,91) = -0.0356343611477243211726802538375000000000
M(144,109) = -0.0260556036748879063588251982144000000000
M(144,127) = -0.0273096697414345896361128298168000000000
Their sum is = -0.162358232142869905492944933706489999999
The constant M(18,1) is = -0.162358232142869905492944933707000000000
The difference (constant-sum) is = 5.100000010 E-31
**************************
The constant M(18,5) has to be equal to the sum of: 
M(144,5) = 0.169355951611066243081720173756999999999
M(144,23) = 0.0168361292902358376275285133263000000000
M(144,41) = -0.0117745091034512996863125611451000000000
M(144,59) = -0.0188544169921821733005110234118000000000
M(144,77) = -0.0338004468613669100578128328562000000000
M(144,95) = -0.0332442772224994604825604317958000000000
M(144,113) = -0.0238885118336585373313942620711000000000
M(144,131) = -0.0288032172194966459936733884694000000000
Their sum is = 0.0358267016686470538569841873339000000000
The constant M(18,5) is = 0.0358267016686470538569841873340000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(18,7) has to be equal to the sum of: 
M(144,7) = 0.112837152122454862597295531225000000000
M(144,25) = -0.0327250380930721006457197526710000000001
M(144,43) = -0.0108965415070511228833141527420000000000
M(144,61) = -0.0203374356675748779006178758805000000000
M(144,79) = -0.0193803214359908968729928002168000000000
M(144,97) = -0.0257797254147060871036360199619000000000
M(144,115) = -0.0370701811293606074440066018678000000000
M(144,133) = -0.0318427413268763268251829512932000000000
Their sum is = -0.065194832452177157078174623408200000000
The constant M(18,7) is = -0.065194832452177157078174623408600000000
The difference (constant-sum) is = 4.000000000 E-31
**************************
The constant M(18,11) has to be equal to the sum of: 
M(144,11) = 0.0552002978452646598894155708237000000000
M(144,29) = 0.0051886260349487454443274047576900000000
M(144,47) = -0.0110917665977645316972899792235000000000
M(144,65) = -0.0351016417356105728784684986145000000000
M(144,83) = -0.0198182172662800413368881082091000000000
M(144,101) = -0.0252565468265070375513997665296000000000
M(144,119) = -0.0351738453164867784672098937479000000000
M(144,137) = -0.0265805933913912153241655590637000000000
Their sum is = -0.092633687253826771921678829806910000000
The constant M(18,11) is = -0.092633687253826771921678829807000000000
The difference (constant-sum) is = 8.99999999 E-32
**************************
The constant M(18,13) has to be equal to the sum of: 
M(144,13) = 0.0462530690278260858311387251725000000000
M(144,31) = -0.00261437012232272310734857034959000000001
M(144,49) = -0.0317868747600316351495399535010000000000
M(144,67) = -0.0178029752351591203243256335445000000000
M(144,85) = -0.0303212433680649826168872099936000000000
M(144,103) = -0.0290712532054335628628048943254000000000
M(144,121) = -0.0382413336969191606099935581837000000000
M(144,139) = -0.0257524335542909677087689153608000000000
Their sum is = -0.129337414914396066548530010086089999999
The constant M(18,13) is = -0.129337414914396066548530010086000000000
The difference (constant-sum) is = -8.99999992 E-32
**************************
The constant M(18,17) has to be equal to the sum of: 
M(144,17) = 0.0227996923459264787847294056814000000000
M(144,35) = -0.0322013194853441508057662386538000000000
M(144,53) = -0.0138554285515464517172937366565000000000
M(144,71) = -0.0202417188527914919161702278515000000000
M(144,89) = -0.0220005180539749425764252919683000000000
M(144,107) = -0.0237708921417383931185208024161000000000
M(144,125) = -0.0338023657927034327365111051429999999999
M(144,143) = -0.0350661048588953183076042880427000000000
Their sum is = -0.158138655391067702393562285050499999998
The constant M(18,17) is = -0.158138655391067702393562285050000000000
The difference (constant-sum) is = -4.999999986 E-31
**************************
The constant M(24,1) has to be equal to the sum of: 
M(144,1) = -0.0350027663782684407692506697122000000000
M(144,25) = -0.0327250380930721006457197526710000000001
M(144,49) = -0.0317868747600316351495399535010000000000
M(144,73) = -0.0263359200069321118335539045306000000000
M(144,97) = -0.0257797254147060871036360199619000000000
M(144,121) = -0.0382413336969191606099935581837000000000
Their sum is = -0.189871658349929536111693858560399999999
The constant M(24,1) is = -0.189871658349929536111693858560000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(24,5) has to be equal to the sum of: 
M(144,5) = 0.169355951611066243081720173756999999999
M(144,29) = 0.0051886260349487454443274047576900000000
M(144,53) = -0.0138554285515464517172937366565000000000
M(144,77) = -0.0338004468613669100578128328562000000000
M(144,101) = -0.0252565468265070375513997665296000000000
M(144,125) = -0.0338023657927034327365111051429999999999
Their sum is = 0.067829789613891156463030137329390000000
The constant M(24,5) is = 0.067829789613891156463030137329500000000
The difference (constant-sum) is = -1.099999993 E-31
**************************
The constant M(24,7) has to be equal to the sum of: 
M(144,7) = 0.112837152122454862597295531225000000000
M(144,31) = -0.00261437012232272310734857034959000000001
M(144,55) = -0.0305640356542664942041528292266000000000
M(144,79) = -0.0193803214359908968729928002168000000000
M(144,103) = -0.0290712532054335628628048943254000000000
M(144,127) = -0.0273096697414345896361128298168000000000
Their sum is = 0.00389750196300659591388360728981000000050
The constant M(24,7) is = 0.00389750196300659591388360728943000000000
The difference (constant-sum) is = 3.800000004928249306 E-31
**************************
The constant M(24,11) has to be equal to the sum of: 
M(144,11) = 0.0552002978452646598894155708237000000000
M(144,35) = -0.0322013194853441508057662386538000000000
M(144,59) = -0.0188544169921821733005110234118000000000
M(144,83) = -0.0198182172662800413368881082091000000000
M(144,107) = -0.0237708921417383931185208024161000000000
M(144,131) = -0.0288032172194966459936733884694000000000
Their sum is = -0.068247765259776744665943990336499999999
The constant M(24,11) is = -0.068247765259776744665943990336500000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(24,13) has to be equal to the sum of: 
M(144,13) = 0.0462530690278260858311387251725000000000
M(144,37) = -0.0058501507083987221228701428648900000000
M(144,61) = -0.0203374356675748779006178758805000000000
M(144,85) = -0.0303212433680649826168872099936000000000
M(144,109) = -0.0260556036748879063588251982144000000000
M(144,133) = -0.0318427413268763268251829512932000000000
Their sum is = -0.068154105717976729993244653074089999999
The constant M(24,13) is = -0.068154105717976729993244653074100000000
The difference (constant-sum) is = 1.000000023 E-32
**************************
The constant M(24,17) has to be equal to the sum of: 
M(144,17) = 0.0227996923459264787847294056814000000000
M(144,41) = -0.0117745091034512996863125611451000000000
M(144,65) = -0.0351016417356105728784684986145000000000
M(144,89) = -0.0220005180539749425764252919683000000000
M(144,113) = -0.0238885118336585373313942620711000000000
M(144,137) = -0.0265805933913912153241655590637000000000
Their sum is = -0.096546081772160089012036767181300000000
The constant M(24,17) is = -0.096546081772160089012036767181200000000
The difference (constant-sum) is = -1.000000001 E-31
**************************
The constant M(24,19) has to be equal to the sum of: 
M(144,19) = 0.0243942751690426806045008944965000000000
M(144,43) = -0.0108965415070511228833141527420000000000
M(144,67) = -0.0178029752351591203243256335445000000000
M(144,91) = -0.0356343611477243211726802538375000000000
M(144,115) = -0.0370701811293606074440066018678000000000
M(144,139) = -0.0257524335542909677087689153608000000000
Their sum is = -0.102762217404543458928594662856099999999
The constant M(24,19) is = -0.102762217404543458928594662856000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(24,23) has to be equal to the sum of: 
M(144,23) = 0.0168361292902358376275285133263000000000
M(144,47) = -0.0110917665977645316972899792235000000000
M(144,71) = -0.0202417188527914919161702278515000000000
M(144,95) = -0.0332442772224994604825604317958000000000
M(144,119) = -0.0351738453164867784672098937479000000000
M(144,143) = -0.0350661048588953183076042880427000000000
Their sum is = -0.117981583558201743243306307335099999999
The constant M(24,23) is = -0.117981583558201743243306307335000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(36,1) has to be equal to the sum of: 
M(144,1) = -0.0350027663782684407692506697122000000000
M(144,37) = -0.0058501507083987221228701428648900000000
M(144,73) = -0.0263359200069321118335539045306000000000
M(144,109) = -0.0260556036748879063588251982144000000000
Their sum is = -0.093244440768487181084499915322089999999
The constant M(36,1) is = -0.093244440768487181084499915322100000000
The difference (constant-sum) is = 1.000000060 E-32
**************************
The constant M(36,5) has to be equal to the sum of: 
M(144,5) = 0.169355951611066243081720173756999999999
M(144,41) = -0.0117745091034512996863125611451000000000
M(144,77) = -0.0338004468613669100578128328562000000000
M(144,113) = -0.0238885118336585373313942620711000000000
Their sum is = 0.099892483812589496006200517684600000000
The constant M(36,5) is = 0.099892483812589496006200517684700000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(36,7) has to be equal to the sum of: 
M(144,7) = 0.112837152122454862597295531225000000000
M(144,43) = -0.0108965415070511228833141527420000000000
M(144,79) = -0.0193803214359908968729928002168000000000
M(144,115) = -0.0370701811293606074440066018678000000000
Their sum is = 0.0454901080500522353969819763984000000002
The constant M(36,7) is = 0.0454901080500522353969819763980000000000
The difference (constant-sum) is = 4.000000002 E-31
**************************
The constant M(36,11) has to be equal to the sum of: 
M(144,11) = 0.0552002978452646598894155708237000000000
M(144,47) = -0.0110917665977645316972899792235000000000
M(144,83) = -0.0198182172662800413368881082091000000000
M(144,119) = -0.0351738453164867784672098937479000000000
Their sum is = -0.0108835313352666916119724103567999999999
The constant M(36,11) is = -0.0108835313352666916119724103569000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(36,13) has to be equal to the sum of: 
M(144,13) = 0.0462530690278260858311387251725000000000
M(144,49) = -0.0317868747600316351495399535010000000000
M(144,85) = -0.0303212433680649826168872099936000000000
M(144,121) = -0.0382413336969191606099935581837000000000
Their sum is = -0.0540963827971896925452819965058000000000
The constant M(36,13) is = -0.0540963827971896925452819965057000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(36,17) has to be equal to the sum of: 
M(144,17) = 0.0227996923459264787847294056814000000000
M(144,53) = -0.0138554285515464517172937366565000000000
M(144,89) = -0.0220005180539749425764252919683000000000
M(144,125) = -0.0338023657927034327365111051429999999999
Their sum is = -0.0468586200522983482455007280863999999998
The constant M(36,17) is = -0.0468586200522983482455007280863000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(36,19) has to be equal to the sum of: 
M(144,19) = 0.0243942751690426806045008944965000000000
M(144,55) = -0.0305640356542664942041528292266000000000
M(144,91) = -0.0356343611477243211726802538375000000000
M(144,127) = -0.0273096697414345896361128298168000000000
Their sum is = -0.069113791374382724408445018384399999999
The constant M(36,19) is = -0.069113791374382724408445018384400000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(36,23) has to be equal to the sum of: 
M(144,23) = 0.0168361292902358376275285133263000000000
M(144,59) = -0.0188544169921821733005110234118000000000
M(144,95) = -0.0332442772224994604825604317958000000000
M(144,131) = -0.0288032172194966459936733884694000000000
Their sum is = -0.064065782143942442149216330350699999999
The constant M(36,23) is = -0.064065782143942442149216330350700000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(36,25) has to be equal to the sum of: 
M(144,25) = -0.0327250380930721006457197526710000000001
M(144,61) = -0.0203374356675748779006178758805000000000
M(144,97) = -0.0257797254147060871036360199619000000000
M(144,133) = -0.0318427413268763268251829512932000000000
Their sum is = -0.110684940502229392475156599806600000000
The constant M(36,25) is = -0.110684940502229392475156599807000000000
The difference (constant-sum) is = 4.000000004 E-31
**************************
The constant M(36,29) has to be equal to the sum of: 
M(144,29) = 0.0051886260349487454443274047576900000000
M(144,65) = -0.0351016417356105728784684986145000000000
M(144,101) = -0.0252565468265070375513997665296000000000
M(144,137) = -0.0265805933913912153241655590637000000000
Their sum is = -0.081750155918560080309706419450110000000
The constant M(36,29) is = -0.081750155918560080309706419450100000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(36,31) has to be equal to the sum of: 
M(144,31) = -0.00261437012232272310734857034959000000001
M(144,67) = -0.0178029752351591203243256335445000000000
M(144,103) = -0.0290712532054335628628048943254000000000
M(144,139) = -0.0257524335542909677087689153608000000000
Their sum is = -0.075241032117206374003248013580289999999
The constant M(36,31) is = -0.075241032117206374003248013580300000000
The difference (constant-sum) is = 1.000000023 E-32
**************************
The constant M(36,35) has to be equal to the sum of: 
M(144,35) = -0.0322013194853441508057662386538000000000
M(144,71) = -0.0202417188527914919161702278515000000000
M(144,107) = -0.0237708921417383931185208024161000000000
M(144,143) = -0.0350661048588953183076042880427000000000
Their sum is = -0.111280035338769354148061556964099999999
The constant M(36,35) is = -0.111280035338769354148061556964000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(48,1) has to be equal to the sum of: 
M(144,1) = -0.0350027663782684407692506697122000000000
M(144,49) = -0.0317868747600316351495399535010000000000
M(144,97) = -0.0257797254147060871036360199619000000000
Their sum is = -0.092569366553006163022426643175100000000
The constant M(48,1) is = -0.092569366553006163022426643175100000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(48,5) has to be equal to the sum of: 
M(144,5) = 0.169355951611066243081720173756999999999
M(144,53) = -0.0138554285515464517172937366565000000000
M(144,101) = -0.0252565468265070375513997665296000000000
Their sum is = 0.130243976233012753813026670570900000000
The constant M(48,5) is = 0.130243976233012753813026670571000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(48,7) has to be equal to the sum of: 
M(144,7) = 0.112837152122454862597295531225000000000
M(144,55) = -0.0305640356542664942041528292266000000000
M(144,103) = -0.0290712532054335628628048943254000000000
Their sum is = 0.0532018632627548055303378076730000000004
The constant M(48,7) is = 0.0532018632627548055303378076726000000000
The difference (constant-sum) is = 4.000000005 E-31
**************************
The constant M(48,11) has to be equal to the sum of: 
M(144,11) = 0.0552002978452646598894155708237000000000
M(144,59) = -0.0188544169921821733005110234118000000000
M(144,107) = -0.0237708921417383931185208024161000000000
Their sum is = 0.0125749887113440934703837449958000000000
The constant M(48,11) is = 0.0125749887113440934703837449959000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(48,13) has to be equal to the sum of: 
M(144,13) = 0.0462530690278260858311387251725000000000
M(144,61) = -0.0203374356675748779006178758805000000000
M(144,109) = -0.0260556036748879063588251982144000000000
Their sum is = -0.000139970314636698428304348922399999999856
The constant M(48,13) is = -0.000139970314636698428304348922410999999999
The difference (constant-sum) is = 1.1000000143500278442 E-32
**************************
The constant M(48,17) has to be equal to the sum of: 
M(144,17) = 0.0227996923459264787847294056814000000000
M(144,65) = -0.0351016417356105728784684986145000000000
M(144,113) = -0.0238885118336585373313942620711000000000
Their sum is = -0.0361904612233426314251333550042000000000
The constant M(48,17) is = -0.0361904612233426314251333550041000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(48,19) has to be equal to the sum of: 
M(144,19) = 0.0243942751690426806045008944965000000000
M(144,67) = -0.0178029752351591203243256335445000000000
M(144,115) = -0.0370701811293606074440066018678000000000
Their sum is = -0.0304788811954770471638313409158000000001
The constant M(48,19) is = -0.0304788811954770471638313409158000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(48,23) has to be equal to the sum of: 
M(144,23) = 0.0168361292902358376275285133263000000000
M(144,71) = -0.0202417188527914919161702278515000000000
M(144,119) = -0.0351738453164867784672098937479000000000
Their sum is = -0.0385794348790424327558516082730999999998
The constant M(48,23) is = -0.0385794348790424327558516082731000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(48,25) has to be equal to the sum of: 
M(144,25) = -0.0327250380930721006457197526710000000001
M(144,73) = -0.0263359200069321118335539045306000000000
M(144,121) = -0.0382413336969191606099935581837000000000
Their sum is = -0.097302291796923373089267215385300000000
The constant M(48,25) is = -0.097302291796923373089267215385300000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(48,29) has to be equal to the sum of: 
M(144,29) = 0.0051886260349487454443274047576900000000
M(144,77) = -0.0338004468613669100578128328562000000000
M(144,125) = -0.0338023657927034327365111051429999999999
Their sum is = -0.0624141866191215973499965332415100000002
The constant M(48,29) is = -0.0624141866191215973499965332415000000000
The difference (constant-sum) is = -1.000000005 E-32
**************************
The constant M(48,31) has to be equal to the sum of: 
M(144,31) = -0.00261437012232272310734857034959000000001
M(144,79) = -0.0193803214359908968729928002168000000000
M(144,127) = -0.0273096697414345896361128298168000000000
Their sum is = -0.0493043612997482096164542003831899999998
The constant M(48,31) is = -0.0493043612997482096164542003832000000000
The difference (constant-sum) is = 1.000000023 E-32
**************************
The constant M(48,35) has to be equal to the sum of: 
M(144,35) = -0.0322013194853441508057662386538000000000
M(144,83) = -0.0198182172662800413368881082091000000000
M(144,131) = -0.0288032172194966459936733884694000000000
Their sum is = -0.080822753971120838136327735332299999999
The constant M(48,35) is = -0.080822753971120838136327735332399999999
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(48,37) has to be equal to the sum of: 
M(144,37) = -0.0058501507083987221228701428648900000000
M(144,85) = -0.0303212433680649826168872099936000000000
M(144,133) = -0.0318427413268763268251829512932000000000
Their sum is = -0.068014135403340031564940304151689999999
The constant M(48,37) is = -0.068014135403340031564940304151600000000
The difference (constant-sum) is = -8.99999995 E-32
**************************
The constant M(48,41) has to be equal to the sum of: 
M(144,41) = -0.0117745091034512996863125611451000000000
M(144,89) = -0.0220005180539749425764252919683000000000
M(144,137) = -0.0265805933913912153241655590637000000000
Their sum is = -0.0603556205488174575869034121771000000000
The constant M(48,41) is = -0.0603556205488174575869034121771000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(48,43) has to be equal to the sum of: 
M(144,43) = -0.0108965415070511228833141527420000000000
M(144,91) = -0.0356343611477243211726802538375000000000
M(144,139) = -0.0257524335542909677087689153608000000000
Their sum is = -0.072283336209066411764763321940300000000
The constant M(48,43) is = -0.072283336209066411764763321940399999999
The difference (constant-sum) is = 9.99999998 E-32
**************************
The constant M(48,47) has to be equal to the sum of: 
M(144,47) = -0.0110917665977645316972899792235000000000
M(144,95) = -0.0332442772224994604825604317958000000000
M(144,143) = -0.0350661048588953183076042880427000000000
Their sum is = -0.079402148679159310487454699062000000000
The constant M(48,47) is = -0.079402148679159310487454699062000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(72,1) has to be equal to the sum of: 
M(144,1) = -0.0350027663782684407692506697122000000000
M(144,73) = -0.0263359200069321118335539045306000000000
Their sum is = -0.0613386863852005526028045742428000000000
The constant M(72,1) is = -0.0613386863852005526028045742428000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(72,5) has to be equal to the sum of: 
M(144,5) = 0.169355951611066243081720173756999999999
M(144,77) = -0.0338004468613669100578128328562000000000
Their sum is = 0.135555504749699333023907340900800000000
The constant M(72,5) is = 0.135555504749699333023907340901000000000
The difference (constant-sum) is = -2.000000003 E-31
**************************
The constant M(72,7) has to be equal to the sum of: 
M(144,7) = 0.112837152122454862597295531225000000000
M(144,79) = -0.0193803214359908968729928002168000000000
Their sum is = 0.093456830686463965724302731008200000000
The constant M(72,7) is = 0.093456830686463965724302731007800000000
The difference (constant-sum) is = 4.000000000 E-31
**************************
The constant M(72,11) has to be equal to the sum of: 
M(144,11) = 0.0552002978452646598894155708237000000000
M(144,83) = -0.0198182172662800413368881082091000000000
Their sum is = 0.0353820805789846185525274626146000000000
The constant M(72,11) is = 0.0353820805789846185525274626145000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(72,13) has to be equal to the sum of: 
M(144,13) = 0.0462530690278260858311387251725000000000
M(144,85) = -0.0303212433680649826168872099936000000000
Their sum is = 0.0159318256597611032142515151789000000000
The constant M(72,13) is = 0.0159318256597611032142515151790000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(72,17) has to be equal to the sum of: 
M(144,17) = 0.0227996923459264787847294056814000000000
M(144,89) = -0.0220005180539749425764252919683000000000
Their sum is = 0.00079917429195153620830411371310000000002
The constant M(72,17) is = 0.00079917429195153620830411371310199999999
The difference (constant-sum) is = -1.999999973 E-33
**************************
The constant M(72,19) has to be equal to the sum of: 
M(144,19) = 0.0243942751690426806045008944965000000000
M(144,91) = -0.0356343611477243211726802538375000000000
Their sum is = -0.0112400859786816405681793593410000000001
The constant M(72,19) is = -0.0112400859786816405681793593410000000000
The difference (constant-sum) is = -9.18354961 E-41
**************************
The constant M(72,23) has to be equal to the sum of: 
M(144,23) = 0.0168361292902358376275285133263000000000
M(144,95) = -0.0332442772224994604825604317958000000000
Their sum is = -0.0164081479322636228550319184695000000000
The constant M(72,23) is = -0.0164081479322636228550319184696000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(72,25) has to be equal to the sum of: 
M(144,25) = -0.0327250380930721006457197526710000000001
M(144,97) = -0.0257797254147060871036360199619000000000
Their sum is = -0.0585047635077781877493557726329000000000
The constant M(72,25) is = -0.0585047635077781877493557726329000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(72,29) has to be equal to the sum of: 
M(144,29) = 0.0051886260349487454443274047576900000000
M(144,101) = -0.0252565468265070375513997665296000000000
Their sum is = -0.0200679207915582921070723617719100000000
The constant M(72,29) is = -0.0200679207915582921070723617719000000000
The difference (constant-sum) is = -1.000000005 E-32
**************************
The constant M(72,31) has to be equal to the sum of: 
M(144,31) = -0.00261437012232272310734857034959000000001
M(144,103) = -0.0290712532054335628628048943254000000000
Their sum is = -0.0316856233277562859701534646749899999999
The constant M(72,31) is = -0.0316856233277562859701534646748999999999
The difference (constant-sum) is = -8.99999999 E-32
**************************
The constant M(72,35) has to be equal to the sum of: 
M(144,35) = -0.0322013194853441508057662386538000000000
M(144,107) = -0.0237708921417383931185208024161000000000
Their sum is = -0.0559722116270825439242870410699000000000
The constant M(72,35) is = -0.0559722116270825439242870410699000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(72,37) has to be equal to the sum of: 
M(144,37) = -0.0058501507083987221228701428648900000000
M(144,109) = -0.0260556036748879063588251982144000000000
Their sum is = -0.0319057543832866284816953410792899999998
The constant M(72,37) is = -0.0319057543832866284816953410793000000001
The difference (constant-sum) is = 1.000000023 E-32
**************************
The constant M(72,41) has to be equal to the sum of: 
M(144,41) = -0.0117745091034512996863125611451000000000
M(144,113) = -0.0238885118336585373313942620711000000000
Their sum is = -0.0356630209371098370177068232162000000000
The constant M(72,41) is = -0.0356630209371098370177068232162000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(72,43) has to be equal to the sum of: 
M(144,43) = -0.0108965415070511228833141527420000000000
M(144,115) = -0.0370701811293606074440066018678000000000
Their sum is = -0.0479667226364117303273207546098000000000
The constant M(72,43) is = -0.0479667226364117303273207546098000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(72,47) has to be equal to the sum of: 
M(144,47) = -0.0110917665977645316972899792235000000000
M(144,119) = -0.0351738453164867784672098937479000000000
Their sum is = -0.0462656119142513101644998729714000000000
The constant M(72,47) is = -0.0462656119142513101644998729714000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(72,49) has to be equal to the sum of: 
M(144,49) = -0.0317868747600316351495399535010000000000
M(144,121) = -0.0382413336969191606099935581837000000000
Their sum is = -0.070028208456950795759533511684699999999
The constant M(72,49) is = -0.070028208456950795759533511684699999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(72,53) has to be equal to the sum of: 
M(144,53) = -0.0138554285515464517172937366565000000000
M(144,125) = -0.0338023657927034327365111051429999999999
Their sum is = -0.0476577943442498844538048417994999999998
The constant M(72,53) is = -0.0476577943442498844538048417994000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(72,55) has to be equal to the sum of: 
M(144,55) = -0.0305640356542664942041528292266000000000
M(144,127) = -0.0273096697414345896361128298168000000000
Their sum is = -0.0578737053957010838402656590434000000000
The constant M(72,55) is = -0.0578737053957010838402656590434000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(72,59) has to be equal to the sum of: 
M(144,59) = -0.0188544169921821733005110234118000000000
M(144,131) = -0.0288032172194966459936733884694000000000
Their sum is = -0.0476576342116788192941844118811999999998
The constant M(72,59) is = -0.0476576342116788192941844118811000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(72,61) has to be equal to the sum of: 
M(144,61) = -0.0203374356675748779006178758805000000000
M(144,133) = -0.0318427413268763268251829512932000000000
Their sum is = -0.0521801769944512047258008271737000000000
The constant M(72,61) is = -0.0521801769944512047258008271737000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(72,65) has to be equal to the sum of: 
M(144,65) = -0.0351016417356105728784684986145000000000
M(144,137) = -0.0265805933913912153241655590637000000000
Their sum is = -0.0616822351270017882026340576782000000002
The constant M(72,65) is = -0.0616822351270017882026340576782000000000
The difference (constant-sum) is = -1.836709923 E-40
**************************
The constant M(72,67) has to be equal to the sum of: 
M(144,67) = -0.0178029752351591203243256335445000000000
M(144,139) = -0.0257524335542909677087689153608000000000
Their sum is = -0.0435554087894500880330945489053000000000
The constant M(72,67) is = -0.0435554087894500880330945489054000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(72,71) has to be equal to the sum of: 
M(144,71) = -0.0202417188527914919161702278515000000000
M(144,143) = -0.0350661048588953183076042880427000000000
Their sum is = -0.0553078237116868102237745158942000000000
The constant M(72,71) is = -0.0553078237116868102237745158942000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(5,1) has to be equal to the sum of: 
M(145,1) = -0.0173712659966259402354924803606000000000
M(145,6) = -0.0104957357939493344308490871055000000000
M(145,11) = 0.074738077474353132237919380331100000000
M(145,16) = -0.0161374138930622621488809225071000000000
M(145,21) = -0.0120502465443509214790661795540000000000
M(145,26) = -0.0145367576719089815809159622987000000000
M(145,31) = 0.0150585390713866702467764829502000000000
M(145,36) = -0.0106397052853819920865506956789000000000
M(145,41) = 0.0108894889417117441381563234736000000000
M(145,46) = -0.0112932160334777252387108013381000000000
M(145,51) = -0.0159894623516468738431214007473000000000
M(145,56) = -0.0153692285523410648386980099845000000000
M(145,61) = 0.00166385247841236133744582490436000000000
M(145,66) = -0.0127577847657099209056950375435000000000
M(145,71) = -0.00201574836457918910339946456750000000000
M(145,76) = -0.0166785898320702297545563138342000000000
M(145,81) = -0.0155541299544006987936152950890000000000
M(145,86) = -0.0153007619537299186227835134376000000000
M(145,91) = -0.0178371529010282204374581286584000000000
M(145,96) = -0.0128296674103294470970949143211000000000
M(145,101) = -0.0064550903691408736645734980997800000000
M(145,106) = -0.0122673079101613260291929542987000000000
M(145,111) = -0.0136882965521691672576993293975000000000
M(145,121) = -0.0146326488796966234414890533165000000000
M(145,126) = -0.0136266761932531737488281081078000000000
M(145,131) = -0.0067227913072054942096655402556900000000
M(145,136) = -0.0118163604311847420286357366568000000000
M(145,141) = -0.0151183690057187701226935281984000000000
Their sum is = -0.208834449987258983139367943697909999996
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 9.00000043 E-32
**************************
The constant M(5,2) has to be equal to the sum of: 
M(145,2) = 0.484425408603297841527506852948000000000
M(145,7) = 0.128147582103160820338116485838999999999
M(145,12) = -0.0103417652740802332879023335109000000000
M(145,17) = 0.0450096769967223579713360871319000000000
M(145,22) = -0.0084487014870372961157889461707199999999
M(145,27) = -0.0121982329751001420456911225314000000000
M(145,32) = -0.0144236252165178068279455994474000000000
M(145,37) = 0.0128681223287552359608017845960000000000
M(145,42) = -0.0176296138495768129690606899097000000000
M(145,47) = 0.0066634091700906603961363390197500000000
M(145,52) = -0.0115051617676708758921523596811000000000
M(145,57) = -0.0140482831424715339548732512693000000000
M(145,62) = -0.0160583219653549244757608321313000000000
M(145,67) = -0.00074497038545386406318106127269400000000
M(145,72) = -0.0152956734839217089311767813439000000000
M(145,77) = -0.0137164792410843020486628352452000000000
M(145,82) = -0.0131638060533273129505809535390000000000
M(145,92) = -0.0172111100924823222188522682046000000000
M(145,97) = -0.0049668347067123545492523118762100000000
M(145,102) = -0.0151250658267275221704609738614000000000
M(145,107) = -0.0048784799620340354468837481841400000000
M(145,112) = -0.0124795875874710851045591349930000000000
M(145,117) = -0.0170712312433924156269875076172000000000
M(145,122) = -0.0152341394666309003797104636320000000000
M(145,127) = -0.0088891592754313242885776299232900000000
M(145,132) = -0.0130366686327768348229180759854000000000
M(145,137) = -0.0098280925713509037987177067146900000000
M(145,142) = -0.0147227186434451860621581341982000000000
Their sum is = 0.396096476351975218162042828291906000024
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = -9.39999765 E-32
**************************
The constant M(5,3) has to be equal to the sum of: 
M(145,3) = 0.319648132756685821896619882309999999999
M(145,8) = -0.0142301268771290190938816953371000000000
M(145,13) = 0.062633706786015829231511920583900000000
M(145,18) = -0.0094843166828726644641703052145500000000
M(145,23) = 0.0293383585345537563863527573952000000000
M(145,28) = -0.0093674023981346750413988582516900000000
M(145,33) = -0.0147066434814330802100378071522000000000
M(145,38) = -0.0171775919285408665953540673330000000000
M(145,43) = 0.0057232659678747083390429673256300000000
M(145,48) = -0.0104941979073578060502940855719000000000
M(145,53) = 0.00232078510485572348940742045781000000000
M(145,63) = -0.0122817111471221620758535813181000000000
M(145,68) = -0.0155059255392203406769048745372000000000
M(145,73) = -0.00217868461316069587154845369928000000000
M(145,78) = -0.0123837762514394151156448662928000000000
M(145,83) = -0.00155863012552747927301407728200000000000
M(145,88) = -0.0105182379398971399165410610000000000000
M(145,93) = -0.0136498551130317223833376363801000000000
M(145,98) = -0.0166995863091493261141869038232999999999
M(145,103) = -0.0063545450702033771119346833700900000000
M(145,108) = -0.0170820330986623905544140217938000000000
M(145,113) = -0.0079829118810465997590506114407399999999
M(145,118) = -0.0132088472213460652240017808857000000000
M(145,123) = -0.0175663495630446174080034875307000000000
M(145,128) = -0.0142256050155262046823709968682000000000
M(145,133) = -0.0173458562351344885911781791037000000000
M(145,138) = -0.0128704193013473922890102286626000000000
M(145,143) = -0.0141405914078815509942990565035000000000
Their sum is = 0.138650404041776759846503628720290000008
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 2.900000076 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(145,4) = -0.0072760823829538357865669288768500000000
M(145,9) = -0.0171271241237333187045184122842000000000
M(145,14) = -0.0136127537792424461546986768531000000000
M(145,19) = 0.0370395113048304575791645372701000000000
M(145,24) = -0.0173244154225453210239134902132000000000
M(145,34) = -0.0116261414212155684496486153287000000000
M(145,39) = -0.0152738945646930196398218057197000000000
M(145,44) = -0.0157465717371193147876443677338000000000
M(145,49) = -0.0162072184493986747039321263505000000000
M(145,54) = -0.0122826960106077759185276025535000000000
M(145,59) = 0.00322508526295755515821280538248000000000
M(145,64) = -0.0156359776970245146651026610988999999999
M(145,69) = -0.0136931631327064728624317561249000000000
M(145,74) = -0.0155319492304237745592713549790000000000
M(145,79) = -0.00352745204318162450068125350154000000000
M(145,84) = -0.0128291696662718369814332574639000000000
M(145,89) = -0.00374226972379057084916765236877000000000
M(145,94) = -0.0121253930463332739905038444186000000000
M(145,99) = -0.0144518746477209394785845505117000000000
M(145,104) = -0.0160771280728848611779064974863000000000
M(145,109) = -0.0083783001810348872160859898496000000000
M(145,114) = -0.0149233620333148126033127725090000000000
M(145,119) = -0.0147199477645431604304742636419000000000
M(145,124) = -0.0137933743004055186077476803204000000000
M(145,129) = -0.0137236717856108934989350318866000000000
M(145,134) = -0.0136780373519822196863094304392000000000
M(145,139) = -0.0082106331065057572859131111049500000000
M(145,144) = -0.0176439710720834854604096768431000000000
And of the summand: 1/29
Their sum is = -0.264415217558850211113751674705881724134
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 1.182758671 E-31
**************************
The constant M(29,1) has to be equal to the sum of: 
M(145,1) = -0.0173712659966259402354924803606000000000
M(145,59) = 0.00322508526295755515821280538248000000000
M(145,88) = -0.0105182379398971399165410610000000000000
M(145,117) = -0.0170712312433924156269875076172000000000
Their sum is = -0.0417356499169579406208082435953199999998
The constant M(29,1) is = -0.0417356499169579406208082435954000000000
The difference (constant-sum) is = 8.00000002 E-32
**************************
The constant M(29,2) has to be equal to the sum of: 
M(145,2) = 0.484425408603297841527506852948000000000
M(145,31) = 0.0150585390713866702467764829502000000000
M(145,89) = -0.00374226972379057084916765236877000000000
M(145,118) = -0.0132088472213460652240017808857000000000
Their sum is = 0.482532830729547875701113902643730000000
The constant M(29,2) is = 0.482532830729547875701113902644000000000
The difference (constant-sum) is = -2.699999998 E-31
**************************
The constant M(29,3) has to be equal to the sum of: 
M(145,3) = 0.319648132756685821896619882309999999999
M(145,32) = -0.0144236252165178068279455994474000000000
M(145,61) = 0.00166385247841236133744582490436000000000
M(145,119) = -0.0147199477645431604304742636419000000000
Their sum is = 0.292168412254037215975645844125060000001
The constant M(29,3) is = 0.292168412254037215975645844125000000001
The difference (constant-sum) is = 5.99999999 E-32
**************************
The constant M(29,4) has to be equal to the sum of: 
M(145,4) = -0.0072760823829538357865669288768500000000
M(145,33) = -0.0147066434814330802100378071522000000000
M(145,62) = -0.0160583219653549244757608321313000000000
M(145,91) = -0.0178371529010282204374581286584000000000
Their sum is = -0.0558782007307700609098236968187499999998
The constant M(29,4) is = -0.0558782007307700609098236968187000000000
The difference (constant-sum) is = -4.99999999 E-32
**************************
The constant M(29,5) has to be equal to the sum of: 
M(145,34) = -0.0116261414212155684496486153287000000000
M(145,63) = -0.0122817111471221620758535813181000000000
M(145,92) = -0.0172111100924823222188522682046000000000
M(145,121) = -0.0146326488796966234414890533165000000000
And of the summand: 1/5
Their sum is = 0.144248388459483323814156481832100000000
The constant M(29,5) is = 0.144248388459483323814156481831999999999
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(29,6) has to be equal to the sum of: 
M(145,6) = -0.0104957357939493344308490871055000000000
M(145,64) = -0.0156359776970245146651026610988999999999
M(145,93) = -0.0136498551130317223833376363801000000000
M(145,122) = -0.0152341394666309003797104636320000000000
Their sum is = -0.0550157080706364718589998482164999999998
The constant M(29,6) is = -0.0550157080706364718589998482165000000000
The difference (constant-sum) is = 3.673419847 E-40
**************************
The constant M(29,7) has to be equal to the sum of: 
M(145,7) = 0.128147582103160820338116485838999999999
M(145,36) = -0.0106397052853819920865506956789000000000
M(145,94) = -0.0121253930463332739905038444186000000000
M(145,123) = -0.0175663495630446174080034875307000000000
Their sum is = 0.087816134208400936853058458210800000000
The constant M(29,7) is = 0.087816134208400936853058458210900000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(29,8) has to be equal to the sum of: 
M(145,8) = -0.0142301268771290190938816953371000000000
M(145,37) = 0.0128681223287552359608017845960000000000
M(145,66) = -0.0127577847657099209056950375435000000000
M(145,124) = -0.0137933743004055186077476803204000000000
Their sum is = -0.0279131636144892226465226286050000000000
The constant M(29,8) is = -0.0279131636144892226465226286050000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(29,9) has to be equal to the sum of: 
M(145,9) = -0.0171271241237333187045184122842000000000
M(145,38) = -0.0171775919285408665953540673330000000000
M(145,67) = -0.00074497038545386406318106127269400000000
M(145,96) = -0.0128296674103294470970949143211000000000
Their sum is = -0.0478793538480574964601484552109939999998
The constant M(29,9) is = -0.0478793538480574964601484552109000000000
The difference (constant-sum) is = -9.39999998 E-32
**************************
The constant M(29,10) has to be equal to the sum of: 
M(145,39) = -0.0152738945646930196398218057197000000000
M(145,68) = -0.0155059255392203406769048745372000000000
M(145,97) = -0.0049668347067123545492523118762100000000
M(145,126) = -0.0136266761932531737488281081078000000000
Their sum is = -0.0493733310038788886148071002409099999998
The constant M(29,10) is = -0.0493733310038788886148071002409000000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(29,11) has to be equal to the sum of: 
M(145,11) = 0.074738077474353132237919380331100000000
M(145,69) = -0.0136931631327064728624317561249000000000
M(145,98) = -0.0166995863091493261141869038232999999999
M(145,127) = -0.0088891592754313242885776299232900000000
Their sum is = 0.0354561687570660089727230904596100000004
The constant M(29,11) is = 0.0354561687570660089727230904596000000000
The difference (constant-sum) is = 1.000000042 E-32
**************************
The constant M(29,12) has to be equal to the sum of: 
M(145,12) = -0.0103417652740802332879023335109000000000
M(145,41) = 0.0108894889417117441381563234736000000000
M(145,99) = -0.0144518746477209394785845505117000000000
M(145,128) = -0.0142256050155262046823709968682000000000
Their sum is = -0.0281297559956156333107015574172000000000
The constant M(29,12) is = -0.0281297559956156333107015574171000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(29,13) has to be equal to the sum of: 
M(145,13) = 0.062633706786015829231511920583900000000
M(145,42) = -0.0176296138495768129690606899097000000000
M(145,71) = -0.00201574836457918910339946456750000000000
M(145,129) = -0.0137236717856108934989350318866000000000
Their sum is = 0.0292646727862489336601167342201000000003
The constant M(29,13) is = 0.0292646727862489336601167342201000000000
The difference (constant-sum) is = 2.755064885 E-40
**************************
The constant M(29,14) has to be equal to the sum of: 
M(145,14) = -0.0136127537792424461546986768531000000000
M(145,43) = 0.0057232659678747083390429673256300000000
M(145,72) = -0.0152956734839217089311767813439000000000
M(145,101) = -0.0064550903691408736645734980997800000000
Their sum is = -0.0296402516644303204114059889711500000000
The constant M(29,14) is = -0.0296402516644303204114059889711000000000
The difference (constant-sum) is = -5.00000000 E-32
**************************
The constant M(29,15) has to be equal to the sum of: 
M(145,44) = -0.0157465717371193147876443677338000000000
M(145,73) = -0.00217868461316069587154845369928000000000
M(145,102) = -0.0151250658267275221704609738614000000000
M(145,131) = -0.0067227913072054942096655402556900000000
Their sum is = -0.0397731134842130270393193355501699999998
The constant M(29,15) is = -0.0397731134842130270393193355502000000000
The difference (constant-sum) is = 3.000000035 E-32
**************************
The constant M(29,16) has to be equal to the sum of: 
M(145,16) = -0.0161374138930622621488809225071000000000
M(145,74) = -0.0155319492304237745592713549790000000000
M(145,103) = -0.0063545450702033771119346833700900000000
M(145,132) = -0.0130366686327768348229180759854000000000
Their sum is = -0.0510605768264662486430050368415900000000
The constant M(29,16) is = -0.0510605768264662486430050368416000000000
The difference (constant-sum) is = 1.000000005 E-32
**************************
The constant M(29,17) has to be equal to the sum of: 
M(145,17) = 0.0450096769967223579713360871319000000000
M(145,46) = -0.0112932160334777252387108013381000000000
M(145,104) = -0.0160771280728848611779064974863000000000
M(145,133) = -0.0173458562351344885911781791037000000000
Their sum is = 0.000293476655225282963540609203799999999981
The constant M(29,17) is = 0.000293476655225282963540609203749000000000
The difference (constant-sum) is = 5.099999998111893677 E-32
**************************
The constant M(29,18) has to be equal to the sum of: 
M(145,18) = -0.0094843166828726644641703052145500000000
M(145,47) = 0.0066634091700906603961363390197500000000
M(145,76) = -0.0166785898320702297545563138342000000000
M(145,134) = -0.0136780373519822196863094304392000000000
Their sum is = -0.0331775346968344535088997104681999999998
The constant M(29,18) is = -0.0331775346968344535088997104681000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(29,19) has to be equal to the sum of: 
M(145,19) = 0.0370395113048304575791645372701000000000
M(145,48) = -0.0104941979073578060502940855719000000000
M(145,77) = -0.0137164792410843020486628352452000000000
M(145,106) = -0.0122673079101613260291929542987000000000
Their sum is = 0.00056152624622702345101466215430000000010
The constant M(29,19) is = 0.00056152624622702345101466215429400000000
The difference (constant-sum) is = 6.000000106 E-33
**************************
The constant M(29,20) has to be equal to the sum of: 
M(145,49) = -0.0162072184493986747039321263505000000000
M(145,78) = -0.0123837762514394151156448662928000000000
M(145,107) = -0.0048784799620340354468837481841400000000
M(145,136) = -0.0118163604311847420286357366568000000000
Their sum is = -0.0452858350940568672950964774842399999998
The constant M(29,20) is = -0.0452858350940568672950964774843000000000
The difference (constant-sum) is = 6.00000001 E-32
**************************
The constant M(29,21) has to be equal to the sum of: 
M(145,21) = -0.0120502465443509214790661795540000000000
M(145,79) = -0.00352745204318162450068125350154000000000
M(145,108) = -0.0170820330986623905544140217938000000000
M(145,137) = -0.0098280925713509037987177067146900000000
Their sum is = -0.0424878242575458403328791615640299999998
The constant M(29,21) is = -0.0424878242575458403328791615640000000000
The difference (constant-sum) is = -2.999999980 E-32
**************************
The constant M(29,22) has to be equal to the sum of: 
M(145,22) = -0.0084487014870372961157889461707199999999
M(145,51) = -0.0159894623516468738431214007473000000000
M(145,109) = -0.0083783001810348872160859898496000000000
M(145,138) = -0.0128704193013473922890102286626000000000
Their sum is = -0.0456868833210664494640065654302199999996
The constant M(29,22) is = -0.0456868833210664494640065654302000000000
The difference (constant-sum) is = -1.999999974 E-32
**************************
The constant M(29,23) has to be equal to the sum of: 
M(145,23) = 0.0293383585345537563863527573952000000000
M(145,52) = -0.0115051617676708758921523596811000000000
M(145,81) = -0.0155541299544006987936152950890000000000
M(145,139) = -0.0082106331065057572859131111049500000000
Their sum is = -0.0059315662940235755853280084798499999999
The constant M(29,23) is = -0.0059315662940235755853280084798500000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(29,24) has to be equal to the sum of: 
M(145,24) = -0.0173244154225453210239134902132000000000
M(145,53) = 0.00232078510485572348940742045781000000000
M(145,82) = -0.0131638060533273129505809535390000000000
M(145,111) = -0.0136882965521691672576993293975000000000
Their sum is = -0.0418557329231860777427863526918900000000
The constant M(29,24) is = -0.0418557329231860777427863526919000000000
The difference (constant-sum) is = 9.99999987 E-33
**************************
The constant M(29,25) has to be equal to the sum of: 
M(145,54) = -0.0122826960106077759185276025535000000000
M(145,83) = -0.00155863012552747927301407728200000000000
M(145,112) = -0.0124795875874710851045591349930000000000
M(145,141) = -0.0151183690057187701226935281984000000000
Their sum is = -0.0414392827293251104187943430268999999998
The constant M(29,25) is = -0.0414392827293251104187943430269000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(29,26) has to be equal to the sum of: 
M(145,26) = -0.0145367576719089815809159622987000000000
M(145,84) = -0.0128291696662718369814332574639000000000
M(145,113) = -0.0079829118810465997590506114407399999999
M(145,142) = -0.0147227186434451860621581341982000000000
Their sum is = -0.0500715578626726043835579654015400000000
The constant M(29,26) is = -0.0500715578626726043835579654016000000000
The difference (constant-sum) is = 6.00000001 E-32
**************************
The constant M(29,27) has to be equal to the sum of: 
M(145,27) = -0.0121982329751001420456911225314000000000
M(145,56) = -0.0153692285523410648386980099845000000000
M(145,114) = -0.0149233620333148126033127725090000000000
M(145,143) = -0.0141405914078815509942990565035000000000
Their sum is = -0.0566314149686375704820009615283999999998
The constant M(29,27) is = -0.0566314149686375704820009615283000000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(29,28) has to be equal to the sum of: 
M(145,28) = -0.0093674023981346750413988582516900000000
M(145,57) = -0.0140482831424715339548732512693000000000
M(145,86) = -0.0153007619537299186227835134376000000000
M(145,144) = -0.0176439710720834854604096768431000000000
Their sum is = -0.0563604185664196130794652998016900000000
The constant M(29,28) is = -0.0563604185664196130794652998017000000000
The difference (constant-sum) is = 1.000000005 E-32
**************************
The constant M(2,1) has to be equal to the sum of: 
M(146,1) = -0.0205014404036072721530101688547000000000
M(146,3) = 0.316669420778508031936181863607999999999
M(146,5) = 0.183027427177185439980813322219000000000
M(146,7) = 0.117406481327736587913518411072000000000
M(146,9) = -0.0235672102421736134711896224451000000000
M(146,11) = 0.073348026359925126511153568904500000000
M(146,13) = 0.0515722653839465210416212321033000000000
M(146,15) = -0.0228982871172775317408279309553000000000
M(146,17) = 0.0395937890430101304993322825974000000000
M(146,19) = 0.0305184776099296139293708601034000000000
M(146,21) = -0.0164698208569545882517608798454999999999
M(146,23) = 0.0206457747457448879946853558432000000000
M(146,25) = -0.0220252075460781859243245665698000000000
M(146,27) = -0.0203687239831510792255960130178000000000
M(146,29) = 0.0115304846004658957614491740995000000000
M(146,31) = 0.0071082619014647211793526008008000000000
M(146,33) = -0.0197432944102623360027759800084000000000
M(146,35) = -0.0194147827647483494041954765085000000000
M(146,37) = -0.00076576278259774835883129594431200000000
M(146,39) = -0.0219191663884378303756749282764000000000
M(146,41) = -0.00057283827078121911726819907779300000000
M(146,43) = -0.00142401294985354922297549954446000000000
M(146,45) = -0.0186181631063882726525881045408000000000
M(146,47) = 0.00166652948612916939901507299199000000000
M(146,49) = -0.0240122852171837425263706611502000000000
M(146,51) = -0.0217999986774731073499516999178000000000
M(146,53) = 0.000127456142875456258517398704294999999999
M(146,55) = -0.0239794508436051578005186117060000000000
M(146,57) = -0.0213710404182052598197357369115000000000
M(146,59) = -0.0083163587657330924489233856144500000000
M(146,61) = -0.0043615897161513464716627835385100000000
M(146,63) = -0.0253249775889458713347548254691000000000
M(146,65) = -0.0199069006174932962263221180157000000000
M(146,67) = -0.0084232615349968295102469088455100000000
M(146,69) = -0.0252476545464894198096764969379000000000
M(146,71) = -0.0092408492537037212816746514025700000000
M(146,75) = -0.0224578714858603191920574810408000000000
M(146,77) = -0.0205855033948513132061589854540000000000
M(146,79) = -0.0135263732315034472363353247908000000000
M(146,81) = -0.0182784900551328575303483464685000000000
M(146,83) = -0.0091882512629932920785127404771300000000
M(146,85) = -0.0256183700910722989539241927717000000000
M(146,87) = -0.0194503654472965569618032042384000000000
M(146,89) = -0.0149133667192174039041243883747000000000
M(146,91) = -0.0223383985904027876059209041744000000000
M(146,93) = -0.0205688352219872105432883690897000000000
M(146,95) = -0.0211648634056984150565128559224000000000
M(146,97) = -0.0139124720163216508949120808401000000000
M(146,99) = -0.0245741002037659910358847029653000000000
M(146,101) = -0.0157519301775100710454345261102000000000
M(146,103) = -0.0153545719071587115825988035112000000000
M(146,105) = -0.0212183198521351352693444063180000000000
M(146,107) = -0.0157519560709465530494127804868000000000
M(146,109) = -0.0113508948718741767066969464608000000000
M(146,111) = -0.0223849015130514805931910853834000000000
M(146,113) = -0.0177024592549535258923648766457000000000
M(146,115) = -0.0249081392320720578095316254116000000000
M(146,117) = -0.0196075113787440804443211561513000000000
M(146,119) = -0.0241957215295119008910321951573000000000
M(146,121) = -0.0253600294172283087624665907832000000000
M(146,123) = -0.0218944595489422424349747930476000000000
M(146,125) = -0.0204942664326370116120022828176000000000
M(146,127) = -0.0156167603277120048232062035792000000000
M(146,129) = -0.0226949104568540402455605901176000000000
M(146,131) = -0.0139352257328980520186985649828000000000
M(146,133) = -0.0227543057352532667174065755282000000000
M(146,135) = -0.0211776920252280817460298204683000000000
M(146,137) = -0.0148760236173326080549489133326000000000
M(146,139) = -0.0154128389079963284424607701353000000000
M(146,141) = -0.0232918694762986318523462833118000000000
M(146,143) = -0.0254031409311206264649986749539000000000
M(146,145) = -0.0274275443204102388797787317374000000000
And of the summand: 1/73
Their sum is = -0.238502787152357216244573161391819862983
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = -5.157220342 E-31
**************************
The constant M(73,1) has to be equal to the sum of: 
M(146,1) = -0.0205014404036072721530101688547000000000
Their sum is = -0.0205014404036072721530101688547000000000
The constant M(73,1) is = -0.0205014404036072721530101688547000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,2) has to be equal to the sum of: 
M(146,75) = -0.0224578714858603191920574810408000000000
And of the summand: 1/2
Their sum is = 0.477542128514139680807942518959200000000
The constant M(73,2) is = 0.477542128514139680807942518959000000000
The difference (constant-sum) is = 2.000000003 E-31
**************************
The constant M(73,3) has to be equal to the sum of: 
M(146,3) = 0.316669420778508031936181863607999999999
Their sum is = 0.316669420778508031936181863607999999999
The constant M(73,3) is = 0.316669420778508031936181863607999999999
The difference (constant-sum) is = 0.E-39
**************************
The constant M(73,4) has to be equal to the sum of: 
M(146,77) = -0.0205855033948513132061589854540000000000
Their sum is = -0.0205855033948513132061589854540000000000
The constant M(73,4) is = -0.0205855033948513132061589854540000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,5) has to be equal to the sum of: 
M(146,5) = 0.183027427177185439980813322219000000000
Their sum is = 0.183027427177185439980813322219000000000
The constant M(73,5) is = 0.183027427177185439980813322219000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(73,6) has to be equal to the sum of: 
M(146,79) = -0.0135263732315034472363353247908000000000
Their sum is = -0.0135263732315034472363353247908000000000
The constant M(73,6) is = -0.0135263732315034472363353247908000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,7) has to be equal to the sum of: 
M(146,7) = 0.117406481327736587913518411072000000000
Their sum is = 0.117406481327736587913518411072000000000
The constant M(73,7) is = 0.117406481327736587913518411072000000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(73,8) has to be equal to the sum of: 
M(146,81) = -0.0182784900551328575303483464685000000000
Their sum is = -0.0182784900551328575303483464685000000000
The constant M(73,8) is = -0.0182784900551328575303483464685000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,9) has to be equal to the sum of: 
M(146,9) = -0.0235672102421736134711896224451000000000
Their sum is = -0.0235672102421736134711896224451000000000
The constant M(73,9) is = -0.0235672102421736134711896224451000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,10) has to be equal to the sum of: 
M(146,83) = -0.0091882512629932920785127404771300000000
Their sum is = -0.0091882512629932920785127404771300000000
The constant M(73,10) is = -0.0091882512629932920785127404771300000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,11) has to be equal to the sum of: 
M(146,11) = 0.073348026359925126511153568904500000000
Their sum is = 0.073348026359925126511153568904500000000
The constant M(73,11) is = 0.073348026359925126511153568904500000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(73,12) has to be equal to the sum of: 
M(146,85) = -0.0256183700910722989539241927717000000000
Their sum is = -0.0256183700910722989539241927717000000000
The constant M(73,12) is = -0.0256183700910722989539241927717000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,13) has to be equal to the sum of: 
M(146,13) = 0.0515722653839465210416212321033000000000
Their sum is = 0.0515722653839465210416212321033000000000
The constant M(73,13) is = 0.0515722653839465210416212321033000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,14) has to be equal to the sum of: 
M(146,87) = -0.0194503654472965569618032042384000000000
Their sum is = -0.0194503654472965569618032042384000000000
The constant M(73,14) is = -0.0194503654472965569618032042384000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,15) has to be equal to the sum of: 
M(146,15) = -0.0228982871172775317408279309553000000000
Their sum is = -0.0228982871172775317408279309553000000000
The constant M(73,15) is = -0.0228982871172775317408279309553000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,16) has to be equal to the sum of: 
M(146,89) = -0.0149133667192174039041243883747000000000
Their sum is = -0.0149133667192174039041243883747000000000
The constant M(73,16) is = -0.0149133667192174039041243883747000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,17) has to be equal to the sum of: 
M(146,17) = 0.0395937890430101304993322825974000000000
Their sum is = 0.0395937890430101304993322825974000000000
The constant M(73,17) is = 0.0395937890430101304993322825974000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,18) has to be equal to the sum of: 
M(146,91) = -0.0223383985904027876059209041744000000000
Their sum is = -0.0223383985904027876059209041744000000000
The constant M(73,18) is = -0.0223383985904027876059209041744000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,19) has to be equal to the sum of: 
M(146,19) = 0.0305184776099296139293708601034000000000
Their sum is = 0.0305184776099296139293708601034000000000
The constant M(73,19) is = 0.0305184776099296139293708601034000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,20) has to be equal to the sum of: 
M(146,93) = -0.0205688352219872105432883690897000000000
Their sum is = -0.0205688352219872105432883690897000000000
The constant M(73,20) is = -0.0205688352219872105432883690897000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,21) has to be equal to the sum of: 
M(146,21) = -0.0164698208569545882517608798454999999999
Their sum is = -0.0164698208569545882517608798454999999999
The constant M(73,21) is = -0.0164698208569545882517608798454999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,22) has to be equal to the sum of: 
M(146,95) = -0.0211648634056984150565128559224000000000
Their sum is = -0.0211648634056984150565128559224000000000
The constant M(73,22) is = -0.0211648634056984150565128559224000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,23) has to be equal to the sum of: 
M(146,23) = 0.0206457747457448879946853558432000000000
Their sum is = 0.0206457747457448879946853558432000000000
The constant M(73,23) is = 0.0206457747457448879946853558432000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,24) has to be equal to the sum of: 
M(146,97) = -0.0139124720163216508949120808401000000000
Their sum is = -0.0139124720163216508949120808401000000000
The constant M(73,24) is = -0.0139124720163216508949120808401000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,25) has to be equal to the sum of: 
M(146,25) = -0.0220252075460781859243245665698000000000
Their sum is = -0.0220252075460781859243245665698000000000
The constant M(73,25) is = -0.0220252075460781859243245665698000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,26) has to be equal to the sum of: 
M(146,99) = -0.0245741002037659910358847029653000000000
Their sum is = -0.0245741002037659910358847029653000000000
The constant M(73,26) is = -0.0245741002037659910358847029653000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,27) has to be equal to the sum of: 
M(146,27) = -0.0203687239831510792255960130178000000000
Their sum is = -0.0203687239831510792255960130178000000000
The constant M(73,27) is = -0.0203687239831510792255960130178000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,28) has to be equal to the sum of: 
M(146,101) = -0.0157519301775100710454345261102000000000
Their sum is = -0.0157519301775100710454345261102000000000
The constant M(73,28) is = -0.0157519301775100710454345261102000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,29) has to be equal to the sum of: 
M(146,29) = 0.0115304846004658957614491740995000000000
Their sum is = 0.0115304846004658957614491740995000000000
The constant M(73,29) is = 0.0115304846004658957614491740995000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,30) has to be equal to the sum of: 
M(146,103) = -0.0153545719071587115825988035112000000000
Their sum is = -0.0153545719071587115825988035112000000000
The constant M(73,30) is = -0.0153545719071587115825988035112000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,31) has to be equal to the sum of: 
M(146,31) = 0.0071082619014647211793526008008000000000
Their sum is = 0.0071082619014647211793526008008000000000
The constant M(73,31) is = 0.0071082619014647211793526008008000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,32) has to be equal to the sum of: 
M(146,105) = -0.0212183198521351352693444063180000000000
Their sum is = -0.0212183198521351352693444063180000000000
The constant M(73,32) is = -0.0212183198521351352693444063180000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,33) has to be equal to the sum of: 
M(146,33) = -0.0197432944102623360027759800084000000000
Their sum is = -0.0197432944102623360027759800084000000000
The constant M(73,33) is = -0.0197432944102623360027759800084000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,34) has to be equal to the sum of: 
M(146,107) = -0.0157519560709465530494127804868000000000
Their sum is = -0.0157519560709465530494127804868000000000
The constant M(73,34) is = -0.0157519560709465530494127804868000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,35) has to be equal to the sum of: 
M(146,35) = -0.0194147827647483494041954765085000000000
Their sum is = -0.0194147827647483494041954765085000000000
The constant M(73,35) is = -0.0194147827647483494041954765085000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,36) has to be equal to the sum of: 
M(146,109) = -0.0113508948718741767066969464608000000000
Their sum is = -0.0113508948718741767066969464608000000000
The constant M(73,36) is = -0.0113508948718741767066969464608000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,37) has to be equal to the sum of: 
M(146,37) = -0.00076576278259774835883129594431200000000
Their sum is = -0.00076576278259774835883129594431200000000
The constant M(73,37) is = -0.00076576278259774835883129594431200000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(73,38) has to be equal to the sum of: 
M(146,111) = -0.0223849015130514805931910853834000000000
Their sum is = -0.0223849015130514805931910853834000000000
The constant M(73,38) is = -0.0223849015130514805931910853834000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,39) has to be equal to the sum of: 
M(146,39) = -0.0219191663884378303756749282764000000000
Their sum is = -0.0219191663884378303756749282764000000000
The constant M(73,39) is = -0.0219191663884378303756749282764000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,40) has to be equal to the sum of: 
M(146,113) = -0.0177024592549535258923648766457000000000
Their sum is = -0.0177024592549535258923648766457000000000
The constant M(73,40) is = -0.0177024592549535258923648766457000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,41) has to be equal to the sum of: 
M(146,41) = -0.00057283827078121911726819907779300000000
Their sum is = -0.00057283827078121911726819907779300000000
The constant M(73,41) is = -0.00057283827078121911726819907779300000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(73,42) has to be equal to the sum of: 
M(146,115) = -0.0249081392320720578095316254116000000000
Their sum is = -0.0249081392320720578095316254116000000000
The constant M(73,42) is = -0.0249081392320720578095316254116000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,43) has to be equal to the sum of: 
M(146,43) = -0.00142401294985354922297549954446000000000
Their sum is = -0.00142401294985354922297549954446000000000
The constant M(73,43) is = -0.00142401294985354922297549954446000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(73,44) has to be equal to the sum of: 
M(146,117) = -0.0196075113787440804443211561513000000000
Their sum is = -0.0196075113787440804443211561513000000000
The constant M(73,44) is = -0.0196075113787440804443211561513000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,45) has to be equal to the sum of: 
M(146,45) = -0.0186181631063882726525881045408000000000
Their sum is = -0.0186181631063882726525881045408000000000
The constant M(73,45) is = -0.0186181631063882726525881045408000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,46) has to be equal to the sum of: 
M(146,119) = -0.0241957215295119008910321951573000000000
Their sum is = -0.0241957215295119008910321951573000000000
The constant M(73,46) is = -0.0241957215295119008910321951573000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,47) has to be equal to the sum of: 
M(146,47) = 0.00166652948612916939901507299199000000000
Their sum is = 0.00166652948612916939901507299199000000000
The constant M(73,47) is = 0.00166652948612916939901507299199000000000
The difference (constant-sum) is = 0.E-41
**************************
The constant M(73,48) has to be equal to the sum of: 
M(146,121) = -0.0253600294172283087624665907832000000000
Their sum is = -0.0253600294172283087624665907832000000000
The constant M(73,48) is = -0.0253600294172283087624665907832000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,49) has to be equal to the sum of: 
M(146,49) = -0.0240122852171837425263706611502000000000
Their sum is = -0.0240122852171837425263706611502000000000
The constant M(73,49) is = -0.0240122852171837425263706611502000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,50) has to be equal to the sum of: 
M(146,123) = -0.0218944595489422424349747930476000000000
Their sum is = -0.0218944595489422424349747930476000000000
The constant M(73,50) is = -0.0218944595489422424349747930476000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,51) has to be equal to the sum of: 
M(146,51) = -0.0217999986774731073499516999178000000000
Their sum is = -0.0217999986774731073499516999178000000000
The constant M(73,51) is = -0.0217999986774731073499516999178000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,52) has to be equal to the sum of: 
M(146,125) = -0.0204942664326370116120022828176000000000
Their sum is = -0.0204942664326370116120022828176000000000
The constant M(73,52) is = -0.0204942664326370116120022828176000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,53) has to be equal to the sum of: 
M(146,53) = 0.000127456142875456258517398704294999999999
Their sum is = 0.000127456142875456258517398704294999999999
The constant M(73,53) is = 0.000127456142875456258517398704294999999999
The difference (constant-sum) is = 0.E-42
**************************
The constant M(73,54) has to be equal to the sum of: 
M(146,127) = -0.0156167603277120048232062035792000000000
Their sum is = -0.0156167603277120048232062035792000000000
The constant M(73,54) is = -0.0156167603277120048232062035792000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,55) has to be equal to the sum of: 
M(146,55) = -0.0239794508436051578005186117060000000000
Their sum is = -0.0239794508436051578005186117060000000000
The constant M(73,55) is = -0.0239794508436051578005186117060000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,56) has to be equal to the sum of: 
M(146,129) = -0.0226949104568540402455605901176000000000
Their sum is = -0.0226949104568540402455605901176000000000
The constant M(73,56) is = -0.0226949104568540402455605901176000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,57) has to be equal to the sum of: 
M(146,57) = -0.0213710404182052598197357369115000000000
Their sum is = -0.0213710404182052598197357369115000000000
The constant M(73,57) is = -0.0213710404182052598197357369115000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,58) has to be equal to the sum of: 
M(146,131) = -0.0139352257328980520186985649828000000000
Their sum is = -0.0139352257328980520186985649828000000000
The constant M(73,58) is = -0.0139352257328980520186985649828000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,59) has to be equal to the sum of: 
M(146,59) = -0.0083163587657330924489233856144500000000
Their sum is = -0.0083163587657330924489233856144500000000
The constant M(73,59) is = -0.0083163587657330924489233856144500000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,60) has to be equal to the sum of: 
M(146,133) = -0.0227543057352532667174065755282000000000
Their sum is = -0.0227543057352532667174065755282000000000
The constant M(73,60) is = -0.0227543057352532667174065755282000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,61) has to be equal to the sum of: 
M(146,61) = -0.0043615897161513464716627835385100000000
Their sum is = -0.0043615897161513464716627835385100000000
The constant M(73,61) is = -0.0043615897161513464716627835385100000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,62) has to be equal to the sum of: 
M(146,135) = -0.0211776920252280817460298204683000000000
Their sum is = -0.0211776920252280817460298204683000000000
The constant M(73,62) is = -0.0211776920252280817460298204683000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,63) has to be equal to the sum of: 
M(146,63) = -0.0253249775889458713347548254691000000000
Their sum is = -0.0253249775889458713347548254691000000000
The constant M(73,63) is = -0.0253249775889458713347548254691000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,64) has to be equal to the sum of: 
M(146,137) = -0.0148760236173326080549489133326000000000
Their sum is = -0.0148760236173326080549489133326000000000
The constant M(73,64) is = -0.0148760236173326080549489133326000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,65) has to be equal to the sum of: 
M(146,65) = -0.0199069006174932962263221180157000000000
Their sum is = -0.0199069006174932962263221180157000000000
The constant M(73,65) is = -0.0199069006174932962263221180157000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,66) has to be equal to the sum of: 
M(146,139) = -0.0154128389079963284424607701353000000000
Their sum is = -0.0154128389079963284424607701353000000000
The constant M(73,66) is = -0.0154128389079963284424607701353000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,67) has to be equal to the sum of: 
M(146,67) = -0.0084232615349968295102469088455100000000
Their sum is = -0.0084232615349968295102469088455100000000
The constant M(73,67) is = -0.0084232615349968295102469088455100000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,68) has to be equal to the sum of: 
M(146,141) = -0.0232918694762986318523462833118000000000
Their sum is = -0.0232918694762986318523462833118000000000
The constant M(73,68) is = -0.0232918694762986318523462833118000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,69) has to be equal to the sum of: 
M(146,69) = -0.0252476545464894198096764969379000000000
Their sum is = -0.0252476545464894198096764969379000000000
The constant M(73,69) is = -0.0252476545464894198096764969379000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,70) has to be equal to the sum of: 
M(146,143) = -0.0254031409311206264649986749539000000000
Their sum is = -0.0254031409311206264649986749539000000000
The constant M(73,70) is = -0.0254031409311206264649986749539000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,71) has to be equal to the sum of: 
M(146,71) = -0.0092408492537037212816746514025700000000
Their sum is = -0.0092408492537037212816746514025700000000
The constant M(73,71) is = -0.0092408492537037212816746514025700000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(73,72) has to be equal to the sum of: 
M(146,145) = -0.0274275443204102388797787317374000000000
Their sum is = -0.0274275443204102388797787317374000000000
The constant M(73,72) is = -0.0274275443204102388797787317374000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(3,1) has to be equal to the sum of: 
M(147,1) = -0.0224541581314997103618328255224000000000
M(147,4) = -0.0143524696082476534079284905597000000000
M(147,10) = -0.0161321607800753450109444967891999999999
M(147,13) = 0.0590648204475621079196729441526000000000
M(147,16) = -0.0151065577377031464393029375753000000000
M(147,19) = 0.0340798736738098396846376016577000000000
M(147,22) = -0.0197503549549345319623647574672000000000
M(147,25) = -0.0195300516200998729771661581384000000000
M(147,31) = 0.0105755744189856637635284641123000000000
M(147,34) = -0.0164275214479836309105379696917000000000
M(147,37) = 0.0084384245946179356387546034423399999999
M(147,40) = -0.0222677293591753812744578925859000000000
M(147,43) = 0.00328657660922900685160997963981999999999
M(147,46) = -0.0170919025000596585659059083054000000000
M(147,52) = -0.0173392899125157865451178100026000000000
M(147,55) = -0.0179691411878745972866439920755000000000
M(147,58) = -0.0205020106545964108757611407690000000000
M(147,61) = -0.0063973406895536810478042266379700000000
M(147,64) = -0.0182298698110937503126318545250000000000
M(147,67) = -0.0092118461851923574063098273630500000000
M(147,73) = -0.0043303596245172275592480930185800000000
M(147,76) = -0.0166873587430214931517472326302000000000
M(147,79) = -0.0076591115298098293089375242660800000000
M(147,82) = -0.0164821655253245901696000163434000000000
M(147,85) = -0.0182316686772731908589428958444000000000
M(147,88) = -0.0214879825945456575594591505975000000000
M(147,94) = -0.0176844840459366140168938686147000000000
M(147,97) = -0.0126598875538997064671221635447000000000
M(147,100) = -0.0209921234514906624812338967468000000000
M(147,103) = -0.0085263306857686560201400707963400000000
M(147,106) = -0.0211952070942883786967631513810000000000
M(147,109) = -0.0126426680640565882640920648506000000000
M(147,115) = -0.0198429439946483283586999141834000000000
M(147,118) = -0.0226431999354500560224576091929000000000
M(147,121) = -0.0216597624739799839690786672365000000000
M(147,124) = -0.0178436036559114243482217864097000000000
M(147,127) = -0.0118736792700990251995680857640000000000
M(147,130) = -0.0179563812963395981332446479835000000000
M(147,136) = -0.0180071286675020992964274228226000000000
M(147,139) = -0.0123692153453581377525267004192000000000
M(147,142) = -0.0215499253683370202925732484645000000000
M(147,145) = -0.0201052999326267578090218039440000000000
And of the summand: 1/7
Their sum is = -0.356890479509443129119649567201017142842
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -1.714284097 E-32
**************************
The constant M(3,2) has to be equal to the sum of: 
M(147,2) = 0.487326410280402371989083626108000000000
M(147,5) = 0.179549429789568684795097076397000000000
M(147,8) = -0.0201558484607232002433041011138000000000
M(147,11) = 0.070441160252214880267101027674800000000
M(147,17) = 0.0394415651905774743013089701348000000000
M(147,20) = -0.0148846175441528256255252141321000000000
M(147,23) = 0.0239644230037622849530840393948000000000
M(147,26) = -0.0147151645779719729587650997673000000000
M(147,29) = 0.0142067648756805880060047710176000000000
M(147,32) = -0.0169545031543623242096367528265000000000
M(147,38) = -0.0199992488759430778400717497746000000000
M(147,41) = 0.00245258735579997758305618439928999999999
M(147,44) = -0.0183007611263167215942761147723000000000
M(147,47) = -0.000386325498680412425440627118338000000000
M(147,50) = -0.0159411103548923717703832810623999999999
M(147,53) = 0.00054538449204720512285024358612099999999
M(147,59) = -0.00184209008542263738179132571640000000000
M(147,62) = -0.0203123431277421688874191531548000000000
M(147,65) = -0.0188615531453171133465947131558000000000
M(147,68) = -0.0207116267746743659160944987733000000000
M(147,71) = -0.0073645838735111954029205929274100000000
M(147,74) = -0.0231163631245079380307257414606000000000
M(147,80) = -0.0157890554022852108868634482555000000000
M(147,83) = -0.0095225608487323749694866524881200000000
M(147,86) = -0.0175120294850554080021851407783000000000
M(147,89) = -0.0072017423823232058688994060664000000000
M(147,92) = -0.0174993092187216679037091222731000000000
M(147,95) = -0.0179019769976307388004926087702000000000
M(147,101) = -0.0119729869889444825912722858594000000000
M(147,104) = -0.0177809431108270738360675915555000000000
M(147,107) = -0.0109420857366931868627659628191000000000
M(147,110) = -0.0195242941360369337471905776832000000000
M(147,113) = -0.0126190083123495341892618115529000000000
M(147,116) = -0.0173363452161446054323346843483000000000
M(147,122) = -0.0168733789311435884842494981623000000000
M(147,125) = -0.0207505288403494547288248814286000000000
M(147,128) = -0.0206256077985495618103441676624000000000
M(147,131) = -0.0131933431746074731161781543016000000000
M(147,134) = -0.0192536858700943320526712811577000000000
M(147,137) = -0.0130837214632404917337474286832000000000
M(147,143) = -0.0224964554598497987159586034269000000000
M(147,146) = -0.0174481671185034381103905932069000000000
Their sum is = 0.285054359023752579541743072477143000033
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = 1.430000339 E-31
**************************
The constant M(7,1) has to be equal to the sum of: 
M(147,1) = -0.0224541581314997103618328255224000000000
M(147,8) = -0.0201558484607232002433041011138000000000
M(147,22) = -0.0197503549549345319623647574672000000000
M(147,29) = 0.0142067648756805880060047710176000000000
M(147,43) = 0.00328657660922900685160997963981999999999
M(147,50) = -0.0159411103548923717703832810623999999999
M(147,64) = -0.0182298698110937503126318545250000000000
M(147,71) = -0.0073645838735111954029205929274100000000
M(147,85) = -0.0182316686772731908589428958444000000000
M(147,92) = -0.0174993092187216679037091222731000000000
M(147,106) = -0.0211952070942883786967631513810000000000
M(147,113) = -0.0126190083123495341892618115529000000000
M(147,127) = -0.0118736792700990251995680857640000000000
M(147,134) = -0.0192536858700943320526712811577000000000
Their sum is = -0.187075142544571294096739009933889999997
The constant M(7,1) is = -0.187075142544571294096739009934000000000
The difference (constant-sum) is = 1.100000033 E-31
**************************
The constant M(7,2) has to be equal to the sum of: 
M(147,2) = 0.487326410280402371989083626108000000000
M(147,16) = -0.0151065577377031464393029375753000000000
M(147,23) = 0.0239644230037622849530840393948000000000
M(147,37) = 0.0084384245946179356387546034423399999999
M(147,44) = -0.0183007611263167215942761147723000000000
M(147,58) = -0.0205020106545964108757611407690000000000
M(147,65) = -0.0188615531453171133465947131558000000000
M(147,79) = -0.0076591115298098293089375242660800000000
M(147,86) = -0.0175120294850554080021851407783000000000
M(147,100) = -0.0209921234514906624812338967468000000000
M(147,107) = -0.0109420857366931868627659628191000000000
M(147,121) = -0.0216597624739799839690786672365000000000
M(147,128) = -0.0206256077985495618103441676624000000000
M(147,142) = -0.0215499253683370202925732484645000000000
Their sum is = 0.326017729370933547597868754699060000005
The constant M(7,2) is = 0.326017729370933547597868754699000000000
The difference (constant-sum) is = 6.00000043 E-32
**************************
The constant M(7,3) has to be equal to the sum of: 
M(147,10) = -0.0161321607800753450109444967891999999999
M(147,17) = 0.0394415651905774743013089701348000000000
M(147,31) = 0.0105755744189856637635284641123000000000
M(147,38) = -0.0199992488759430778400717497746000000000
M(147,52) = -0.0173392899125157865451178100026000000000
M(147,59) = -0.00184209008542263738179132571640000000000
M(147,73) = -0.0043303596245172275592480930185800000000
M(147,80) = -0.0157890554022852108868634482555000000000
M(147,94) = -0.0176844840459366140168938686147000000000
M(147,101) = -0.0119729869889444825912722858594000000000
M(147,115) = -0.0198429439946483283586999141834000000000
M(147,122) = -0.0168733789311435884842494981623000000000
M(147,136) = -0.0180071286675020992964274228226000000000
M(147,143) = -0.0224964554598497987159586034269000000000
And of the summand: 1/3
Their sum is = 0.201040890174112274710632250954253333334
The constant M(7,3) is = 0.201040890174112274710632250954000000000
The difference (constant-sum) is = 2.533333340 E-31
**************************
The constant M(7,4) has to be equal to the sum of: 
M(147,4) = -0.0143524696082476534079284905597000000000
M(147,11) = 0.070441160252214880267101027674800000000
M(147,25) = -0.0195300516200998729771661581384000000000
M(147,32) = -0.0169545031543623242096367528265000000000
M(147,46) = -0.0170919025000596585659059083054000000000
M(147,53) = 0.00054538449204720512285024358612099999999
M(147,67) = -0.0092118461851923574063098273630500000000
M(147,74) = -0.0231163631245079380307257414606000000000
M(147,88) = -0.0214879825945456575594591505975000000000
M(147,95) = -0.0179019769976307388004926087702000000000
M(147,109) = -0.0126426680640565882640920648506000000000
M(147,116) = -0.0173363452161446054323346843483000000000
M(147,130) = -0.0179563812963395981332446479835000000000
M(147,137) = -0.0130837214632404917337474286832000000000
Their sum is = -0.129679667080165399131092192626028999998
The constant M(7,4) is = -0.129679667080165399131092192626000000000
The difference (constant-sum) is = -2.899999886 E-32
**************************
The constant M(7,5) has to be equal to the sum of: 
M(147,5) = 0.179549429789568684795097076397000000000
M(147,19) = 0.0340798736738098396846376016577000000000
M(147,26) = -0.0147151645779719729587650997673000000000
M(147,40) = -0.0222677293591753812744578925859000000000
M(147,47) = -0.000386325498680412425440627118338000000000
M(147,61) = -0.0063973406895536810478042266379700000000
M(147,68) = -0.0207116267746743659160944987733000000000
M(147,82) = -0.0164821655253245901696000163434000000000
M(147,89) = -0.0072017423823232058688994060664000000000
M(147,103) = -0.0085263306857686560201400707963400000000
M(147,110) = -0.0195242941360369337471905776832000000000
M(147,124) = -0.0178436036559114243482217864097000000000
M(147,131) = -0.0131933431746074731161781543016000000000
M(147,145) = -0.0201052999326267578090218039440000000000
Their sum is = 0.0462743370707236697779205176272520000032
The constant M(7,5) is = 0.0462743370707236697779205176269000000000
The difference (constant-sum) is = 3.520000030 E-31
**************************
The constant M(7,6) has to be equal to the sum of: 
M(147,13) = 0.0590648204475621079196729441526000000000
M(147,20) = -0.0148846175441528256255252141321000000000
M(147,34) = -0.0164275214479836309105379696917000000000
M(147,41) = 0.00245258735579997758305618439928999999999
M(147,55) = -0.0179691411878745972866439920755000000000
M(147,62) = -0.0203123431277421688874191531548000000000
M(147,76) = -0.0166873587430214931517472326302000000000
M(147,83) = -0.0095225608487323749694866524881200000000
M(147,97) = -0.0126598875538997064671221635447000000000
M(147,104) = -0.0177809431108270738360675915555000000000
M(147,118) = -0.0226431999354500560224576091929000000000
M(147,125) = -0.0207505288403494547288248814286000000000
M(147,139) = -0.0123692153453581377525267004192000000000
M(147,146) = -0.0174481671185034381103905932069000000000
Their sum is = -0.137938077000532872246020624968329999998
The constant M(7,6) is = -0.137938077000532872246020624967999999999
The difference (constant-sum) is = -3.299999990 E-31
**************************
The constant M(21,1) has to be equal to the sum of: 
M(147,1) = -0.0224541581314997103618328255224000000000
M(147,22) = -0.0197503549549345319623647574672000000000
M(147,43) = 0.00328657660922900685160997963981999999999
M(147,64) = -0.0182298698110937503126318545250000000000
M(147,85) = -0.0182316686772731908589428958444000000000
M(147,106) = -0.0211952070942883786967631513810000000000
M(147,127) = -0.0118736792700990251995680857640000000000
Their sum is = -0.108448361329959580540493590864179999999
The constant M(21,1) is = -0.108448361329959580540493590864000000000
The difference (constant-sum) is = -1.799999995 E-31
**************************
The constant M(21,2) has to be equal to the sum of: 
M(147,2) = 0.487326410280402371989083626108000000000
M(147,23) = 0.0239644230037622849530840393948000000000
M(147,44) = -0.0183007611263167215942761147723000000000
M(147,65) = -0.0188615531453171133465947131558000000000
M(147,86) = -0.0175120294850554080021851407783000000000
M(147,107) = -0.0109420857366931868627659628191000000000
M(147,128) = -0.0206256077985495618103441676624000000000
Their sum is = 0.425048795992232665326001566314900000002
The constant M(21,2) is = 0.425048795992232665326001566315000000000
The difference (constant-sum) is = -9.99999994 E-32
**************************
The constant M(21,4) has to be equal to the sum of: 
M(147,4) = -0.0143524696082476534079284905597000000000
M(147,25) = -0.0195300516200998729771661581384000000000
M(147,46) = -0.0170919025000596585659059083054000000000
M(147,67) = -0.0092118461851923574063098273630500000000
M(147,88) = -0.0214879825945456575594591505975000000000
M(147,109) = -0.0126426680640565882640920648506000000000
M(147,130) = -0.0179563812963395981332446479835000000000
Their sum is = -0.112273301868541386314106247798149999999
The constant M(21,4) is = -0.112273301868541386314106247798000000000
The difference (constant-sum) is = -1.499999991 E-31
**************************
The constant M(21,5) has to be equal to the sum of: 
M(147,5) = 0.179549429789568684795097076397000000000
M(147,26) = -0.0147151645779719729587650997673000000000
M(147,47) = -0.000386325498680412425440627118338000000000
M(147,68) = -0.0207116267746743659160944987733000000000
M(147,89) = -0.0072017423823232058688994060664000000000
M(147,110) = -0.0195242941360369337471905776832000000000
M(147,131) = -0.0131933431746074731161781543016000000000
Their sum is = 0.103816933245274320762528712686862000001
The constant M(21,5) is = 0.103816933245274320762528712687000000000
The difference (constant-sum) is = -1.379999985 E-31
**************************
The constant M(21,8) has to be equal to the sum of: 
M(147,8) = -0.0201558484607232002433041011138000000000
M(147,29) = 0.0142067648756805880060047710176000000000
M(147,50) = -0.0159411103548923717703832810623999999999
M(147,71) = -0.0073645838735111954029205929274100000000
M(147,92) = -0.0174993092187216679037091222731000000000
M(147,113) = -0.0126190083123495341892618115529000000000
M(147,134) = -0.0192536858700943320526712811577000000000
Their sum is = -0.078626781214611713556245419069709999999
The constant M(21,8) is = -0.078626781214611713556245419069700000000
The difference (constant-sum) is = -9.99999950 E-33
**************************
The constant M(21,10) has to be equal to the sum of: 
M(147,10) = -0.0161321607800753450109444967891999999999
M(147,31) = 0.0105755744189856637635284641123000000000
M(147,52) = -0.0173392899125157865451178100026000000000
M(147,73) = -0.0043303596245172275592480930185800000000
M(147,94) = -0.0176844840459366140168938686147000000000
M(147,115) = -0.0198429439946483283586999141834000000000
M(147,136) = -0.0180071286675020992964274228226000000000
Their sum is = -0.082760792606209737023803141318779999999
The constant M(21,10) is = -0.082760792606209737023803141318800000000
The difference (constant-sum) is = 2.000000047 E-32
**************************
The constant M(21,11) has to be equal to the sum of: 
M(147,11) = 0.070441160252214880267101027674800000000
M(147,32) = -0.0169545031543623242096367528265000000000
M(147,53) = 0.00054538449204720512285024358612099999999
M(147,74) = -0.0231163631245079380307257414606000000000
M(147,95) = -0.0179019769976307388004926087702000000000
M(147,116) = -0.0173363452161446054323346843483000000000
M(147,137) = -0.0130837214632404917337474286832000000000
Their sum is = -0.0174063652116240128169859448278790000000
The constant M(21,11) is = -0.0174063652116240128169859448280000000000
The difference (constant-sum) is = 1.210000000 E-31
**************************
The constant M(21,13) has to be equal to the sum of: 
M(147,13) = 0.0590648204475621079196729441526000000000
M(147,34) = -0.0164275214479836309105379696917000000000
M(147,55) = -0.0179691411878745972866439920755000000000
M(147,76) = -0.0166873587430214931517472326302000000000
M(147,97) = -0.0126598875538997064671221635447000000000
M(147,118) = -0.0226431999354500560224576091929000000000
M(147,139) = -0.0123692153453581377525267004192000000000
Their sum is = -0.0396915037660255136713627234015999999998
The constant M(21,13) is = -0.0396915037660255136713627234016000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(21,16) has to be equal to the sum of: 
M(147,16) = -0.0151065577377031464393029375753000000000
M(147,37) = 0.0084384245946179356387546034423399999999
M(147,58) = -0.0205020106545964108757611407690000000000
M(147,79) = -0.0076591115298098293089375242660800000000
M(147,100) = -0.0209921234514906624812338967468000000000
M(147,121) = -0.0216597624739799839690786672365000000000
M(147,142) = -0.0215499253683370202925732484645000000000
Their sum is = -0.099031066621299117728132811615839999999
The constant M(21,16) is = -0.099031066621299117728132811615900000000
The difference (constant-sum) is = 6.00000007 E-32
**************************
The constant M(21,17) has to be equal to the sum of: 
M(147,17) = 0.0394415651905774743013089701348000000000
M(147,38) = -0.0199992488759430778400717497746000000000
M(147,59) = -0.00184209008542263738179132571640000000000
M(147,80) = -0.0157890554022852108868634482555000000000
M(147,101) = -0.0119729869889444825912722858594000000000
M(147,122) = -0.0168733789311435884842494981623000000000
M(147,143) = -0.0224964554598497987159586034269000000000
Their sum is = -0.0495316505530113215988979410602999999998
The constant M(21,17) is = -0.0495316505530113215988979410604000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(21,19) has to be equal to the sum of: 
M(147,19) = 0.0340798736738098396846376016577000000000
M(147,40) = -0.0222677293591753812744578925859000000000
M(147,61) = -0.0063973406895536810478042266379700000000
M(147,82) = -0.0164821655253245901696000163434000000000
M(147,103) = -0.0085263306857686560201400707963400000000
M(147,124) = -0.0178436036559114243482217864097000000000
M(147,145) = -0.0201052999326267578090218039440000000000
Their sum is = -0.0575425961745506509846081950596099999998
The constant M(21,19) is = -0.0575425961745506509846081950597000000000
The difference (constant-sum) is = 9.00000001 E-32
**************************
The constant M(21,20) has to be equal to the sum of: 
M(147,20) = -0.0148846175441528256255252141321000000000
M(147,41) = 0.00245258735579997758305618439928999999999
M(147,62) = -0.0203123431277421688874191531548000000000
M(147,83) = -0.0095225608487323749694866524881200000000
M(147,104) = -0.0177809431108270738360675915555000000000
M(147,125) = -0.0207505288403494547288248814286000000000
M(147,146) = -0.0174481671185034381103905932069000000000
Their sum is = -0.098246573234507358574657901566729999999
The constant M(21,20) is = -0.098246573234507358574657901566800000000
The difference (constant-sum) is = 7.00000005 E-32
**************************
The constant M(49,1) has to be equal to the sum of: 
M(147,1) = -0.0224541581314997103618328255224000000000
M(147,50) = -0.0159411103548923717703832810623999999999
Their sum is = -0.0383952684863920821322161065848000000000
The constant M(49,1) is = -0.0383952684863920821322161065848000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,2) has to be equal to the sum of: 
M(147,2) = 0.487326410280402371989083626108000000000
M(147,100) = -0.0209921234514906624812338967468000000000
Their sum is = 0.466334286828911709507849729361200000000
The constant M(49,2) is = 0.466334286828911709507849729361000000000
The difference (constant-sum) is = 1.999999989 E-31
**************************
The constant M(49,3) has to be equal to the sum of: 
M(147,52) = -0.0173392899125157865451178100026000000000
M(147,101) = -0.0119729869889444825912722858594000000000
And of the summand: 1/3
Their sum is = 0.304021056431873064196943237471333333334
The constant M(49,3) is = 0.304021056431873064196943237471000000000
The difference (constant-sum) is = 3.333333344 E-31
**************************
The constant M(49,4) has to be equal to the sum of: 
M(147,4) = -0.0143524696082476534079284905597000000000
M(147,53) = 0.00054538449204720512285024358612099999999
Their sum is = -0.0138070851162004482850782469735790000000
The constant M(49,4) is = -0.0138070851162004482850782469736000000000
The difference (constant-sum) is = 2.099999999 E-32
**************************
The constant M(49,5) has to be equal to the sum of: 
M(147,5) = 0.179549429789568684795097076397000000000
M(147,103) = -0.0085263306857686560201400707963400000000
Their sum is = 0.171023099103800028774957005600660000000
The constant M(49,5) is = 0.171023099103800028774957005601000000000
The difference (constant-sum) is = -3.400000000 E-31
**************************
The constant M(49,6) has to be equal to the sum of: 
M(147,55) = -0.0179691411878745972866439920755000000000
M(147,104) = -0.0177809431108270738360675915555000000000
Their sum is = -0.0357500842987016711227115836310000000000
The constant M(49,6) is = -0.0357500842987016711227115836310000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,8) has to be equal to the sum of: 
M(147,8) = -0.0201558484607232002433041011138000000000
M(147,106) = -0.0211952070942883786967631513810000000000
Their sum is = -0.0413510555550115789400672524948000000000
The constant M(49,8) is = -0.0413510555550115789400672524948000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,9) has to be equal to the sum of: 
M(147,58) = -0.0205020106545964108757611407690000000000
M(147,107) = -0.0109420857366931868627659628191000000000
Their sum is = -0.0314440963912895977385271035880999999999
The constant M(49,9) is = -0.0314440963912895977385271035881000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(49,10) has to be equal to the sum of: 
M(147,10) = -0.0161321607800753450109444967891999999999
M(147,59) = -0.00184209008542263738179132571640000000000
Their sum is = -0.0179742508654979823927358225055999999999
The constant M(49,10) is = -0.0179742508654979823927358225056000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(49,11) has to be equal to the sum of: 
M(147,11) = 0.070441160252214880267101027674800000000
M(147,109) = -0.0126426680640565882640920648506000000000
Their sum is = 0.0577984921881582920030089628242000000000
The constant M(49,11) is = 0.0577984921881582920030089628241000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(49,12) has to be equal to the sum of: 
M(147,61) = -0.0063973406895536810478042266379700000000
M(147,110) = -0.0195242941360369337471905776832000000000
Their sum is = -0.0259216348255906147949948043211699999999
The constant M(49,12) is = -0.0259216348255906147949948043212000000000
The difference (constant-sum) is = 3.000000007 E-32
**************************
The constant M(49,13) has to be equal to the sum of: 
M(147,13) = 0.0590648204475621079196729441526000000000
M(147,62) = -0.0203123431277421688874191531548000000000
Their sum is = 0.0387524773198199390322537909978000000002
The constant M(49,13) is = 0.0387524773198199390322537909978000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(49,15) has to be equal to the sum of: 
M(147,64) = -0.0182298698110937503126318545250000000000
M(147,113) = -0.0126190083123495341892618115529000000000
Their sum is = -0.0308488781234432845018936660779000000000
The constant M(49,15) is = -0.0308488781234432845018936660779000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,16) has to be equal to the sum of: 
M(147,16) = -0.0151065577377031464393029375753000000000
M(147,65) = -0.0188615531453171133465947131558000000000
Their sum is = -0.0339681108830202597858976507310999999999
The constant M(49,16) is = -0.0339681108830202597858976507311000000001
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(49,17) has to be equal to the sum of: 
M(147,17) = 0.0394415651905774743013089701348000000000
M(147,115) = -0.0198429439946483283586999141834000000000
Their sum is = 0.0195986211959291459426090559514000000000
The constant M(49,17) is = 0.0195986211959291459426090559514000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,18) has to be equal to the sum of: 
M(147,67) = -0.0092118461851923574063098273630500000000
M(147,116) = -0.0173363452161446054323346843483000000000
Their sum is = -0.0265481914013369628386445117113500000000
The constant M(49,18) is = -0.0265481914013369628386445117114000000000
The difference (constant-sum) is = 5.00000000 E-32
**************************
The constant M(49,19) has to be equal to the sum of: 
M(147,19) = 0.0340798736738098396846376016577000000000
M(147,68) = -0.0207116267746743659160944987733000000000
Their sum is = 0.0133682468991354737685431028844000000001
The constant M(49,19) is = 0.0133682468991354737685431028844000000000
The difference (constant-sum) is = 1.377532442 E-40
**************************
The constant M(49,20) has to be equal to the sum of: 
M(147,20) = -0.0148846175441528256255252141321000000000
M(147,118) = -0.0226431999354500560224576091929000000000
Their sum is = -0.0375278174796028816479828233249999999998
The constant M(49,20) is = -0.0375278174796028816479828233250000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(49,22) has to be equal to the sum of: 
M(147,22) = -0.0197503549549345319623647574672000000000
M(147,71) = -0.0073645838735111954029205929274100000000
Their sum is = -0.0271149388284457273652853503946100000000
The constant M(49,22) is = -0.0271149388284457273652853503947000000000
The difference (constant-sum) is = 9.00000000 E-32
**************************
The constant M(49,23) has to be equal to the sum of: 
M(147,23) = 0.0239644230037622849530840393948000000000
M(147,121) = -0.0216597624739799839690786672365000000000
Their sum is = 0.00230466052978230098400537215829999999995
The constant M(49,23) is = 0.00230466052978230098400537215826000000000
The difference (constant-sum) is = 3.999999996 E-32
**************************
The constant M(49,24) has to be equal to the sum of: 
M(147,73) = -0.0043303596245172275592480930185800000000
M(147,122) = -0.0168733789311435884842494981623000000000
Their sum is = -0.0212037385556608160434975911808799999999
The constant M(49,24) is = -0.0212037385556608160434975911808000000000
The difference (constant-sum) is = -7.99999998 E-32
**************************
The constant M(49,25) has to be equal to the sum of: 
M(147,25) = -0.0195300516200998729771661581384000000000
M(147,74) = -0.0231163631245079380307257414606000000000
Their sum is = -0.0426464147446078110078918995990000000000
The constant M(49,25) is = -0.0426464147446078110078918995990000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,26) has to be equal to the sum of: 
M(147,26) = -0.0147151645779719729587650997673000000000
M(147,124) = -0.0178436036559114243482217864097000000000
Their sum is = -0.0325587682338833973069868861770000000000
The constant M(49,26) is = -0.0325587682338833973069868861771000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(49,27) has to be equal to the sum of: 
M(147,76) = -0.0166873587430214931517472326302000000000
M(147,125) = -0.0207505288403494547288248814286000000000
Their sum is = -0.0374378875833709478805721140588000000000
The constant M(49,27) is = -0.0374378875833709478805721140588000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,29) has to be equal to the sum of: 
M(147,29) = 0.0142067648756805880060047710176000000000
M(147,127) = -0.0118736792700990251995680857640000000000
Their sum is = 0.00233308560558156280643668525359999999997
The constant M(49,29) is = 0.00233308560558156280643668525366000000000
The difference (constant-sum) is = -6.000000003552180003 E-32
**************************
The constant M(49,30) has to be equal to the sum of: 
M(147,79) = -0.0076591115298098293089375242660800000000
M(147,128) = -0.0206256077985495618103441676624000000000
Their sum is = -0.0282847193283593911192816919284799999999
The constant M(49,30) is = -0.0282847193283593911192816919285000000000
The difference (constant-sum) is = 2.000000011 E-32
**************************
The constant M(49,31) has to be equal to the sum of: 
M(147,31) = 0.0105755744189856637635284641123000000000
M(147,80) = -0.0157890554022852108868634482555000000000
Their sum is = -0.0052134809832995471233349841432000000000
The constant M(49,31) is = -0.0052134809832995471233349841432400000000
The difference (constant-sum) is = 3.999999999 E-32
**************************
The constant M(49,32) has to be equal to the sum of: 
M(147,32) = -0.0169545031543623242096367528265000000000
M(147,130) = -0.0179563812963395981332446479835000000000
Their sum is = -0.0349108844507019223428814008100000000000
The constant M(49,32) is = -0.0349108844507019223428814008100000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,33) has to be equal to the sum of: 
M(147,82) = -0.0164821655253245901696000163434000000000
M(147,131) = -0.0131933431746074731161781543016000000000
Their sum is = -0.0296755086999320632857781706450000000000
The constant M(49,33) is = -0.0296755086999320632857781706451000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(49,34) has to be equal to the sum of: 
M(147,34) = -0.0164275214479836309105379696917000000000
M(147,83) = -0.0095225608487323749694866524881200000000
Their sum is = -0.0259500822967160058800246221798199999999
The constant M(49,34) is = -0.0259500822967160058800246221798000000000
The difference (constant-sum) is = -1.999999992 E-32
**************************
The constant M(49,36) has to be equal to the sum of: 
M(147,85) = -0.0182316686772731908589428958444000000000
M(147,134) = -0.0192536858700943320526712811577000000000
Their sum is = -0.0374853545473675229116141770021000000000
The constant M(49,36) is = -0.0374853545473675229116141770022000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(49,37) has to be equal to the sum of: 
M(147,37) = 0.0084384245946179356387546034423399999999
M(147,86) = -0.0175120294850554080021851407783000000000
Their sum is = -0.0090736048904374723634305373359600000000
The constant M(49,37) is = -0.0090736048904374723634305373359600000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,38) has to be equal to the sum of: 
M(147,38) = -0.0199992488759430778400717497746000000000
M(147,136) = -0.0180071286675020992964274228226000000000
Their sum is = -0.0380063775434451771364991725971999999998
The constant M(49,38) is = -0.0380063775434451771364991725972000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(49,39) has to be equal to the sum of: 
M(147,88) = -0.0214879825945456575594591505975000000000
M(147,137) = -0.0130837214632404917337474286832000000000
Their sum is = -0.0345717040577861492932065792807000000000
The constant M(49,39) is = -0.0345717040577861492932065792807000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,40) has to be equal to the sum of: 
M(147,40) = -0.0222677293591753812744578925859000000000
M(147,89) = -0.0072017423823232058688994060664000000000
Their sum is = -0.0294694717414985871433572986523000000000
The constant M(49,40) is = -0.0294694717414985871433572986523000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,41) has to be equal to the sum of: 
M(147,41) = 0.00245258735579997758305618439928999999999
M(147,139) = -0.0123692153453581377525267004192000000000
Their sum is = -0.0099166279895581601694705160199100000000
The constant M(49,41) is = -0.0099166279895581601694705160199400000000
The difference (constant-sum) is = 2.999999998 E-32
**************************
The constant M(49,43) has to be equal to the sum of: 
M(147,43) = 0.00328657660922900685160997963981999999999
M(147,92) = -0.0174993092187216679037091222731000000000
Their sum is = -0.0142127326094926610520991426332800000000
The constant M(49,43) is = -0.0142127326094926610520991426333000000000
The difference (constant-sum) is = 1.999999997 E-32
**************************
The constant M(49,44) has to be equal to the sum of: 
M(147,44) = -0.0183007611263167215942761147723000000000
M(147,142) = -0.0215499253683370202925732484645000000000
Their sum is = -0.0398506864946537418868493632367999999998
The constant M(49,44) is = -0.0398506864946537418868493632368000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(49,45) has to be equal to the sum of: 
M(147,94) = -0.0176844840459366140168938686147000000000
M(147,143) = -0.0224964554598497987159586034269000000000
Their sum is = -0.0401809395057864127328524720416000000000
The constant M(49,45) is = -0.0401809395057864127328524720416000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,46) has to be equal to the sum of: 
M(147,46) = -0.0170919025000596585659059083054000000000
M(147,95) = -0.0179019769976307388004926087702000000000
Their sum is = -0.0349938794976903973663985170756000000000
The constant M(49,46) is = -0.0349938794976903973663985170756000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(49,47) has to be equal to the sum of: 
M(147,47) = -0.000386325498680412425440627118338000000000
M(147,145) = -0.0201052999326267578090218039440000000000
Their sum is = -0.0204916254313071702344624310623380000000
The constant M(49,47) is = -0.0204916254313071702344624310624000000000
The difference (constant-sum) is = 6.20000000 E-32
**************************
The constant M(49,48) has to be equal to the sum of: 
M(147,97) = -0.0126598875538997064671221635447000000000
M(147,146) = -0.0174481671185034381103905932069000000000
Their sum is = -0.0301080546724031445775127567515999999999
The constant M(49,48) is = -0.0301080546724031445775127567516000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(2,1) has to be equal to the sum of: 
M(148,1) = -0.0185482703959751228140695468310000000000
M(148,3) = 0.315691196508481540051002887578000000000
M(148,5) = 0.174216544678473523539298403904000000000
M(148,7) = 0.118217306139207996169912601465000000000
M(148,9) = -0.0171959497122598885293574260872000000000
M(148,11) = 0.067975108789692059697495819460500000000
M(148,13) = 0.0527016204410324155527832845034000000000
M(148,15) = -0.0154128228659612281080391157853000000000
M(148,17) = 0.0379320108892893257368464475115000000000
M(148,19) = 0.0347007831144140538893353830230000000000
M(148,21) = -0.0228537933069408031062840795723000000000
M(148,23) = 0.0187285358540694401401156679687000000000
M(148,25) = -0.0184682365970937121352013246047000000000
M(148,27) = -0.0255246464123195311747933120321000000000
M(148,29) = 0.0097581501097748287963211519448900000000
M(148,31) = 0.0116224637306379914974027597633000000000
M(148,33) = -0.0200688983095871295589190685443000000000
M(148,35) = -0.0214599775639335820764684315492000000000
M(148,39) = -0.0255374612298697864090356379320000000000
M(148,41) = 0.00184063799062028870936556640349000000000
M(148,43) = 0.00259913040354163649697620802666000000000
M(148,45) = -0.0225609614252001723999015006619000000000
M(148,47) = -0.00243836121249007426727294550348000000001
M(148,49) = -0.0191549031827701238941799805788000000000
M(148,51) = -0.0176943749045837774278467302829000000000
M(148,53) = -0.0047155827907993815099350873451100000000
M(148,55) = -0.0221953906944121917487966803680000000000
M(148,57) = -0.0229052427036288527050771225033000000000
M(148,59) = -0.0080093890932974473955125187753400000000
M(148,61) = -0.0091188073725427488988146924981000000000
M(148,63) = -0.0190639668738652202082075226777000000000
M(148,65) = -0.0236795961793994425888684166317000000000
M(148,67) = -0.0096146625286287565255471286056700000000
M(148,69) = -0.0236837808431596213783331361628000000000
M(148,71) = -0.0092918668592867200972518383601800000000
M(148,73) = -0.0124221382189374886429520277983000000000
M(148,75) = -0.0223482647205505408799159535388000000000
M(148,77) = -0.0222835823498761704568549215039000000000
M(148,79) = -0.0074037349127014847168417125056500000000
M(148,81) = -0.0198843742518302638049067097369000000000
M(148,83) = -0.0116686953112188297534455616097000000000
M(148,85) = -0.0218219149652902054402165387034000000000
M(148,87) = -0.0226397990041392668472425431622000000000
M(148,89) = -0.0143651556407429542295876476869000000000
M(148,91) = -0.0201929959398717999735135711337000000000
M(148,93) = -0.0196107036976962604367642450141000000000
M(148,95) = -0.0248362110835420267200955060085000000000
M(148,97) = -0.0150669982314984436398513059348000000000
M(148,99) = -0.0246478640432087350826343121822000000000
M(148,101) = -0.0149237935374514626193001502555000000000
M(148,103) = -0.0101988344859511067089121013383000000000
M(148,105) = -0.0235726120250437199807608226083000000000
M(148,107) = -0.0173205932814835878638955741960000000000
M(148,109) = -0.0125039965548994829510440665183000000000
M(148,113) = -0.0125308341197223364002292796034000000000
M(148,115) = -0.0220127048226267799777123921033000000000
M(148,117) = -0.0235004895770000081604787849894000000000
M(148,119) = -0.0234494693020411144650554710458000000000
M(148,121) = -0.0219127437731745582458907478355000000000
M(148,123) = -0.0210384339713495045470986662769000000000
M(148,125) = -0.0221799964909588112660738548717000000000
M(148,127) = -0.0152293428189325453237243906049000000000
M(148,129) = -0.0240006975276733640834656171565000000000
M(148,131) = -0.0184952610152608099731575005668000000000
M(148,133) = -0.0214063842656883945351440350017000000000
M(148,135) = -0.0191554981346832521031747517492000000000
M(148,137) = -0.0169630571628477744337737020594000000000
M(148,139) = -0.0198687050322638832838237939304000000000
M(148,141) = -0.0250502544951706160146763239993000000000
M(148,143) = -0.0212122981300605496896524457515000000000
M(148,145) = -0.0232642976575332931546748594821000000000
M(148,147) = -0.0233336292176926021842012376142000000000
And of the summand: 1/37
Their sum is = -0.238502787152357216244573161391062972947
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 2.411680011 E-31
**************************
The constant M(4,1) has to be equal to the sum of: 
M(148,1) = -0.0185482703959751228140695468310000000000
M(148,5) = 0.174216544678473523539298403904000000000
M(148,9) = -0.0171959497122598885293574260872000000000
M(148,13) = 0.0527016204410324155527832845034000000000
M(148,17) = 0.0379320108892893257368464475115000000000
M(148,21) = -0.0228537933069408031062840795723000000000
M(148,25) = -0.0184682365970937121352013246047000000000
M(148,29) = 0.0097581501097748287963211519448900000000
M(148,33) = -0.0200688983095871295589190685443000000000
M(148,41) = 0.00184063799062028870936556640349000000000
M(148,45) = -0.0225609614252001723999015006619000000000
M(148,49) = -0.0191549031827701238941799805788000000000
M(148,53) = -0.0047155827907993815099350873451100000000
M(148,57) = -0.0229052427036288527050771225033000000000
M(148,61) = -0.0091188073725427488988146924981000000000
M(148,65) = -0.0236795961793994425888684166317000000000
M(148,69) = -0.0236837808431596213783331361628000000000
M(148,73) = -0.0124221382189374886429520277983000000000
M(148,77) = -0.0222835823498761704568549215039000000000
M(148,81) = -0.0198843742518302638049067097369000000000
M(148,85) = -0.0218219149652902054402165387034000000000
M(148,89) = -0.0143651556407429542295876476869000000000
M(148,93) = -0.0196107036976962604367642450141000000000
M(148,97) = -0.0150669982314984436398513059348000000000
M(148,101) = -0.0149237935374514626193001502555000000000
M(148,105) = -0.0235726120250437199807608226083000000000
M(148,109) = -0.0125039965548994829510440665183000000000
M(148,113) = -0.0125308341197223364002292796034000000000
M(148,117) = -0.0235004895770000081604787849894000000000
M(148,121) = -0.0219127437731745582458907478355000000000
M(148,125) = -0.0221799964909588112660738548717000000000
M(148,129) = -0.0240006975276733640834656171565000000000
M(148,133) = -0.0214063842656883945351440350017000000000
M(148,137) = -0.0169630571628477744337737020594000000000
M(148,141) = -0.0250502544951706160146763239993000000000
M(148,145) = -0.0232642976575332931546748594821000000000
And of the summand: 1/37
Their sum is = -0.286742056226175198653945141486302972967
The constant M(4,1) is = -0.286742056226175198653945141486000000000
The difference (constant-sum) is = -3.029729660 E-31
**************************
The constant M(4,3) has to be equal to the sum of: 
M(148,3) = 0.315691196508481540051002887578000000000
M(148,7) = 0.118217306139207996169912601465000000000
M(148,11) = 0.067975108789692059697495819460500000000
M(148,15) = -0.0154128228659612281080391157853000000000
M(148,19) = 0.0347007831144140538893353830230000000000
M(148,23) = 0.0187285358540694401401156679687000000000
M(148,27) = -0.0255246464123195311747933120321000000000
M(148,31) = 0.0116224637306379914974027597633000000000
M(148,35) = -0.0214599775639335820764684315492000000000
M(148,39) = -0.0255374612298697864090356379320000000000
M(148,43) = 0.00259913040354163649697620802666000000000
M(148,47) = -0.00243836121249007426727294550348000000001
M(148,51) = -0.0176943749045837774278467302829000000000
M(148,55) = -0.0221953906944121917487966803680000000000
M(148,59) = -0.0080093890932974473955125187753400000000
M(148,63) = -0.0190639668738652202082075226777000000000
M(148,67) = -0.0096146625286287565255471286056700000000
M(148,71) = -0.0092918668592867200972518383601800000000
M(148,75) = -0.0223482647205505408799159535388000000000
M(148,79) = -0.0074037349127014847168417125056500000000
M(148,83) = -0.0116686953112188297534455616097000000000
M(148,87) = -0.0226397990041392668472425431622000000000
M(148,91) = -0.0201929959398717999735135711337000000000
M(148,95) = -0.0248362110835420267200955060085000000000
M(148,99) = -0.0246478640432087350826343121822000000000
M(148,103) = -0.0101988344859511067089121013383000000000
M(148,107) = -0.0173205932814835878638955741960000000000
M(148,115) = -0.0220127048226267799777123921033000000000
M(148,119) = -0.0234494693020411144650554710458000000000
M(148,123) = -0.0210384339713495045470986662769000000000
M(148,127) = -0.0152293428189325453237243906049000000000
M(148,131) = -0.0184952610152608099731575005668000000000
M(148,135) = -0.0191554981346832521031747517492000000000
M(148,139) = -0.0198687050322638832838237939304000000000
M(148,143) = -0.0212122981300605496896524457515000000000
M(148,147) = -0.0233336292176926021842012376142000000000
Their sum is = 0.0482392690738179824093719800952400000126
The constant M(4,3) is = 0.0482392690738179824093719800949000000000
The difference (constant-sum) is = 3.400000127 E-31
**************************
The constant M(37,1) has to be equal to the sum of: 
M(148,1) = -0.0185482703959751228140695468310000000000
M(148,75) = -0.0223482647205505408799159535388000000000
Their sum is = -0.0408965351165256636939855003698000000000
The constant M(37,1) is = -0.0408965351165256636939855003698000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,2) has to be equal to the sum of: 
M(148,39) = -0.0255374612298697864090356379320000000000
M(148,113) = -0.0125308341197223364002292796034000000000
And of the summand: 1/2
Their sum is = 0.461931704650407877190735082464600000000
The constant M(37,2) is = 0.461931704650407877190735082465000000000
The difference (constant-sum) is = -3.999999993 E-31
**************************
The constant M(37,3) has to be equal to the sum of: 
M(148,3) = 0.315691196508481540051002887578000000000
M(148,77) = -0.0222835823498761704568549215039000000000
Their sum is = 0.293407614158605369594147966074100000001
The constant M(37,3) is = 0.293407614158605369594147966074000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(37,4) has to be equal to the sum of: 
M(148,41) = 0.00184063799062028870936556640349000000000
M(148,115) = -0.0220127048226267799777123921033000000000
Their sum is = -0.0201720668320064912683468256998100000000
The constant M(37,4) is = -0.0201720668320064912683468256998000000000
The difference (constant-sum) is = -9.99999996 E-33
**************************
The constant M(37,5) has to be equal to the sum of: 
M(148,5) = 0.174216544678473523539298403904000000000
M(148,79) = -0.0074037349127014847168417125056500000000
Their sum is = 0.166812809765772038822456691398350000000
The constant M(37,5) is = 0.166812809765772038822456691397999999999
The difference (constant-sum) is = 3.500000010 E-31
**************************
The constant M(37,6) has to be equal to the sum of: 
M(148,43) = 0.00259913040354163649697620802666000000000
M(148,117) = -0.0235004895770000081604787849894000000000
Their sum is = -0.0209013591734583716635025769627400000000
The constant M(37,6) is = -0.0209013591734583716635025769627000000000
The difference (constant-sum) is = -4.000000004 E-32
**************************
The constant M(37,7) has to be equal to the sum of: 
M(148,7) = 0.118217306139207996169912601465000000000
M(148,81) = -0.0198843742518302638049067097369000000000
Their sum is = 0.098332931887377732365005891728100000000
The constant M(37,7) is = 0.098332931887377732365005891728000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(37,8) has to be equal to the sum of: 
M(148,45) = -0.0225609614252001723999015006619000000000
M(148,119) = -0.0234494693020411144650554710458000000000
Their sum is = -0.0460104307272412868649569717077000000000
The constant M(37,8) is = -0.0460104307272412868649569717077000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,9) has to be equal to the sum of: 
M(148,9) = -0.0171959497122598885293574260872000000000
M(148,83) = -0.0116686953112188297534455616097000000000
Their sum is = -0.0288646450234787182828029876968999999999
The constant M(37,9) is = -0.0288646450234787182828029876969000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(37,10) has to be equal to the sum of: 
M(148,47) = -0.00243836121249007426727294550348000000001
M(148,121) = -0.0219127437731745582458907478355000000000
Their sum is = -0.0243511049856646325131636933389799999999
The constant M(37,10) is = -0.0243511049856646325131636933390000000000
The difference (constant-sum) is = 2.000000011 E-32
**************************
The constant M(37,11) has to be equal to the sum of: 
M(148,11) = 0.067975108789692059697495819460500000000
M(148,85) = -0.0218219149652902054402165387034000000000
Their sum is = 0.0461531938244018542572792807571000000000
The constant M(37,11) is = 0.0461531938244018542572792807570000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(37,12) has to be equal to the sum of: 
M(148,49) = -0.0191549031827701238941799805788000000000
M(148,123) = -0.0210384339713495045470986662769000000000
Their sum is = -0.0401933371541196284412786468557000000000
The constant M(37,12) is = -0.0401933371541196284412786468557000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,13) has to be equal to the sum of: 
M(148,13) = 0.0527016204410324155527832845034000000000
M(148,87) = -0.0226397990041392668472425431622000000000
Their sum is = 0.0300618214368931487055407413412000000000
The constant M(37,13) is = 0.0300618214368931487055407413412000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,14) has to be equal to the sum of: 
M(148,51) = -0.0176943749045837774278467302829000000000
M(148,125) = -0.0221799964909588112660738548717000000000
Their sum is = -0.0398743713955425886939205851546000000000
The constant M(37,14) is = -0.0398743713955425886939205851546000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,15) has to be equal to the sum of: 
M(148,15) = -0.0154128228659612281080391157853000000000
M(148,89) = -0.0143651556407429542295876476869000000000
Their sum is = -0.0297779785067041823376267634722000000000
The constant M(37,15) is = -0.0297779785067041823376267634721000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(37,16) has to be equal to the sum of: 
M(148,53) = -0.0047155827907993815099350873451100000000
M(148,127) = -0.0152293428189325453237243906049000000000
Their sum is = -0.0199449256097319268336594779500099999999
The constant M(37,16) is = -0.0199449256097319268336594779501000000000
The difference (constant-sum) is = 9.00000000 E-32
**************************
The constant M(37,17) has to be equal to the sum of: 
M(148,17) = 0.0379320108892893257368464475115000000000
M(148,91) = -0.0201929959398717999735135711337000000000
Their sum is = 0.0177390149494175257633328763778000000000
The constant M(37,17) is = 0.0177390149494175257633328763779000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(37,18) has to be equal to the sum of: 
M(148,55) = -0.0221953906944121917487966803680000000000
M(148,129) = -0.0240006975276733640834656171565000000000
Their sum is = -0.0461960882220855558322622975245000000000
The constant M(37,18) is = -0.0461960882220855558322622975245000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,19) has to be equal to the sum of: 
M(148,19) = 0.0347007831144140538893353830230000000000
M(148,93) = -0.0196107036976962604367642450141000000000
Their sum is = 0.0150900794167177934525711380088999999999
The constant M(37,19) is = 0.0150900794167177934525711380089000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(37,20) has to be equal to the sum of: 
M(148,57) = -0.0229052427036288527050771225033000000000
M(148,131) = -0.0184952610152608099731575005668000000000
Their sum is = -0.0414005037188896626782346230701000000000
The constant M(37,20) is = -0.0414005037188896626782346230701000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,21) has to be equal to the sum of: 
M(148,21) = -0.0228537933069408031062840795723000000000
M(148,95) = -0.0248362110835420267200955060085000000000
Their sum is = -0.0476900043904828298263795855808000000000
The constant M(37,21) is = -0.0476900043904828298263795855808000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,22) has to be equal to the sum of: 
M(148,59) = -0.0080093890932974473955125187753400000000
M(148,133) = -0.0214063842656883945351440350017000000000
Their sum is = -0.0294157733589858419306565537770399999999
The constant M(37,22) is = -0.0294157733589858419306565537770000000000
The difference (constant-sum) is = -3.999999994 E-32
**************************
The constant M(37,23) has to be equal to the sum of: 
M(148,23) = 0.0187285358540694401401156679687000000000
M(148,97) = -0.0150669982314984436398513059348000000000
Their sum is = 0.00366153762257099650026436203390000000002
The constant M(37,23) is = 0.00366153762257099650026436203386000000000
The difference (constant-sum) is = 4.000000002 E-32
**************************
The constant M(37,24) has to be equal to the sum of: 
M(148,61) = -0.0091188073725427488988146924981000000000
M(148,135) = -0.0191554981346832521031747517492000000000
Their sum is = -0.0282743055072260010019894442473000000000
The constant M(37,24) is = -0.0282743055072260010019894442473000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,25) has to be equal to the sum of: 
M(148,25) = -0.0184682365970937121352013246047000000000
M(148,99) = -0.0246478640432087350826343121822000000000
Their sum is = -0.0431161006403024472178356367869000000000
The constant M(37,25) is = -0.0431161006403024472178356367869000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,26) has to be equal to the sum of: 
M(148,63) = -0.0190639668738652202082075226777000000000
M(148,137) = -0.0169630571628477744337737020594000000000
Their sum is = -0.0360270240367129946419812247371000000000
The constant M(37,26) is = -0.0360270240367129946419812247370000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(37,27) has to be equal to the sum of: 
M(148,27) = -0.0255246464123195311747933120321000000000
M(148,101) = -0.0149237935374514626193001502555000000000
Their sum is = -0.0404484399497709937940934622875999999998
The constant M(37,27) is = -0.0404484399497709937940934622876000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(37,28) has to be equal to the sum of: 
M(148,65) = -0.0236795961793994425888684166317000000000
M(148,139) = -0.0198687050322638832838237939304000000000
Their sum is = -0.0435483012116633258726922105620999999998
The constant M(37,28) is = -0.0435483012116633258726922105621000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(37,29) has to be equal to the sum of: 
M(148,29) = 0.0097581501097748287963211519448900000000
M(148,103) = -0.0101988344859511067089121013383000000000
Their sum is = -0.000440684376176277912590949393409999999970
The constant M(37,29) is = -0.000440684376176277912590949393454000000000
The difference (constant-sum) is = 4.400000002872785532 E-32
**************************
The constant M(37,30) has to be equal to the sum of: 
M(148,67) = -0.0096146625286287565255471286056700000000
M(148,141) = -0.0250502544951706160146763239993000000000
Their sum is = -0.0346649170237993725402234526049700000000
The constant M(37,30) is = -0.0346649170237993725402234526049000000000
The difference (constant-sum) is = -6.99999998 E-32
**************************
The constant M(37,31) has to be equal to the sum of: 
M(148,31) = 0.0116224637306379914974027597633000000000
M(148,105) = -0.0235726120250437199807608226083000000000
Their sum is = -0.0119501482944057284833580628450000000000
The constant M(37,31) is = -0.0119501482944057284833580628450000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(37,32) has to be equal to the sum of: 
M(148,69) = -0.0236837808431596213783331361628000000000
M(148,143) = -0.0212122981300605496896524457515000000000
Their sum is = -0.0448960789732201710679855819143000000000
The constant M(37,32) is = -0.0448960789732201710679855819143000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,33) has to be equal to the sum of: 
M(148,33) = -0.0200688983095871295589190685443000000000
M(148,107) = -0.0173205932814835878638955741960000000000
Their sum is = -0.0373894915910707174228146427402999999998
The constant M(37,33) is = -0.0373894915910707174228146427404000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(37,34) has to be equal to the sum of: 
M(148,71) = -0.0092918668592867200972518383601800000000
M(148,145) = -0.0232642976575332931546748594821000000000
Their sum is = -0.0325561645168200132519266978422799999999
The constant M(37,34) is = -0.0325561645168200132519266978423000000000
The difference (constant-sum) is = 2.000000011 E-32
**************************
The constant M(37,35) has to be equal to the sum of: 
M(148,35) = -0.0214599775639335820764684315492000000000
M(148,109) = -0.0125039965548994829510440665183000000000
Their sum is = -0.0339639741188330650275124980674999999999
The constant M(37,35) is = -0.0339639741188330650275124980674999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(37,36) has to be equal to the sum of: 
M(148,73) = -0.0124221382189374886429520277983000000000
M(148,147) = -0.0233336292176926021842012376142000000000
Their sum is = -0.0357557674366300908271532654125000000000
The constant M(37,36) is = -0.0357557674366300908271532654125000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(74,1) has to be equal to the sum of: 
M(148,1) = -0.0185482703959751228140695468310000000000
M(148,75) = -0.0223482647205505408799159535388000000000
Their sum is = -0.0408965351165256636939855003698000000000
The constant M(74,1) is = -0.0408965351165256636939855003698000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(74,3) has to be equal to the sum of: 
M(148,3) = 0.315691196508481540051002887578000000000
M(148,77) = -0.0222835823498761704568549215039000000000
Their sum is = 0.293407614158605369594147966074100000001
The constant M(74,3) is = 0.293407614158605369594147966074000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(74,5) has to be equal to the sum of: 
M(148,5) = 0.174216544678473523539298403904000000000
M(148,79) = -0.0074037349127014847168417125056500000000
Their sum is = 0.166812809765772038822456691398350000000
The constant M(74,5) is = 0.166812809765772038822456691397999999999
The difference (constant-sum) is = 3.500000010 E-31
**************************
The constant M(74,7) has to be equal to the sum of: 
M(148,7) = 0.118217306139207996169912601465000000000
M(148,81) = -0.0198843742518302638049067097369000000000
Their sum is = 0.098332931887377732365005891728100000000
The constant M(74,7) is = 0.098332931887377732365005891728000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(74,9) has to be equal to the sum of: 
M(148,9) = -0.0171959497122598885293574260872000000000
M(148,83) = -0.0116686953112188297534455616097000000000
Their sum is = -0.0288646450234787182828029876968999999999
The constant M(74,9) is = -0.0288646450234787182828029876969000000000
The difference (constant-sum) is = 9.18354961 E-41
**************************
The constant M(74,11) has to be equal to the sum of: 
M(148,11) = 0.067975108789692059697495819460500000000
M(148,85) = -0.0218219149652902054402165387034000000000
Their sum is = 0.0461531938244018542572792807571000000000
The constant M(74,11) is = 0.0461531938244018542572792807570000000000
The difference (constant-sum) is = 1.000000000 E-31
**************************
The constant M(74,13) has to be equal to the sum of: 
M(148,13) = 0.0527016204410324155527832845034000000000
M(148,87) = -0.0226397990041392668472425431622000000000
Their sum is = 0.0300618214368931487055407413412000000000
The constant M(74,13) is = 0.0300618214368931487055407413412000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(74,15) has to be equal to the sum of: 
M(148,15) = -0.0154128228659612281080391157853000000000
M(148,89) = -0.0143651556407429542295876476869000000000
Their sum is = -0.0297779785067041823376267634722000000000
The constant M(74,15) is = -0.0297779785067041823376267634721000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(74,17) has to be equal to the sum of: 
M(148,17) = 0.0379320108892893257368464475115000000000
M(148,91) = -0.0201929959398717999735135711337000000000
Their sum is = 0.0177390149494175257633328763778000000000
The constant M(74,17) is = 0.0177390149494175257633328763779000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(74,19) has to be equal to the sum of: 
M(148,19) = 0.0347007831144140538893353830230000000000
M(148,93) = -0.0196107036976962604367642450141000000000
Their sum is = 0.0150900794167177934525711380088999999999
The constant M(74,19) is = 0.0150900794167177934525711380089000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(74,21) has to be equal to the sum of: 
M(148,21) = -0.0228537933069408031062840795723000000000
M(148,95) = -0.0248362110835420267200955060085000000000
Their sum is = -0.0476900043904828298263795855808000000000
The constant M(74,21) is = -0.0476900043904828298263795855808000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(74,23) has to be equal to the sum of: 
M(148,23) = 0.0187285358540694401401156679687000000000
M(148,97) = -0.0150669982314984436398513059348000000000
Their sum is = 0.00366153762257099650026436203390000000002
The constant M(74,23) is = 0.00366153762257099650026436203386000000000
The difference (constant-sum) is = 4.000000002 E-32
**************************
The constant M(74,25) has to be equal to the sum of: 
M(148,25) = -0.0184682365970937121352013246047000000000
M(148,99) = -0.0246478640432087350826343121822000000000
Their sum is = -0.0431161006403024472178356367869000000000
The constant M(74,25) is = -0.0431161006403024472178356367869000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(74,27) has to be equal to the sum of: 
M(148,27) = -0.0255246464123195311747933120321000000000
M(148,101) = -0.0149237935374514626193001502555000000000
Their sum is = -0.0404484399497709937940934622875999999998
The constant M(74,27) is = -0.0404484399497709937940934622876000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(74,29) has to be equal to the sum of: 
M(148,29) = 0.0097581501097748287963211519448900000000
M(148,103) = -0.0101988344859511067089121013383000000000
Their sum is = -0.000440684376176277912590949393409999999970
The constant M(74,29) is = -0.000440684376176277912590949393454000000000
The difference (constant-sum) is = 4.400000002872785532 E-32
**************************
The constant M(74,31) has to be equal to the sum of: 
M(148,31) = 0.0116224637306379914974027597633000000000
M(148,105) = -0.0235726120250437199807608226083000000000
Their sum is = -0.0119501482944057284833580628450000000000
The constant M(74,31) is = -0.0119501482944057284833580628450000000000
The difference (constant-sum) is = -4.59177480 E-41
**************************
The constant M(74,33) has to be equal to the sum of: 
M(148,33) = -0.0200688983095871295589190685443000000000
M(148,107) = -0.0173205932814835878638955741960000000000
Their sum is = -0.0373894915910707174228146427402999999998
The constant M(74,33) is = -0.0373894915910707174228146427404000000000
The difference (constant-sum) is = 1.000000001 E-31
**************************
The constant M(74,35) has to be equal to the sum of: 
M(148,35) = -0.0214599775639335820764684315492000000000
M(148,109) = -0.0125039965548994829510440665183000000000
Their sum is = -0.0339639741188330650275124980674999999999
The constant M(74,35) is = -0.0339639741188330650275124980674999999999
The difference (constant-sum) is = 0.E-40
**************************
The constant M(74,39) has to be equal to the sum of: 
M(148,39) = -0.0255374612298697864090356379320000000000
M(148,113) = -0.0125308341197223364002292796034000000000
Their sum is = -0.0380682953495921228092649175354000000000
The constant M(74,39) is = -0.0380682953495921228092649175354000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(74,41) has to be equal to the sum of: 
M(148,41) = 0.00184063799062028870936556640349000000000
M(148,115) = -0.0220127048226267799777123921033000000000
Their sum is = -0.0201720668320064912683468256998100000000
The constant M(74,41) is = -0.0201720668320064912683468256998000000000
The difference (constant-sum) is = -9.99999996 E-33
**************************
The constant M(74,43) has to be equal to the sum of: 
M(148,43) = 0.00259913040354163649697620802666000000000
M(148,117) = -0.0235004895770000081604787849894000000000
Their sum is = -0.0209013591734583716635025769627400000000
The constant M(74,43) is = -0.0209013591734583716635025769627000000000
The difference (constant-sum) is = -4.000000004 E-32
**************************
The constant M(74,45) has to be equal to the sum of: 
M(148,45) = -0.0225609614252001723999015006619000000000
M(148,119) = -0.0234494693020411144650554710458000000000
Their sum is = -0.0460104307272412868649569717077000000000
The constant M(74,45) is = -0.0460104307272412868649569717077000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(74,47) has to be equal to the sum of: 
M(148,47) = -0.00243836121249007426727294550348000000001
M(148,121) = -0.0219127437731745582458907478355000000000
Their sum is = -0.0243511049856646325131636933389799999999
The constant M(74,47) is = -0.0243511049856646325131636933390000000000
The difference (constant-sum) is = 2.000000011 E-32
**************************
The constant M(74,49) has to be equal to the sum of: 
M(148,49) = -0.0191549031827701238941799805788000000000
M(148,123) = -0.0210384339713495045470986662769000000000
Their sum is = -0.0401933371541196284412786468557000000000
The constant M(74,49) is = -0.0401933371541196284412786468557000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(74,51) has to be equal to the sum of: 
M(148,51) = -0.0176943749045837774278467302829000000000
M(148,125) = -0.0221799964909588112660738548717000000000
Their sum is = -0.0398743713955425886939205851546000000000
The constant M(74,51) is = -0.0398743713955425886939205851546000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(74,53) has to be equal to the sum of: 
M(148,53) = -0.0047155827907993815099350873451100000000
M(148,127) = -0.0152293428189325453237243906049000000000
Their sum is = -0.0199449256097319268336594779500099999999
The constant M(74,53) is = -0.0199449256097319268336594779501000000000
The difference (constant-sum) is = 9.00000000 E-32
**************************
The constant M(74,55) has to be equal to the sum of: 
M(148,55) = -0.0221953906944121917487966803680000000000
M(148,129) = -0.0240006975276733640834656171565000000000
Their sum is = -0.0461960882220855558322622975245000000000
The constant M(74,55) is = -0.0461960882220855558322622975245000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(74,57) has to be equal to the sum of: 
M(148,57) = -0.0229052427036288527050771225033000000000
M(148,131) = -0.0184952610152608099731575005668000000000
Their sum is = -0.0414005037188896626782346230701000000000
The constant M(74,57) is = -0.0414005037188896626782346230701000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(74,59) has to be equal to the sum of: 
M(148,59) = -0.0080093890932974473955125187753400000000
M(148,133) = -0.0214063842656883945351440350017000000000
Their sum is = -0.0294157733589858419306565537770399999999
The constant M(74,59) is = -0.0294157733589858419306565537770000000000
The difference (constant-sum) is = -3.999999994 E-32
**************************
The constant M(74,61) has to be equal to the sum of: 
M(148,61) = -0.0091188073725427488988146924981000000000
M(148,135) = -0.0191554981346832521031747517492000000000
Their sum is = -0.0282743055072260010019894442473000000000
The constant M(74,61) is = -0.0282743055072260010019894442473000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(74,63) has to be equal to the sum of: 
M(148,63) = -0.0190639668738652202082075226777000000000
M(148,137) = -0.0169630571628477744337737020594000000000
Their sum is = -0.0360270240367129946419812247371000000000
The constant M(74,63) is = -0.0360270240367129946419812247370000000000
The difference (constant-sum) is = -1.000000000 E-31
**************************
The constant M(74,65) has to be equal to the sum of: 
M(148,65) = -0.0236795961793994425888684166317000000000
M(148,139) = -0.0198687050322638832838237939304000000000
Their sum is = -0.0435483012116633258726922105620999999998
The constant M(74,65) is = -0.0435483012116633258726922105621000000000
The difference (constant-sum) is = 1.836709923 E-40
**************************
The constant M(74,67) has to be equal to the sum of: 
M(148,67) = -0.0096146625286287565255471286056700000000
M(148,141) = -0.0250502544951706160146763239993000000000
Their sum is = -0.0346649170237993725402234526049700000000
The constant M(74,67) is = -0.0346649170237993725402234526049000000000
The difference (constant-sum) is = -6.99999998 E-32
**************************
The constant M(74,69) has to be equal to the sum of: 
M(148,69) = -0.0236837808431596213783331361628000000000
M(148,143) = -0.0212122981300605496896524457515000000000
Their sum is = -0.0448960789732201710679855819143000000000
The constant M(74,69) is = -0.0448960789732201710679855819143000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(74,71) has to be equal to the sum of: 
M(148,71) = -0.0092918668592867200972518383601800000000
M(148,145) = -0.0232642976575332931546748594821000000000
Their sum is = -0.0325561645168200132519266978422799999999
The constant M(74,71) is = -0.0325561645168200132519266978423000000000
The difference (constant-sum) is = 2.000000011 E-32
**************************
The constant M(74,73) has to be equal to the sum of: 
M(148,73) = -0.0124221382189374886429520277983000000000
M(148,147) = -0.0233336292176926021842012376142000000000
Their sum is = -0.0357557674366300908271532654125000000000
The constant M(74,73) is = -0.0357557674366300908271532654125000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(2,1) has to be equal to the sum of: 
M(150,1) = -0.0385896949322559693063799530552000000000
M(150,7) = 0.109163579260307044065729142523000000000
M(150,11) = 0.0507465810300101929227149690339000000000
M(150,13) = 0.0416150311399095214658246133626000000000
M(150,17) = 0.0229226171957627920225929193504000000000
M(150,19) = 0.0078807474067705411869741231940100000000
M(150,23) = 0.00338746260364564958130369126982000000000
M(150,29) = -0.0061568438857389723260185139390100000000
M(150,31) = -0.0057023679469133458942101762418100000000
M(150,37) = -0.0139514949754141605527868126486000000000
M(150,41) = -0.0148727911292954070420622982163000000000
M(150,43) = -0.0175978115237723515268739356212000000000
M(150,47) = -0.0152011379267560702450575688075000000000
M(150,49) = -0.0393677972206650680451474720656000000000
M(150,53) = -0.0224927746399570991314918887782000000000
M(150,59) = -0.0228170054097164913593629962128000000000
M(150,61) = -0.0260359680113140182177177269021000000000
M(150,67) = -0.0294533493119099627408535366446000000000
M(150,71) = -0.0313003313969919724256064519247000000000
M(150,73) = -0.0233818574045230238940701368879000000000
M(150,77) = -0.0408565092919908464017203765391000000000
M(150,79) = -0.0265495312729271404739925747208000000000
M(150,83) = -0.0268652979289423040879443528632000000000
M(150,89) = -0.0288703243899723559563748507301000000000
M(150,91) = -0.0416935666918755940981653918437000000000
M(150,97) = -0.0328696508641808634044605786343000000000
M(150,101) = -0.0292866344061318540789511625182000000000
M(150,103) = -0.0367417141117047041898497447013000000000
M(150,107) = -0.0325754935802395923333145375446999999999
M(150,109) = -0.0344875031187497135594646718146000000000
M(150,113) = -0.0326022174551577496758938003139999999999
M(150,119) = -0.0395357865688641772951438003037000000000
M(150,121) = -0.0386263813812086046058494839371000000000
M(150,127) = -0.0335628157399870912045074366153000000000
M(150,131) = -0.0334732951212824103931402680927000000000
M(150,133) = -0.0395636373440981331880138669141000000000
M(150,137) = -0.0375192684136160310435783861470000000000
M(150,139) = -0.0373746954649304909358339470326000000000
M(150,143) = -0.0404401126269563788398202831657000000000
M(150,149) = -0.0371364776340563423493869710806000000000
And of the summand: 1/3
And of the summand: 1/5
Their sum is = -0.238502787152357216244573161391256666646
The constant M(2,1) is = -0.238502787152357216244573161391304140948433351738800793807935786075075489102631790285857368565753348948382271123513978002216609675729955575456512598027613593338050442906074182872252257880147411927337279358555357674099764568948227678260743367700196852361683762418509407096177152417340276365779840285412
The difference (constant-sum) is = 4.747430244 E-32
**************************
The constant M(3,1) has to be equal to the sum of: 
M(150,1) = -0.0385896949322559693063799530552000000000
M(150,7) = 0.109163579260307044065729142523000000000
M(150,13) = 0.0416150311399095214658246133626000000000
M(150,19) = 0.0078807474067705411869741231940100000000
M(150,31) = -0.0057023679469133458942101762418100000000
M(150,37) = -0.0139514949754141605527868126486000000000
M(150,43) = -0.0175978115237723515268739356212000000000
M(150,49) = -0.0393677972206650680451474720656000000000
M(150,61) = -0.0260359680113140182177177269021000000000
M(150,67) = -0.0294533493119099627408535366446000000000
M(150,73) = -0.0233818574045230238940701368879000000000
M(150,79) = -0.0265495312729271404739925747208000000000
M(150,91) = -0.0416935666918755940981653918437000000000
M(150,97) = -0.0328696508641808634044605786343000000000
M(150,103) = -0.0367417141117047041898497447013000000000
M(150,109) = -0.0344875031187497135594646718146000000000
M(150,121) = -0.0386263813812086046058494839371000000000
M(150,127) = -0.0335628157399870912045074366153000000000
M(150,133) = -0.0395636373440981331880138669141000000000
M(150,139) = -0.0373746954649304909358339470326000000000
Their sum is = -0.356890479509443129119649567201199999996
The constant M(3,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -1.999999959 E-31
**************************
The constant M(3,2) has to be equal to the sum of: 
M(150,11) = 0.0507465810300101929227149690339000000000
M(150,17) = 0.0229226171957627920225929193504000000000
M(150,23) = 0.00338746260364564958130369126982000000000
M(150,29) = -0.0061568438857389723260185139390100000000
M(150,41) = -0.0148727911292954070420622982163000000000
M(150,47) = -0.0152011379267560702450575688075000000000
M(150,53) = -0.0224927746399570991314918887782000000000
M(150,59) = -0.0228170054097164913593629962128000000000
M(150,71) = -0.0313003313969919724256064519247000000000
M(150,77) = -0.0408565092919908464017203765391000000000
M(150,83) = -0.0268652979289423040879443528632000000000
M(150,89) = -0.0288703243899723559563748507301000000000
M(150,101) = -0.0292866344061318540789511625182000000000
M(150,107) = -0.0325754935802395923333145375446999999999
M(150,113) = -0.0326022174551577496758938003139999999999
M(150,119) = -0.0395357865688641772951438003037000000000
M(150,131) = -0.0334732951212824103931402680927000000000
M(150,137) = -0.0375192684136160310435783861470000000000
M(150,143) = -0.0404401126269563788398202831657000000000
M(150,149) = -0.0371364776340563423493869710806000000000
And of the summand: 1/2
And of the summand: 1/5
Their sum is = 0.285054359023752579541743072476610000003
The constant M(3,2) is = 0.285054359023752579541743072476999999999
The difference (constant-sum) is = -3.899999968 E-31
**************************
The constant M(5,1) has to be equal to the sum of: 
M(150,1) = -0.0385896949322559693063799530552000000000
M(150,11) = 0.0507465810300101929227149690339000000000
M(150,31) = -0.0057023679469133458942101762418100000000
M(150,41) = -0.0148727911292954070420622982163000000000
M(150,61) = -0.0260359680113140182177177269021000000000
M(150,71) = -0.0313003313969919724256064519247000000000
M(150,91) = -0.0416935666918755940981653918437000000000
M(150,101) = -0.0292866344061318540789511625182000000000
M(150,121) = -0.0386263813812086046058494839371000000000
M(150,131) = -0.0334732951212824103931402680927000000000
Their sum is = -0.208834449987258983139367943697909999999
The constant M(5,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 9.00000014 E-32
**************************
The constant M(5,2) has to be equal to the sum of: 
M(150,7) = 0.109163579260307044065729142523000000000
M(150,17) = 0.0229226171957627920225929193504000000000
M(150,37) = -0.0139514949754141605527868126486000000000
M(150,47) = -0.0152011379267560702450575688075000000000
M(150,67) = -0.0294533493119099627408535366446000000000
M(150,77) = -0.0408565092919908464017203765391000000000
M(150,97) = -0.0328696508641808634044605786343000000000
M(150,107) = -0.0325754935802395923333145375446999999999
M(150,127) = -0.0335628157399870912045074366153000000000
M(150,137) = -0.0375192684136160310435783861470000000000
And of the summand: 1/2
Their sum is = 0.396096476351975218162042828292300000002
The constant M(5,2) is = 0.396096476351975218162042828292000000000
The difference (constant-sum) is = 3.000000012 E-31
**************************
The constant M(5,3) has to be equal to the sum of: 
M(150,13) = 0.0416150311399095214658246133626000000000
M(150,23) = 0.00338746260364564958130369126982000000000
M(150,43) = -0.0175978115237723515268739356212000000000
M(150,53) = -0.0224927746399570991314918887782000000000
M(150,73) = -0.0233818574045230238940701368879000000000
M(150,83) = -0.0268652979289423040879443528632000000000
M(150,103) = -0.0367417141117047041898497447013000000000
M(150,113) = -0.0326022174551577496758938003139999999999
M(150,133) = -0.0395636373440981331880138669141000000000
M(150,143) = -0.0404401126269563788398202831657000000000
And of the summand: 1/3
Their sum is = 0.138650404041776759846503628720153333334
The constant M(5,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 1.533333345 E-31
**************************
The constant M(5,4) has to be equal to the sum of: 
M(150,19) = 0.0078807474067705411869741231940100000000
M(150,29) = -0.0061568438857389723260185139390100000000
M(150,49) = -0.0393677972206650680451474720656000000000
M(150,59) = -0.0228170054097164913593629962128000000000
M(150,79) = -0.0265495312729271404739925747208000000000
M(150,89) = -0.0288703243899723559563748507301000000000
M(150,109) = -0.0344875031187497135594646718146000000000
M(150,119) = -0.0395357865688641772951438003037000000000
M(150,139) = -0.0373746954649304909358339470326000000000
M(150,149) = -0.0371364776340563423493869710806000000000
Their sum is = -0.264415217558850211113751674705799999999
The constant M(5,4) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 2.000000018 E-31
**************************
The constant M(6,1) has to be equal to the sum of: 
M(150,1) = -0.0385896949322559693063799530552000000000
M(150,7) = 0.109163579260307044065729142523000000000
M(150,13) = 0.0416150311399095214658246133626000000000
M(150,19) = 0.0078807474067705411869741231940100000000
M(150,31) = -0.0057023679469133458942101762418100000000
M(150,37) = -0.0139514949754141605527868126486000000000
M(150,43) = -0.0175978115237723515268739356212000000000
M(150,49) = -0.0393677972206650680451474720656000000000
M(150,61) = -0.0260359680113140182177177269021000000000
M(150,67) = -0.0294533493119099627408535366446000000000
M(150,73) = -0.0233818574045230238940701368879000000000
M(150,79) = -0.0265495312729271404739925747208000000000
M(150,91) = -0.0416935666918755940981653918437000000000
M(150,97) = -0.0328696508641808634044605786343000000000
M(150,103) = -0.0367417141117047041898497447013000000000
M(150,109) = -0.0344875031187497135594646718146000000000
M(150,121) = -0.0386263813812086046058494839371000000000
M(150,127) = -0.0335628157399870912045074366153000000000
M(150,133) = -0.0395636373440981331880138669141000000000
M(150,139) = -0.0373746954649304909358339470326000000000
Their sum is = -0.356890479509443129119649567201199999996
The constant M(6,1) is = -0.356890479509443129119649567201000000000
The difference (constant-sum) is = -1.999999959 E-31
**************************
The constant M(6,5) has to be equal to the sum of: 
M(150,11) = 0.0507465810300101929227149690339000000000
M(150,17) = 0.0229226171957627920225929193504000000000
M(150,23) = 0.00338746260364564958130369126982000000000
M(150,29) = -0.0061568438857389723260185139390100000000
M(150,41) = -0.0148727911292954070420622982163000000000
M(150,47) = -0.0152011379267560702450575688075000000000
M(150,53) = -0.0224927746399570991314918887782000000000
M(150,59) = -0.0228170054097164913593629962128000000000
M(150,71) = -0.0313003313969919724256064519247000000000
M(150,77) = -0.0408565092919908464017203765391000000000
M(150,83) = -0.0268652979289423040879443528632000000000
M(150,89) = -0.0288703243899723559563748507301000000000
M(150,101) = -0.0292866344061318540789511625182000000000
M(150,107) = -0.0325754935802395923333145375446999999999
M(150,113) = -0.0326022174551577496758938003139999999999
M(150,119) = -0.0395357865688641772951438003037000000000
M(150,131) = -0.0334732951212824103931402680927000000000
M(150,137) = -0.0375192684136160310435783861470000000000
M(150,143) = -0.0404401126269563788398202831657000000000
M(150,149) = -0.0371364776340563423493869710806000000000
And of the summand: 1/5
Their sum is = -0.214945640976247420458256927523389999994
The constant M(6,5) is = -0.214945640976247420458256927523000000000
The difference (constant-sum) is = -3.899999946 E-31
**************************
The constant M(10,1) has to be equal to the sum of: 
M(150,1) = -0.0385896949322559693063799530552000000000
M(150,11) = 0.0507465810300101929227149690339000000000
M(150,31) = -0.0057023679469133458942101762418100000000
M(150,41) = -0.0148727911292954070420622982163000000000
M(150,61) = -0.0260359680113140182177177269021000000000
M(150,71) = -0.0313003313969919724256064519247000000000
M(150,91) = -0.0416935666918755940981653918437000000000
M(150,101) = -0.0292866344061318540789511625182000000000
M(150,121) = -0.0386263813812086046058494839371000000000
M(150,131) = -0.0334732951212824103931402680927000000000
Their sum is = -0.208834449987258983139367943697909999999
The constant M(10,1) is = -0.208834449987258983139367943698000000000
The difference (constant-sum) is = 9.00000014 E-32
**************************
The constant M(10,3) has to be equal to the sum of: 
M(150,13) = 0.0416150311399095214658246133626000000000
M(150,23) = 0.00338746260364564958130369126982000000000
M(150,43) = -0.0175978115237723515268739356212000000000
M(150,53) = -0.0224927746399570991314918887782000000000
M(150,73) = -0.0233818574045230238940701368879000000000
M(150,83) = -0.0268652979289423040879443528632000000000
M(150,103) = -0.0367417141117047041898497447013000000000
M(150,113) = -0.0326022174551577496758938003139999999999
M(150,133) = -0.0395636373440981331880138669141000000000
M(150,143) = -0.0404401126269563788398202831657000000000
And of the summand: 1/3
Their sum is = 0.138650404041776759846503628720153333334
The constant M(10,3) is = 0.138650404041776759846503628720000000000
The difference (constant-sum) is = 1.533333345 E-31
**************************
The constant M(10,7) has to be equal to the sum of: 
M(150,7) = 0.109163579260307044065729142523000000000
M(150,17) = 0.0229226171957627920225929193504000000000
M(150,37) = -0.0139514949754141605527868126486000000000
M(150,47) = -0.0152011379267560702450575688075000000000
M(150,67) = -0.0294533493119099627408535366446000000000
M(150,77) = -0.0408565092919908464017203765391000000000
M(150,97) = -0.0328696508641808634044605786343000000000
M(150,107) = -0.0325754935802395923333145375446999999999
M(150,127) = -0.0335628157399870912045074366153000000000
M(150,137) = -0.0375192684136160310435783861470000000000
Their sum is = -0.103903523648024781837957171707699999999
The constant M(10,7) is = -0.103903523648024781837957171708000000000
The difference (constant-sum) is = 3.000000005 E-31
**************************
The constant M(10,9) has to be equal to the sum of: 
M(150,19) = 0.0078807474067705411869741231940100000000
M(150,29) = -0.0061568438857389723260185139390100000000
M(150,49) = -0.0393677972206650680451474720656000000000
M(150,59) = -0.0228170054097164913593629962128000000000
M(150,79) = -0.0265495312729271404739925747208000000000
M(150,89) = -0.0288703243899723559563748507301000000000
M(150,109) = -0.0344875031187497135594646718146000000000
M(150,119) = -0.0395357865688641772951438003037000000000
M(150,139) = -0.0373746954649304909358339470326000000000
M(150,149) = -0.0371364776340563423493869710806000000000
Their sum is = -0.264415217558850211113751674705799999999
The constant M(10,9) is = -0.264415217558850211113751674706000000001
The difference (constant-sum) is = 2.000000018 E-31
**************************
The constant M(15,1) has to be equal to the sum of: 
M(150,1) = -0.0385896949322559693063799530552000000000
M(150,31) = -0.0057023679469133458942101762418100000000
M(150,61) = -0.0260359680113140182177177269021000000000
M(150,91) = -0.0416935666918755940981653918437000000000
M(150,121) = -0.0386263813812086046058494839371000000000
Their sum is = -0.150647978963567532122322731979909999999
The constant M(15,1) is = -0.150647978963567532122322731980000000000
The difference (constant-sum) is = 9.00000006 E-32
**************************
The constant M(15,2) has to be equal to the sum of: 
M(150,17) = 0.0229226171957627920225929193504000000000
M(150,47) = -0.0152011379267560702450575688075000000000
M(150,77) = -0.0408565092919908464017203765391000000000
M(150,107) = -0.0325754935802395923333145375446999999999
M(150,137) = -0.0375192684136160310435783861470000000000
And of the summand: 1/2
Their sum is = 0.396770207983160251998922050312100000000
The constant M(15,2) is = 0.396770207983160251998922050312000000000
The difference (constant-sum) is = 1.000000009 E-31
**************************
The constant M(15,4) has to be equal to the sum of: 
M(150,19) = 0.0078807474067705411869741231940100000000
M(150,49) = -0.0393677972206650680451474720656000000000
M(150,79) = -0.0265495312729271404739925747208000000000
M(150,109) = -0.0344875031187497135594646718146000000000
M(150,139) = -0.0373746954649304909358339470326000000000
Their sum is = -0.129898779670501871827464542439589999999
The constant M(15,4) is = -0.129898779670501871827464542440000000000
The difference (constant-sum) is = 4.100000010 E-31
**************************
The constant M(15,7) has to be equal to the sum of: 
M(150,7) = 0.109163579260307044065729142523000000000
M(150,37) = -0.0139514949754141605527868126486000000000
M(150,67) = -0.0294533493119099627408535366446000000000
M(150,97) = -0.0328696508641808634044605786343000000000
M(150,127) = -0.0335628157399870912045074366153000000000
Their sum is = -0.00067373163118503383687922201979999999961
The constant M(15,7) is = -0.00067373163118503383687922201990400000000
The difference (constant-sum) is = 1.0400000038567389191 E-31
**************************
The constant M(15,8) has to be equal to the sum of: 
M(150,23) = 0.00338746260364564958130369126982000000000
M(150,53) = -0.0224927746399570991314918887782000000000
M(150,83) = -0.0268652979289423040879443528632000000000
M(150,113) = -0.0326022174551577496758938003139999999999
M(150,143) = -0.0404401126269563788398202831657000000000
Their sum is = -0.119012940047367882153846633851280000000
The constant M(15,8) is = -0.119012940047367882153846633851000000000
The difference (constant-sum) is = -2.800000000 E-31
**************************
The constant M(15,11) has to be equal to the sum of: 
M(150,11) = 0.0507465810300101929227149690339000000000
M(150,41) = -0.0148727911292954070420622982163000000000
M(150,71) = -0.0313003313969919724256064519247000000000
M(150,101) = -0.0292866344061318540789511625182000000000
M(150,131) = -0.0334732951212824103931402680927000000000
Their sum is = -0.0581864710236914510170452117180000000000
The constant M(15,11) is = -0.0581864710236914510170452117180000000000
The difference (constant-sum) is = 0.E-40
**************************
The constant M(15,13) has to be equal to the sum of: 
M(150,13) = 0.0416150311399095214658246133626000000000
M(150,43) = -0.0175978115237723515268739356212000000000
M(150,73) = -0.0233818574045230238940701368879000000000
M(150,103) = -0.0367417141117047041898497447013000000000
M(150,133) = -0.0395636373440981331880138669141000000000
Their sum is = -0.075669989244188691332983070761900000000
The constant M(15,13) is = -0.075669989244188691332983070761800000000
The difference (constant-sum) is = -9.99999998 E-32
**************************
The constant M(15,14) has to be equal to the sum of: 
M(150,29) = -0.0061568438857389723260185139390100000000
M(150,59) = -0.0228170054097164913593629962128000000000
M(150,89) = -0.0288703243899723559563748507301000000000
M(150,119) = -0.0395357865688641772951438003037000000000
M(150,149) = -0.0371364776340563423493869710806000000000
Their sum is = -0.134516437888348339286287132266209999999
The constant M(15,14) is = -0.134516437888348339286287132265999999999
The difference (constant-sum) is = -2.099999998 E-31
**************************
The constant M(25,1) has to be equal to the sum of: 
M(150,1) = -0.0385896949322559693063799530552000000000
M(150,101) = -0.0292866344061318540789511625182000000000
Their sum is = -0.067876329338387823385331115573400000000
The constant M(25,1) is = -0.067876329338387823385331115573400000000
The difference (constant-sum) is = 0.E-39
**************************
The constant M(25,2) has to be equal to the sum of: 
M(150,77) = -0.0408565092919908464017203765391000000000
M(150,127) = -0.0335628157399870912045074366153000000000
And of the summand: 1/2
Their sum is = 0.425580674968022062393772186845600000000
The constant M(25,2) is = 0.425580674968022062393772186846000000000
The difference (constant-sum) is = -4.000000007 E-31
**************************
The constant M(25,3) has to be equal to the sum of: 
M(150,53) = -0.0224927746399570991314918887782000000000
M(150,103) = -0.0367417141117047041898497447013000000000
And of the summand: 1/3
Their sum is = 0.274098844581671530011991699853833333333
The constant M(25,3) is = 0.274098844581671530011991699854000000000
The difference (constant-sum) is = -1.666666672 E-31
**************************
The constant M(25,4) has to be equal to the sum of: 
M(150,29) = -0.0061568438857389723260185139390100000000
M(150,79) = -0.0265495312729271404739925747208000000000
Their sum is = -0.0327063751586661128000110886598099999999
The constant M(25,4) is = -0.0327063751586661128000110886598000000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(25,6) has to be equal to the sum of: 
M(150,31) = -0.0057023679469133458942101762418100000000
M(150,131) = -0.0334732951212824103931402680927000000000
Their sum is = -0.0391756630681957562873504443345099999998
The constant M(25,6) is = -0.0391756630681957562873504443345000000000
The difference (constant-sum) is = -9.99999987 E-33
**************************
The constant M(25,7) has to be equal to the sum of: 
M(150,7) = 0.109163579260307044065729142523000000000
M(150,107) = -0.0325754935802395923333145375446999999999
Their sum is = 0.076588085680067451732414604978300000000
The constant M(25,7) is = 0.076588085680067451732414604978200000000
The difference