binomial_log.txt

Binomial (c) SCHRAUSSER 2009; 05/11/09 08:10:27;

p= 0.200, q= 0.800, k= 20, n= 100, p(k)= 0.20000

i                                                     p(i)   .pi                <pi                >pi
100 |                                                  1.000  0.000000000000000  1.000000000000000  0.000000000000000
 99 |                                                  0.990  0.000000000000000  1.000000000000000  0.000000000000000
 98 |                                                  0.980  0.000000000000000  1.000000000000000  0.000000000000000
 97 |                                                  0.970  0.000000000000000  1.000000000000000  0.000000000000000
 96 |                                                  0.960  0.000000000000000  1.000000000000000  0.000000000000000
 95 |                                                  0.950  0.000000000000000  1.000000000000000  0.000000000000000
 94 |                                                  0.940  0.000000000000000  1.000000000000000  0.000000000000000
 93 |                                                  0.930  0.000000000000000  1.000000000000000  0.000000000000000
 92 |                                                  0.920  0.000000000000000  1.000000000000000  0.000000000000000
 91 |                                                  0.910  0.000000000000000  1.000000000000000  0.000000000000000
 90 |                                                  0.900  0.000000000000000  1.000000000000000  0.000000000000000
 89 |                                                  0.890  0.000000000000000  1.000000000000000  0.000000000000000
 88 |                                                  0.880  0.000000000000000  1.000000000000000  0.000000000000000
 87 |                                                  0.870  0.000000000000000  1.000000000000000  0.000000000000000
 86 |                                                  0.860  0.000000000000000  1.000000000000000  0.000000000000000
 85 |                                                  0.850  0.000000000000000  1.000000000000000  0.000000000000000
 84 |                                                  0.840  0.000000000000000  1.000000000000000  0.000000000000000
 83 |                                                  0.830  0.000000000000000  1.000000000000000  0.000000000000000
 82 |                                                  0.820  0.000000000000000  1.000000000000000  0.000000000000000
 81 |                                                  0.810  0.000000000000000  1.000000000000000  0.000000000000000
 80 |                                                  0.800  0.000000000000000  1.000000000000000  0.000000000000000
 79 |                                                  0.790  0.000000000000000  1.000000000000000  0.000000000000000
 78 |                                                  0.780  0.000000000000000  1.000000000000000  0.000000000000000
 77 |                                                  0.770  0.000000000000000  1.000000000000000  0.000000000000000
 76 |                                                  0.760  0.000000000000000  1.000000000000000  0.000000000000000
 75 |                                                  0.750  0.000000000000000  1.000000000000000  0.000000000000000
 74 |                                                  0.740  0.000000000000000  1.000000000000000  0.000000000000000
 73 |                                                  0.730  0.000000000000000  1.000000000000000  0.000000000000000
 72 |                                                  0.720  0.000000000000000  1.000000000000000  0.000000000000000
 71 |                                                  0.710  0.000000000000000  1.000000000000000  0.000000000000000
 70 |                                                  0.700  0.000000000000000  1.000000000000000  0.000000000000000
 69 |                                                  0.690  0.000000000000000  1.000000000000000  0.000000000000000
 68 |                                                  0.680  0.000000000000000  1.000000000000000  0.000000000000000
 67 |                                                  0.670  0.000000000000000  1.000000000000000  0.000000000000000
 66 |                                                  0.660  0.000000000000000  1.000000000000000  0.000000000000000
 65 |                                                  0.650  0.000000000000000  1.000000000000000  0.000000000000000
 64 |                                                  0.640  0.000000000000000  1.000000000000000  0.000000000000000
 63 |                                                  0.630  0.000000000000000  1.000000000000000  0.000000000000000
 62 |                                                  0.620  0.000000000000000  1.000000000000000  0.000000000000000
 61 |                                                  0.610  0.000000000000000  1.000000000000000  0.000000000000000
 60 |                                                  0.600  0.000000000000000  1.000000000000000  0.000000000000000
 59 |                                                  0.590  0.000000000000000  1.000000000000000  0.000000000000000
 58 |                                                  0.580  0.000000000000000  1.000000000000000  0.000000000000000
 57 |                                                  0.570  0.000000000000000  1.000000000000000  0.000000000000000
 56 |                                                  0.560  0.000000000000002  0.999999999999999  0.000000000000002
 55 |                                                  0.550  0.000000000000010  0.999999999999998  0.000000000000012
 54 |                                                  0.540  0.000000000000046  0.999999999999988  0.000000000000058
 53 |                                                  0.530  0.000000000000212  0.999999999999942  0.000000000000270
 52 |                                                  0.520  0.000000000000936  0.999999999999730  0.000000000001206
 51 |                                                  0.510  0.000000000003974  0.999999999998794  0.000000000005180
 50 |                                                  0.500  0.000000000016213  0.999999999994820  0.000000000021393
 49 |                                                  0.490  0.000000000063579  0.999999999978608  0.000000000084971
 48 |                                                  0.480  0.000000000239643  0.999999999915029  0.000000000324615
 47 |                                                  0.470  0.000000000868142  0.999999999675385  0.000000001192757
 46 |                                                  0.460  0.000000003022422  0.999999998807243  0.000000004215179
 45 |                                                  0.450  0.000000010111374  0.999999995784821  0.000000014326553
 44 |                                                  0.440  0.000000032500845  0.999999985673447  0.000000046827398
 43 |                                                  0.430  0.000000100353486  0.999999953172602  0.000000147180883
 42 |                                                  0.420  0.000000297599992  0.999999852819117  0.000000444780875
 41 |                                                  0.410  0.000000847403368  0.999999555219124  0.000001292184243
 40 |                                                  0.400  0.000002316235872  0.999998707815757  0.000003608420115
 39 |                                                  0.390  0.000006075372778  0.999996391579885  0.000009683792892
 38 |                                                  0.380  0.000015286421828  0.999990316207108  0.000024970214720
 37 |                                                  0.370  0.000036881525680  0.999975029785280  0.000061851740401
 36 |                                                  0.360  0.000085288528135  0.999938148259599  0.000147140268536
 35 |                                                  0.350  0.000188946893100  0.999852859731464  0.000336087161636
 34 |                                                  0.340  0.000400796439909  0.999663912838364  0.000736883601546
 33 |                                                  0.330  0.000813556952652  0.999263116398454  0.001550440554197
 32 |                                                  0.320  0.001579257613971  0.998449559445802  0.003129698168169
 31 |%                                                 0.310  0.002929637312874  0.996870301831831  0.006059335481043
 30 |%%                                                0.300  0.005189643239949  0.993940664518957  0.011248978720992
 29 |%%%                                               0.290  0.008771228011181  0.988751021279008  0.020020206732173
 28 |%%%%%                                             0.280  0.014131422906903  0.979979793267827  0.034151629639075
 27 |%%%%%%%%                                          0.270  0.021681087199631  0.965848370360925  0.055832716838706
 26 |%%%%%%%%%%%%                                      0.260  0.031642667804867  0.944167283161294  0.087475384643574
 25 |%%%%%%%%%%%%%%%%%                                 0.250  0.043877832689416  0.912524615356426  0.131353217332989
 24 |%%%%%%%%%%%%%%%%%%%%%%%                           0.240  0.057733990380810  0.868646782667010  0.189087207713800
 23 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%                      0.230  0.071980039955296  0.810912792286200  0.261067247669096
 22 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                0.220  0.084899534306247  0.738932752330904  0.345966781975343
 21 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%            0.210  0.094571633151262  0.654033218024657  0.440538415126605
 20 |________________________________________ 0.0993   0.200  0.099300214808825  0.559461584873395  0.539838629935430
 19 ||||||||||||||||||||||||||||||||||||||||           0.190  0.098074286230939  0.460161370064570  0.637912916166368
 18 |||||||||||||||||||||||||||||||||||||              0.180  0.090898118945748  0.362087083833632  0.728811035112116
 17 ||||||||||||||||||||||||||||||||                   0.170  0.078851380290287  0.271188964887884  0.807662415402403
 16 ||||||||||||||||||||||||||                         0.160  0.063832069758804  0.192337584597597  0.871494485161207
 15 ||||||||||||||||||||                               0.150  0.048061793700747  0.128505514838793  0.919556278861954
 14 ||||||||||||||                                     0.140  0.033531483977265  0.080443721138046  0.953087762839219
 13 |||||||||                                          0.130  0.021583483939389  0.046912237160781  0.974671246778608
 12 ||||||                                             0.120  0.012753876873275  0.025328753221392  0.987425123651883
 11 |||                                                0.110  0.006878495392328  0.012574876348117  0.994303619044212
 10 ||                                                 0.100  0.003362819969583  0.005696380955788  0.997666439013794
  9 |                                                  0.090  0.001478162623992  0.002333560986206  0.999144601637787
  8 |                                                  0.080  0.000578411461562  0.000855398362213  0.999723013099349
  7 |                                                  0.070  0.000199023298602  0.000276986900651  0.999922036397951
  6 |                                                  0.060  0.000059283535754  0.000077963602049  0.999981319933705
  5 |                                                  0.050  0.000014976893243  0.000018680066295  0.999996296826948
  4 |                                                  0.040  0.000003120186092  0.000003703173052  0.999999417013040
  3 |                                                  0.030  0.000000514669871  0.000000582986960  0.999999931682911
  2 |                                                  0.020  0.000000063020801  0.000000068317089  0.999999994703711
  1 |                                                  0.010  0.000000005092590  0.000000005296289  0.999999999796301
  0 |                                                  0.000  0.000000000203704  0.000000000203699  1.000000000000005

Binomial Point Probability  k .p= 0.099300214808825
Binomial kum. Probability <=k <p= 0.559461584873400
Binomial kum. Probability  >k >p= 0.440538415126600


Binomial (c) SCHRAUSSER 2009; 05/11/09 08:10:30;

p= 0.200, q= 0.800, k= 7, n= 100, p(k)= 0.07000

i                                                     p(i)   .pi                <pi                >pi
100 |                                                  1.000  0.000000000000000  1.000000000000000  0.000000000000000
 99 |                                                  0.990  0.000000000000000  1.000000000000000  0.000000000000000
 98 |                                                  0.980  0.000000000000000  1.000000000000000  0.000000000000000
 97 |                                                  0.970  0.000000000000000  1.000000000000000  0.000000000000000
 96 |                                                  0.960  0.000000000000000  1.000000000000000  0.000000000000000
 95 |                                                  0.950  0.000000000000000  1.000000000000000  0.000000000000000
 94 |                                                  0.940  0.000000000000000  1.000000000000000  0.000000000000000
 93 |                                                  0.930  0.000000000000000  1.000000000000000  0.000000000000000
 92 |                                                  0.920  0.000000000000000  1.000000000000000  0.000000000000000
 91 |                                                  0.910  0.000000000000000  1.000000000000000  0.000000000000000
 90 |                                                  0.900  0.000000000000000  1.000000000000000  0.000000000000000
 89 |                                                  0.890  0.000000000000000  1.000000000000000  0.000000000000000
 88 |                                                  0.880  0.000000000000000  1.000000000000000  0.000000000000000
 87 |                                                  0.870  0.000000000000000  1.000000000000000  0.000000000000000
 86 |                                                  0.860  0.000000000000000  1.000000000000000  0.000000000000000
 85 |                                                  0.850  0.000000000000000  1.000000000000000  0.000000000000000
 84 |                                                  0.840  0.000000000000000  1.000000000000000  0.000000000000000
 83 |                                                  0.830  0.000000000000000  1.000000000000000  0.000000000000000
 82 |                                                  0.820  0.000000000000000  1.000000000000000  0.000000000000000
 81 |                                                  0.810  0.000000000000000  1.000000000000000  0.000000000000000
 80 |                                                  0.800  0.000000000000000  1.000000000000000  0.000000000000000
 79 |                                                  0.790  0.000000000000000  1.000000000000000  0.000000000000000
 78 |                                                  0.780  0.000000000000000  1.000000000000000  0.000000000000000
 77 |                                                  0.770  0.000000000000000  1.000000000000000  0.000000000000000
 76 |                                                  0.760  0.000000000000000  1.000000000000000  0.000000000000000
 75 |                                                  0.750  0.000000000000000  1.000000000000000  0.000000000000000
 74 |                                                  0.740  0.000000000000000  1.000000000000000  0.000000000000000
 73 |                                                  0.730  0.000000000000000  1.000000000000000  0.000000000000000
 72 |                                                  0.720  0.000000000000000  1.000000000000000  0.000000000000000
 71 |                                                  0.710  0.000000000000000  1.000000000000000  0.000000000000000
 70 |                                                  0.700  0.000000000000000  1.000000000000000  0.000000000000000
 69 |                                                  0.690  0.000000000000000  1.000000000000000  0.000000000000000
 68 |                                                  0.680  0.000000000000000  1.000000000000000  0.000000000000000
 67 |                                                  0.670  0.000000000000000  1.000000000000000  0.000000000000000
 66 |                                                  0.660  0.000000000000000  1.000000000000000  0.000000000000000
 65 |                                                  0.650  0.000000000000000  1.000000000000000  0.000000000000000
 64 |                                                  0.640  0.000000000000000  1.000000000000000  0.000000000000000
 63 |                                                  0.630  0.000000000000000  1.000000000000000  0.000000000000000
 62 |                                                  0.620  0.000000000000000  1.000000000000000  0.000000000000000
 61 |                                                  0.610  0.000000000000000  1.000000000000000  0.000000000000000
 60 |                                                  0.600  0.000000000000000  1.000000000000000  0.000000000000000
 59 |                                                  0.590  0.000000000000000  1.000000000000000  0.000000000000000
 58 |                                                  0.580  0.000000000000000  1.000000000000000  0.000000000000000
 57 |                                                  0.570  0.000000000000000  1.000000000000000  0.000000000000000
 56 |                                                  0.560  0.000000000000002  0.999999999999999  0.000000000000002
 55 |                                                  0.550  0.000000000000010  0.999999999999998  0.000000000000012
 54 |                                                  0.540  0.000000000000046  0.999999999999988  0.000000000000058
 53 |                                                  0.530  0.000000000000212  0.999999999999942  0.000000000000270
 52 |                                                  0.520  0.000000000000936  0.999999999999730  0.000000000001206
 51 |                                                  0.510  0.000000000003974  0.999999999998794  0.000000000005180
 50 |                                                  0.500  0.000000000016213  0.999999999994820  0.000000000021393
 49 |                                                  0.490  0.000000000063579  0.999999999978608  0.000000000084971
 48 |                                                  0.480  0.000000000239643  0.999999999915029  0.000000000324615
 47 |                                                  0.470  0.000000000868142  0.999999999675385  0.000000001192757
 46 |                                                  0.460  0.000000003022422  0.999999998807243  0.000000004215179
 45 |                                                  0.450  0.000000010111374  0.999999995784821  0.000000014326553
 44 |                                                  0.440  0.000000032500845  0.999999985673447  0.000000046827398
 43 |                                                  0.430  0.000000100353486  0.999999953172602  0.000000147180883
 42 |                                                  0.420  0.000000297599992  0.999999852819117  0.000000444780875
 41 |                                                  0.410  0.000000847403368  0.999999555219124  0.000001292184243
 40 |                                                  0.400  0.000002316235872  0.999998707815757  0.000003608420115
 39 |                                                  0.390  0.000006075372778  0.999996391579885  0.000009683792892
 38 |                                                  0.380  0.000015286421828  0.999990316207108  0.000024970214720
 37 |                                                  0.370  0.000036881525680  0.999975029785280  0.000061851740401
 36 |                                                  0.360  0.000085288528135  0.999938148259599  0.000147140268536
 35 |                                                  0.350  0.000188946893100  0.999852859731464  0.000336087161636
 34 |                                                  0.340  0.000400796439909  0.999663912838364  0.000736883601546
 33 |                                                  0.330  0.000813556952652  0.999263116398454  0.001550440554197
 32 |                                                  0.320  0.001579257613971  0.998449559445802  0.003129698168169
 31 |%                                                 0.310  0.002929637312874  0.996870301831831  0.006059335481043
 30 |%%                                                0.300  0.005189643239949  0.993940664518957  0.011248978720992
 29 |%%%                                               0.290  0.008771228011181  0.988751021279008  0.020020206732173
 28 |%%%%%                                             0.280  0.014131422906903  0.979979793267827  0.034151629639075
 27 |%%%%%%%%                                          0.270  0.021681087199631  0.965848370360925  0.055832716838706
 26 |%%%%%%%%%%%%                                      0.260  0.031642667804867  0.944167283161294  0.087475384643574
 25 |%%%%%%%%%%%%%%%%%                                 0.250  0.043877832689416  0.912524615356426  0.131353217332989
 24 |%%%%%%%%%%%%%%%%%%%%%%%                           0.240  0.057733990380810  0.868646782667010  0.189087207713800
 23 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%                      0.230  0.071980039955296  0.810912792286200  0.261067247669096
 22 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                0.220  0.084899534306247  0.738932752330904  0.345966781975343
 21 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%            0.210  0.094571633151262  0.654033218024657  0.440538415126605
 20 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%          0.200  0.099300214808825  0.559461584873395  0.539838629935430
 19 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%           0.190  0.098074286230939  0.460161370064570  0.637912916166368
 18 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%              0.180  0.090898118945748  0.362087083833632  0.728811035112116
 17 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                   0.170  0.078851380290287  0.271188964887884  0.807662415402403
 16 |%%%%%%%%%%%%%%%%%%%%%%%%%                         0.160  0.063832069758804  0.192337584597597  0.871494485161207
 15 |%%%%%%%%%%%%%%%%%%%                               0.150  0.048061793700747  0.128505514838793  0.919556278861954
 14 |%%%%%%%%%%%%%                                     0.140  0.033531483977265  0.080443721138046  0.953087762839219
 13 |%%%%%%%%                                          0.130  0.021583483939389  0.046912237160781  0.974671246778608
 12 |%%%%%                                             0.120  0.012753876873275  0.025328753221392  0.987425123651883
 11 |%%                                                0.110  0.006878495392328  0.012574876348117  0.994303619044212
 10 |%                                                 0.100  0.003362819969583  0.005696380955788  0.997666439013794
  9 |                                                  0.090  0.001478162623992  0.002333560986206  0.999144601637787
  8 |                                                  0.080  0.000578411461562  0.000855398362213  0.999723013099349
  7 | 0.0002                                           0.070  0.000199023298602  0.000276986900651  0.999922036397951
  6 |                                                  0.060  0.000059283535754  0.000077963602049  0.999981319933705
  5 |                                                  0.050  0.000014976893243  0.000018680066295  0.999996296826948
  4 |                                                  0.040  0.000003120186092  0.000003703173052  0.999999417013040
  3 |                                                  0.030  0.000000514669871  0.000000582986960  0.999999931682911
  2 |                                                  0.020  0.000000063020801  0.000000068317089  0.999999994703711
  1 |                                                  0.010  0.000000005092590  0.000000005296289  0.999999999796301
  0 |                                                  0.000  0.000000000203704  0.000000000203699  1.000000000000005

Binomial Point Probability  k .p= 0.000199023298602
Binomial kum. Probability <=k <p= 0.000276986900656
Binomial kum. Probability  >k >p= 0.999723013099344


Binomial (c) SCHRAUSSER 2009; 05/11/09 08:10:33;

p= 0.500, q= 0.500, k= 7, n= 10, p(k)= 0.70000

i                                                     p(i)   .pi                <pi                >pi
 10 |                                                  1.000  0.000976562500000  1.000000000000000  0.000976562500000
  9 |%                                                 0.900  0.009765625000000  0.999023437500000  0.010742187500000
  8 |%%%%%%%                                           0.800  0.043945312500000  0.989257812500000  0.054687500000000
  7 |___________________ 0.1172                        0.700  0.117187500000000  0.945312500000000  0.171875000000000
  6 ||||||||||||||||||||||||||||||||||                 0.600  0.205078125000000  0.828125000000000  0.376953125000000
  5 |||||||||||||||||||||||||||||||||||||||||          0.500  0.246093750000000  0.623046875000000  0.623046875000000
  4 ||||||||||||||||||||||||||||||||||                 0.400  0.205078125000000  0.376953125000000  0.828125000000000
  3 ||||||||||||||||||||                               0.300  0.117187500000000  0.171875000000000  0.945312500000000
  2 ||||||||                                           0.200  0.043945312500000  0.054687500000000  0.989257812500000
  1 ||                                                 0.100  0.009765625000000  0.010742187500000  0.999023437500000
  0 |                                                  0.000  0.000976562500000  0.000976562500000  1.000000000000000

Binomial Point Probability  k .p= 0.117187500000000
Binomial kum. Probability <=k <p= 0.945312500000000
Binomial kum. Probability  >k >p= 0.054687500000000


Binomial (c) SCHRAUSSER 2009; 05/11/09 08:46:01;

p= 0.200, q= 0.800, k= 23, n= 103, p(k)= 0.22330

i                                                     P(i)    Pi                <pi                >pi
103 |                                                  1.000  0.000000000000000  1.000000000000000  0.000000000000000
102 |                                                  0.990  0.000000000000000  1.000000000000000  0.000000000000000
101 |                                                  0.981  0.000000000000000  1.000000000000000  0.000000000000000
100 |                                                  0.971  0.000000000000000  1.000000000000000  0.000000000000000
 99 |                                                  0.961  0.000000000000000  1.000000000000000  0.000000000000000
 98 |                                                  0.951  0.000000000000000  1.000000000000000  0.000000000000000
 97 |                                                  0.942  0.000000000000000  1.000000000000000  0.000000000000000
 96 |                                                  0.932  0.000000000000000  1.000000000000000  0.000000000000000
 95 |                                                  0.922  0.000000000000000  1.000000000000000  0.000000000000000
 94 |                                                  0.913  0.000000000000000  1.000000000000000  0.000000000000000
 93 |                                                  0.903  0.000000000000000  1.000000000000000  0.000000000000000
 92 |                                                  0.893  0.000000000000000  1.000000000000000  0.000000000000000
 91 |                                                  0.883  0.000000000000000  1.000000000000000  0.000000000000000
 90 |                                                  0.874  0.000000000000000  1.000000000000000  0.000000000000000
 89 |                                                  0.864  0.000000000000000  1.000000000000000  0.000000000000000
 88 |                                                  0.854  0.000000000000000  1.000000000000000  0.000000000000000
 87 |                                                  0.845  0.000000000000000  1.000000000000000  0.000000000000000
 86 |                                                  0.835  0.000000000000000  1.000000000000000  0.000000000000000
 85 |                                                  0.825  0.000000000000000  1.000000000000000  0.000000000000000
 84 |                                                  0.816  0.000000000000000  1.000000000000000  0.000000000000000
 83 |                                                  0.806  0.000000000000000  1.000000000000000  0.000000000000000
 82 |                                                  0.796  0.000000000000000  1.000000000000000  0.000000000000000
 81 |                                                  0.786  0.000000000000000  1.000000000000000  0.000000000000000
 80 |                                                  0.777  0.000000000000000  1.000000000000000  0.000000000000000
 79 |                                                  0.767  0.000000000000000  1.000000000000000  0.000000000000000
 78 |                                                  0.757  0.000000000000000  1.000000000000000  0.000000000000000
 77 |                                                  0.748  0.000000000000000  1.000000000000000  0.000000000000000
 76 |                                                  0.738  0.000000000000000  1.000000000000000  0.000000000000000
 75 |                                                  0.728  0.000000000000000  1.000000000000000  0.000000000000000
 74 |                                                  0.718  0.000000000000000  1.000000000000000  0.000000000000000
 73 |                                                  0.709  0.000000000000000  1.000000000000000  0.000000000000000
 72 |                                                  0.699  0.000000000000000  1.000000000000000  0.000000000000000
 71 |                                                  0.689  0.000000000000000  1.000000000000000  0.000000000000000
 70 |                                                  0.680  0.000000000000000  1.000000000000000  0.000000000000000
 69 |                                                  0.670  0.000000000000000  1.000000000000000  0.000000000000000
 68 |                                                  0.660  0.000000000000000  1.000000000000000  0.000000000000000
 67 |                                                  0.650  0.000000000000000  1.000000000000000  0.000000000000000
 66 |                                                  0.641  0.000000000000000  1.000000000000000  0.000000000000000
 65 |                                                  0.631  0.000000000000000  1.000000000000000  0.000000000000000
 64 |                                                  0.621  0.000000000000000  1.000000000000000  0.000000000000000
 63 |                                                  0.612  0.000000000000000  1.000000000000000  0.000000000000000
 62 |                                                  0.602  0.000000000000000  1.000000000000000  0.000000000000000
 61 |                                                  0.592  0.000000000000000  1.000000000000000  0.000000000000000
 60 |                                                  0.583  0.000000000000000  1.000000000000000  0.000000000000000
 59 |                                                  0.573  0.000000000000000  1.000000000000000  0.000000000000000
 58 |                                                  0.563  0.000000000000000  1.000000000000000  0.000000000000001
 57 |                                                  0.553  0.000000000000002  0.999999999999999  0.000000000000003
 56 |                                                  0.544  0.000000000000011  0.999999999999997  0.000000000000014
 55 |                                                  0.534  0.000000000000050  0.999999999999986  0.000000000000064
 54 |                                                  0.524  0.000000000000227  0.999999999999936  0.000000000000291
 53 |                                                  0.515  0.000000000000979  0.999999999999709  0.000000000001270
 52 |                                                  0.505  0.000000000004070  0.999999999998730  0.000000000005340
 51 |                                                  0.495  0.000000000016281  0.999999999994660  0.000000000021621
 50 |                                                  0.485  0.000000000062666  0.999999999978379  0.000000000084287
 49 |                                                  0.476  0.000000000232097  0.999999999915713  0.000000000316384
 48 |                                                  0.466  0.000000000827108  0.999999999683616  0.000000001143491
 47 |                                                  0.456  0.000000002835797  0.999999998856509  0.000000003979289
 46 |                                                  0.447  0.000000009353156  0.999999996020711  0.000000013332445
 45 |                                                  0.437  0.000000029672082  0.999999986667555  0.000000043004527
 44 |                                                  0.427  0.000000090524997  0.999999956995473  0.000000133529525
 43 |                                                  0.417  0.000000265539992  0.999999866470475  0.000000399069517
 42 |                                                  0.408  0.000000748735715  0.999999600930483  0.000001147805232
 41 |                                                  0.398  0.000002028832260  0.999998852194768  0.000003176637492
 40 |                                                  0.388  0.000005281404614  0.999996823362508  0.000008458042106
 39 |                                                  0.379  0.000013203511535  0.999991541957894  0.000021661553640
 38 |                                                  0.369  0.000031688427683  0.999978338446360  0.000053349981323
 37 |                                                  0.359  0.000072979409209  0.999946650018677  0.000126329390532
 36 |                                                  0.350  0.000161208247208  0.999873670609468  0.000287537637741
 35 |                                                  0.340  0.000341382170559  0.999712462362259  0.000628919808300
 34 |                                                  0.330  0.000692659476496  0.999371080191700  0.001321579284796
 33 |                                                  0.320  0.001345738411478  0.998678420715204  0.002667317696274
 32 |%                                                 0.311  0.002501936201622  0.997332682303726  0.005169253897896
 31 |%                                                 0.301  0.004447886580660  0.994830746102105  0.009617140478556
 30 |%%%                                               0.291  0.007555314191807  0.990382859521444  0.017172454670363
 29 |%%%%%                                             0.282  0.012251860851579  0.982827545329637  0.029424315521942
 28 |%%%%%%%                                           0.272  0.018949544783775  0.970575684478058  0.048373860305717
 27 |%%%%%%%%%%%                                       0.262  0.027925644944511  0.951626139694283  0.076299505250227
 26 |%%%%%%%%%%%%%%%%                                  0.252  0.039168437065028  0.923700494749773  0.115467942315255
 25 |%%%%%%%%%%%%%%%%%%%%%                             0.243  0.052224582753371  0.884532057684745  0.167692525068626
 24 |%%%%%%%%%%%%%%%%%%%%%%%%%%%                       0.233  0.066107066776418  0.832307474931374  0.233799591845044
 23 |________________________________ 0.0793           0.223  0.079328480131702  0.766200408154956  0.313128071976746
 22 |||||||||||||||||||||||||||||||||||||              0.214  0.090101483606378  0.686871928023254  0.403229555583124
 21 ||||||||||||||||||||||||||||||||||||||||           0.204  0.096694275089771  0.596770444416876  0.499923830672895
 20 |||||||||||||||||||||||||||||||||||||||||          0.194  0.097859266355913  0.500076169327105  0.597783097028808
 19 |||||||||||||||||||||||||||||||||||||||            0.184  0.093199301291346  0.402216902971192  0.690982398320154
 18 |||||||||||||||||||||||||||||||||||                0.175  0.083331139978144  0.309017601679846  0.774313538298298
 17 |||||||||||||||||||||||||||||                      0.165  0.069765605563098  0.225686461701702  0.844079143861396
 16 |||||||||||||||||||||||                            0.155  0.054529438830927  0.155920856138604  0.898608582692323
 15 |||||||||||||||||                                  0.146  0.039657773695220  0.101391417307677  0.938266356387543
 14 |||||||||||                                        0.136  0.026735577772058  0.061733643612457  0.965001934159601
 13 |||||||                                            0.126  0.016635470613725  0.034998065840399  0.981637404773326
 12 ||||                                               0.117  0.009505983207843  0.018362595226674  0.991143387981169
 11 |||                                                0.107  0.004959643412788  0.008856612018831  0.996103031393956
 10 |                                                  0.097  0.002346497958738  0.003896968606044  0.998449529352694
  9 |                                                  0.087  0.000998509769676  0.001550470647305  0.999448039122370
  8 |                                                  0.078  0.000378382649561  0.000551960877630  0.999826421771932
  7 |                                                  0.068  0.000126127549854  0.000173578228068  0.999952549321785
  6 |                                                  0.058  0.000036407952535  0.000047450678215  0.999988957274321
  5 |                                                  0.049  0.000008916233274  0.000011042725679  0.999997873507595
  4 |                                                  0.039  0.000001801259247  0.000002126492406  0.999999674766842
  3 |                                                  0.029  0.000000288201480  0.000000325233158  0.999999962968321
  2 |                                                  0.019  0.000000034241760  0.000000037031679  0.999999997210081
  1 |                                                  0.010  0.000000002685628  0.000000002789919  0.999999999895710
  0 |                                                  0.000  0.000000000104296  0.000000000104290  1.000000000000006

Binomial Point Probability  k  P= 0.079328480131702
Binomial kum. Probability <=k <p= 0.766200408154962
Binomial kum. Probability  >k >p= 0.233799591845038


Binomial (c) SCHRAUSSER 2009; 05/11/09 08:51:18;

p= 0.200, q= 0.800, k= 23, n= 103, p(k)= 0.22330

i                                                     P(i)    Pi                <pi                >pi
103 |                                                  1.000  0.000000000000000  1.000000000000000  0.000000000000000
102 |                                                  0.990  0.000000000000000  1.000000000000000  0.000000000000000
101 |                                                  0.981  0.000000000000000  1.000000000000000  0.000000000000000
100 |                                                  0.971  0.000000000000000  1.000000000000000  0.000000000000000
 99 |                                                  0.961  0.000000000000000  1.000000000000000  0.000000000000000
 98 |                                                  0.951  0.000000000000000  1.000000000000000  0.000000000000000
 97 |                                                  0.942  0.000000000000000  1.000000000000000  0.000000000000000
 96 |                                                  0.932  0.000000000000000  1.000000000000000  0.000000000000000
 95 |                                                  0.922  0.000000000000000  1.000000000000000  0.000000000000000
 94 |                                                  0.913  0.000000000000000  1.000000000000000  0.000000000000000
 93 |                                                  0.903  0.000000000000000  1.000000000000000  0.000000000000000
 92 |                                                  0.893  0.000000000000000  1.000000000000000  0.000000000000000
 91 |                                                  0.883  0.000000000000000  1.000000000000000  0.000000000000000
 90 |                                                  0.874  0.000000000000000  1.000000000000000  0.000000000000000
 89 |                                                  0.864  0.000000000000000  1.000000000000000  0.000000000000000
 88 |                                                  0.854  0.000000000000000  1.000000000000000  0.000000000000000
 87 |                                                  0.845  0.000000000000000  1.000000000000000  0.000000000000000
 86 |                                                  0.835  0.000000000000000  1.000000000000000  0.000000000000000
 85 |                                                  0.825  0.000000000000000  1.000000000000000  0.000000000000000
 84 |                                                  0.816  0.000000000000000  1.000000000000000  0.000000000000000
 83 |                                                  0.806  0.000000000000000  1.000000000000000  0.000000000000000
 82 |                                                  0.796  0.000000000000000  1.000000000000000  0.000000000000000
 81 |                                                  0.786  0.000000000000000  1.000000000000000  0.000000000000000
 80 |                                                  0.777  0.000000000000000  1.000000000000000  0.000000000000000
 79 |                                                  0.767  0.000000000000000  1.000000000000000  0.000000000000000
 78 |                                                  0.757  0.000000000000000  1.000000000000000  0.000000000000000
 77 |                                                  0.748  0.000000000000000  1.000000000000000  0.000000000000000
 76 |                                                  0.738  0.000000000000000  1.000000000000000  0.000000000000000
 75 |                                                  0.728  0.000000000000000  1.000000000000000  0.000000000000000
 74 |                                                  0.718  0.000000000000000  1.000000000000000  0.000000000000000
 73 |                                                  0.709  0.000000000000000  1.000000000000000  0.000000000000000
 72 |                                                  0.699  0.000000000000000  1.000000000000000  0.000000000000000
 71 |                                                  0.689  0.000000000000000  1.000000000000000  0.000000000000000
 70 |                                                  0.680  0.000000000000000  1.000000000000000  0.000000000000000
 69 |                                                  0.670  0.000000000000000  1.000000000000000  0.000000000000000
 68 |                                                  0.660  0.000000000000000  1.000000000000000  0.000000000000000
 67 |                                                  0.650  0.000000000000000  1.000000000000000  0.000000000000000
 66 |                                                  0.641  0.000000000000000  1.000000000000000  0.000000000000000
 65 |                                                  0.631  0.000000000000000  1.000000000000000  0.000000000000000
 64 |                                                  0.621  0.000000000000000  1.000000000000000  0.000000000000000
 63 |                                                  0.612  0.000000000000000  1.000000000000000  0.000000000000000
 62 |                                                  0.602  0.000000000000000  1.000000000000000  0.000000000000000
 61 |                                                  0.592  0.000000000000000  1.000000000000000  0.000000000000000
 60 |                                                  0.583  0.000000000000000  1.000000000000000  0.000000000000000
 59 |                                                  0.573  0.000000000000000  1.000000000000000  0.000000000000000
 58 |                                                  0.563  0.000000000000000  1.000000000000000  0.000000000000001
 57 |                                                  0.553  0.000000000000002  0.999999999999999  0.000000000000003
 56 |                                                  0.544  0.000000000000011  0.999999999999997  0.000000000000014
 55 |                                                  0.534  0.000000000000050  0.999999999999986  0.000000000000064
 54 |                                                  0.524  0.000000000000227  0.999999999999936  0.000000000000291
 53 |                                                  0.515  0.000000000000979  0.999999999999709  0.000000000001270
 52 |                                                  0.505  0.000000000004070  0.999999999998730  0.000000000005340
 51 |                                                  0.495  0.000000000016281  0.999999999994660  0.000000000021621
 50 |                                                  0.485  0.000000000062666  0.999999999978379  0.000000000084287
 49 |                                                  0.476  0.000000000232097  0.999999999915713  0.000000000316384
 48 |                                                  0.466  0.000000000827108  0.999999999683616  0.000000001143491
 47 |                                                  0.456  0.000000002835797  0.999999998856509  0.000000003979289
 46 |                                                  0.447  0.000000009353156  0.999999996020711  0.000000013332445
 45 |                                                  0.437  0.000000029672082  0.999999986667555  0.000000043004527
 44 |                                                  0.427  0.000000090524997  0.999999956995473  0.000000133529525
 43 |                                                  0.417  0.000000265539992  0.999999866470475  0.000000399069517
 42 |                                                  0.408  0.000000748735715  0.999999600930483  0.000001147805232
 41 |                                                  0.398  0.000002028832260  0.999998852194768  0.000003176637492
 40 |                                                  0.388  0.000005281404614  0.999996823362508  0.000008458042106
 39 |                                                  0.379  0.000013203511535  0.999991541957894  0.000021661553640
 38 |                                                  0.369  0.000031688427683  0.999978338446360  0.000053349981323
 37 |                                                  0.359  0.000072979409209  0.999946650018677  0.000126329390532
 36 |                                                  0.350  0.000161208247208  0.999873670609468  0.000287537637741
 35 |                                                  0.340  0.000341382170559  0.999712462362259  0.000628919808300
 34 |                                                  0.330  0.000692659476496  0.999371080191700  0.001321579284796
 33 |                                                  0.320  0.001345738411478  0.998678420715204  0.002667317696274
 32 |%                                                 0.311  0.002501936201622  0.997332682303726  0.005169253897896
 31 |%                                                 0.301  0.004447886580660  0.994830746102105  0.009617140478556
 30 |%%%                                               0.291  0.007555314191807  0.990382859521444  0.017172454670363
 29 |%%%%%                                             0.282  0.012251860851579  0.982827545329637  0.029424315521942
 28 |%%%%%%%                                           0.272  0.018949544783775  0.970575684478058  0.048373860305717
 27 |%%%%%%%%%%%                                       0.262  0.027925644944511  0.951626139694283  0.076299505250227
 26 |%%%%%%%%%%%%%%%%                                  0.252  0.039168437065028  0.923700494749773  0.115467942315255
 25 |%%%%%%%%%%%%%%%%%%%%%                             0.243  0.052224582753371  0.884532057684745  0.167692525068626
 24 |%%%%%%%%%%%%%%%%%%%%%%%%%%%                       0.233  0.066107066776418  0.832307474931374  0.233799591845044
 23 |________________________________ 0.0793           0.223  0.079328480131702  0.766200408154956  0.313128071976746
 22 |||||||||||||||||||||||||||||||||||||              0.214  0.090101483606378  0.686871928023254  0.403229555583124
 21 ||||||||||||||||||||||||||||||||||||||||           0.204  0.096694275089771  0.596770444416876  0.499923830672895
 20 |||||||||||||||||||||||||||||||||||||||||          0.194  0.097859266355913  0.500076169327105  0.597783097028808
 19 |||||||||||||||||||||||||||||||||||||||            0.184  0.093199301291346  0.402216902971192  0.690982398320154
 18 |||||||||||||||||||||||||||||||||||                0.175  0.083331139978144  0.309017601679846  0.774313538298298
 17 |||||||||||||||||||||||||||||                      0.165  0.069765605563098  0.225686461701702  0.844079143861396
 16 |||||||||||||||||||||||                            0.155  0.054529438830927  0.155920856138604  0.898608582692323
 15 |||||||||||||||||                                  0.146  0.039657773695220  0.101391417307677  0.938266356387543
 14 |||||||||||                                        0.136  0.026735577772058  0.061733643612457  0.965001934159601
 13 |||||||                                            0.126  0.016635470613725  0.034998065840399  0.981637404773326
 12 ||||                                               0.117  0.009505983207843  0.018362595226674  0.991143387981169
 11 |||                                                0.107  0.004959643412788  0.008856612018831  0.996103031393956
 10 |                                                  0.097  0.002346497958738  0.003896968606044  0.998449529352694
  9 |                                                  0.087  0.000998509769676  0.001550470647305  0.999448039122370
  8 |                                                  0.078  0.000378382649561  0.000551960877630  0.999826421771932
  7 |                                                  0.068  0.000126127549854  0.000173578228068  0.999952549321785
  6 |                                                  0.058  0.000036407952535  0.000047450678215  0.999988957274321
  5 |                                                  0.049  0.000008916233274  0.000011042725679  0.999997873507595
  4 |                                                  0.039  0.000001801259247  0.000002126492406  0.999999674766842
  3 |                                                  0.029  0.000000288201480  0.000000325233158  0.999999962968321
  2 |                                                  0.019  0.000000034241760  0.000000037031679  0.999999997210081
  1 |                                                  0.010  0.000000002685628  0.000000002789919  0.999999999895710
  0 |                                                  0.000  0.000000000104296  0.000000000104290  1.000000000000006

Binomial Point Probability  k  P= 0.079328480131702
Binomial kum. Probability <=k <p= 0.766200408154962
Binomial kum. Probability  >k >p= 0.233799591845038


Binomial (c) SCHRAUSSER 2009; 05/13/09 17:29:38;

p= 0.200, q= 0.800, k= 23, n= 151, p(k)= 0.15232

i                                                     P(i)    Pi                <pi                >pi
151 |                                                  1.000  0.000000000000000  1.000000000000000  0.000000000000000
150 |                                                  0.993  0.000000000000000  1.000000000000000  0.000000000000000
149 |                                                  0.987  0.000000000000000  1.000000000000000  0.000000000000000
148 |                                                  0.980  0.000000000000000  1.000000000000000  0.000000000000000
147 |                                                  0.974  0.000000000000000  1.000000000000000  0.000000000000000
146 |                                                  0.967  0.000000000000000  1.000000000000000  0.000000000000000
145 |                                                  0.960  0.000000000000000  1.000000000000000  0.000000000000000
144 |                                                  0.954  0.000000000000000  1.000000000000000  0.000000000000000
143 |                                                  0.947  0.000000000000000  1.000000000000000  0.000000000000000
142 |                                                  0.940  0.000000000000000  1.000000000000000  0.000000000000000
141 |                                                  0.934  0.000000000000000  1.000000000000000  0.000000000000000
140 |                                                  0.927  0.000000000000000  1.000000000000000  0.000000000000000
139 |                                                  0.921  0.000000000000000  1.000000000000000  0.000000000000000
138 |                                                  0.914  0.000000000000000  1.000000000000000  0.000000000000000
137 |                                                  0.907  0.000000000000000  1.000000000000000  0.000000000000000
136 |                                                  0.901  0.000000000000000  1.000000000000000  0.000000000000000
135 |                                                  0.894  0.000000000000000  1.000000000000000  0.000000000000000
134 |                                                  0.887  0.000000000000000  1.000000000000000  0.000000000000000
133 |                                                  0.881  0.000000000000000  1.000000000000000  0.000000000000000
132 |                                                  0.874  0.000000000000000  1.000000000000000  0.000000000000000
131 |                                                  0.868  0.000000000000000  1.000000000000000  0.000000000000000
130 |                                                  0.861  0.000000000000000  1.000000000000000  0.000000000000000
129 |                                                  0.854  0.000000000000000  1.000000000000000  0.000000000000000
128 |                                                  0.848  0.000000000000000  1.000000000000000  0.000000000000000
127 |                                                  0.841  0.000000000000000  1.000000000000000  0.000000000000000
126 |                                                  0.834  0.000000000000000  1.000000000000000  0.000000000000000
125 |                                                  0.828  0.000000000000000  1.000000000000000  0.000000000000000
124 |                                                  0.821  0.000000000000000  1.000000000000000  0.000000000000000
123 |                                                  0.815  0.000000000000000  1.000000000000000  0.000000000000000
122 |                                                  0.808  0.000000000000000  1.000000000000000  0.000000000000000
121 |                                                  0.801  0.000000000000000  1.000000000000000  0.000000000000000
120 |                                                  0.795  0.000000000000000  1.000000000000000  0.000000000000000
119 |                                                  0.788  0.000000000000000  1.000000000000000  0.000000000000000
118 |                                                  0.781  0.000000000000000  1.000000000000000  0.000000000000000
117 |                                                  0.775  0.000000000000000  1.000000000000000  0.000000000000000
116 |                                                  0.768  0.000000000000000  1.000000000000000  0.000000000000000
115 |                                                  0.762  0.000000000000000  1.000000000000000  0.000000000000000
114 |                                                  0.755  0.000000000000000  1.000000000000000  0.000000000000000
113 |                                                  0.748  0.000000000000000  1.000000000000000  0.000000000000000
112 |                                                  0.742  0.000000000000000  1.000000000000000  0.000000000000000
111 |                                                  0.735  0.000000000000000  1.000000000000000  0.000000000000000
110 |                                                  0.728  0.000000000000000  1.000000000000000  0.000000000000000
109 |                                                  0.722  0.000000000000000  1.000000000000000  0.000000000000000
108 |                                                  0.715  0.000000000000000  1.000000000000000  0.000000000000000
107 |                                                  0.709  0.000000000000000  1.000000000000000  0.000000000000000
106 |                                                  0.702  0.000000000000000  1.000000000000000  0.000000000000000
105 |                                                  0.695  0.000000000000000  1.000000000000000  0.000000000000000
104 |                                                  0.689  0.000000000000000  1.000000000000000  0.000000000000000
103 |                                                  0.682  0.000000000000000  1.000000000000000  0.000000000000000
102 |                                                  0.675  0.000000000000000  1.000000000000000  0.000000000000000
101 |                                                  0.669  0.000000000000000  1.000000000000000  0.000000000000000
100 |                                                  0.662  0.000000000000000  1.000000000000000  0.000000000000000
 99 |                                                  0.656  0.000000000000000  1.000000000000000  0.000000000000000
 98 |                                                  0.649  0.000000000000000  1.000000000000000  0.000000000000000
 97 |                                                  0.642  0.000000000000000  1.000000000000000  0.000000000000000
 96 |                                                  0.636  0.000000000000000  1.000000000000000  0.000000000000000
 95 |                                                  0.629  0.000000000000000  1.000000000000000  0.000000000000000
 94 |                                                  0.623  0.000000000000000  1.000000000000000  0.000000000000000
 93 |                                                  0.616  0.000000000000000  1.000000000000000  0.000000000000000
 92 |                                                  0.609  0.000000000000000  1.000000000000000  0.000000000000000
 91 |                                                  0.603  0.000000000000000  1.000000000000000  0.000000000000000
 90 |                                                  0.596  0.000000000000000  1.000000000000000  0.000000000000000
 89 |                                                  0.589  0.000000000000000  1.000000000000000  0.000000000000000
 88 |                                                  0.583  0.000000000000000  1.000000000000000  0.000000000000000
 87 |                                                  0.576  0.000000000000000  1.000000000000000  0.000000000000000
 86 |                                                  0.570  0.000000000000000  1.000000000000000  0.000000000000000
 85 |                                                  0.563  0.000000000000000  1.000000000000000  0.000000000000000
 84 |                                                  0.556  0.000000000000000  1.000000000000000  0.000000000000000
 83 |                                                  0.550  0.000000000000000  1.000000000000000  0.000000000000000
 82 |                                                  0.543  0.000000000000000  1.000000000000000  0.000000000000000
 81 |                                                  0.536  0.000000000000000  1.000000000000000  0.000000000000000
 80 |                                                  0.530  0.000000000000000  1.000000000000000  0.000000000000000
 79 |                                                  0.523  0.000000000000000  1.000000000000000  0.000000000000000
 78 |                                                  0.517  0.000000000000000  1.000000000000000  0.000000000000000
 77 |                                                  0.510  0.000000000000000  1.000000000000000  0.000000000000000
 76 |                                                  0.503  0.000000000000000  1.000000000000000  0.000000000000000
 75 |                                                  0.497  0.000000000000000  1.000000000000000  0.000000000000000
 74 |                                                  0.490  0.000000000000001  1.000000000000000  0.000000000000002
 73 |                                                  0.483  0.000000000000004  0.999999999999998  0.000000000000006
 72 |                                                  0.477  0.000000000000016  0.999999999999994  0.000000000000022
 71 |                                                  0.470  0.000000000000059  0.999999999999978  0.000000000000082
 70 |                                                  0.464  0.000000000000207  0.999999999999918  0.000000000000289
 69 |                                                  0.457  0.000000000000708  0.999999999999711  0.000000000000997
 68 |                                                  0.450  0.000000000002354  0.999999999999003  0.000000000003351
 67 |                                                  0.444  0.000000000007623  0.999999999996649  0.000000000010974
 66 |                                                  0.437  0.000000000024034  0.999999999989026  0.000000000035007
 65 |                                                  0.430  0.000000000073778  0.999999999964993  0.000000000108785
 64 |                                                  0.424  0.000000000220486  0.999999999891215  0.000000000329272
 63 |                                                  0.417  0.000000000641414  0.999999999670728  0.000000000970686
 62 |                                                  0.411  0.000000001816140  0.999999999029314  0.000000002786826
 61 |                                                  0.404  0.000000005004474  0.999999997213174  0.000000007791300
 60 |                                                  0.397  0.000000013418590  0.999999992208700  0.000000021209890
 59 |                                                  0.391  0.000000035005017  0.999999978790110  0.000000056214907
 58 |                                                  0.384  0.000000088829936  0.999999943785093  0.000000145044844
 57 |                                                  0.377  0.000000219239843  0.999999854955156  0.000000364284687
 56 |                                                  0.371  0.000000526175624  0.999999635715313  0.000000890460310
 55 |                                                  0.364  0.000001227743122  0.999999109539690  0.000002118203432
 54 |                                                  0.358  0.000002784572028  0.999997881796568  0.000004902775460
 53 |                                                  0.351  0.000006137424062  0.999995097224540  0.000011040199523
 52 |                                                  0.344  0.000013142766679  0.999988959800477  0.000024182966202
 51 |                                                  0.338  0.000027336954693  0.999975817033798  0.000051519920895
 50 |                                                  0.331  0.000055215235221  0.999948480079105  0.000106735156116
 49 |                                                  0.325  0.000108265167100  0.999893264843884  0.000215000323216
 48 |                                                  0.318  0.000206019152929  0.999784999676784  0.000421019476145
 47 |                                                  0.311  0.000380343051561  0.999578980523855  0.000801362527706
 46 |                                                  0.305  0.000680995178032  0.999198637472294  0.001482357705738
 45 |                                                  0.298  0.001182104837339  0.998517642294262  0.002664462543077
 44 |                                                  0.291  0.001988587576832  0.997335537456923  0.004653050119909
 43 |%                                                 0.285  0.003240661236319  0.995346949880091  0.007893711356229
 42 |%%                                                0.278  0.005113703969238  0.992106288643771  0.013007415325467
 41 |%%%                                               0.272  0.007810020607563  0.986992584674533  0.020817435933030
 40 |%%%%%                                             0.265  0.011539129546310  0.979182564066970  0.032356565479339
 39 |%%%%%%%%                                          0.258  0.016484470780442  0.967643434520661  0.048841036259782
 38 |%%%%%%%%%%%                                       0.252  0.022757322493354  0.951158963740218  0.071598358753135
 37 |%%%%%%%%%%%%%%                                    0.245  0.030343096657805  0.928401641246865  0.101941455410941
 36 |%%%%%%%%%%%%%%%%%%%                               0.238  0.039050246133523  0.898058544589059  0.140991701544464
 35 |%%%%%%%%%%%%%%%%%%%%%%%                           0.232  0.048476167614029  0.859008298455536  0.189467869158493
 34 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%                      0.225  0.058005670649265  0.810532130841508  0.247473539807758
 33 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                  0.219  0.066853993290679  0.752526460192242  0.314327533098436
 32 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%              0.212  0.074157370708988  0.685672466901564  0.388484903807424
 31 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%           0.205  0.079101195422920  0.611515096192576  0.467586099230345
 30 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%          0.199  0.081062382086299  0.532413900769655  0.548648481316643
 29 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%           0.192  0.079733490576687  0.451351518683357  0.628381971893330
 28 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%             0.185  0.075195812251185  0.371618028106670  0.703577784144515
 27 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                 0.179  0.067918798162360  0.296422215855485  0.771496582306875
 26 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%                      0.172  0.058681841612279  0.228503417693125  0.830178423919155
 25 |%%%%%%%%%%%%%%%%%%%%%%%                           0.166  0.048435805775215  0.169821576080845  0.878614229694369
 24 |%%%%%%%%%%%%%%%%%%                                0.159  0.038138429744264  0.121385770305631  0.916752659438633
 23 |______________ 0.0286                             0.152  0.028603822308198  0.083247340561367  0.945356481746831
 22 |||||||||||                                        0.146  0.020399625212048  0.054643518253169  0.965756106958879
 21 |||||||                                            0.139  0.013808977066617  0.034243893041121  0.979565084025496
 20 |||||                                              0.132  0.008854611248823  0.020434915974504  0.988419695274319
 19 |||                                                0.126  0.005366431059893  0.011580304725681  0.993786126334212
 18 ||                                                 0.119  0.003066532034224  0.006213873665788  0.996852658368436
 17 |                                                  0.113  0.001647688854210  0.003147341631564  0.998500347222646
 16 |                                                  0.106  0.000829946978417  0.001499652777354  0.999330294201063
 15 |                                                  0.099  0.000390563283961  0.000669705798937  0.999720857485024
 14 |                                                  0.093  0.000171049613414  0.000279142514976  0.999891907098438
 13 |                                                  0.086  0.000069411437327  0.000108092901562  0.999961318535765
 12 |                                                  0.079  0.000025966868640  0.000038681464235  0.999987285404405
 11 |                                                  0.073  0.000008902926391  0.000012714595595  0.999996188330796
 10 |                                                  0.066  0.000002778218165  0.000003811669204  0.999998966548961
  9 |                                                  0.060  0.000000782596666  0.000001033451039  0.999999749145627
  8 |                                                  0.053  0.000000197017343  0.000000250854373  0.999999946162970
  7 |                                                  0.046  0.000000043781632  0.000000053837031  0.999999989944601
  6 |                                                  0.040  0.000000008454384  0.000000010055399  0.999999998398985
  5 |                                                  0.033  0.000000001389762  0.000000001601015  0.999999999788747
  4 |                                                  0.026  0.000000000189083  0.000000000211253  0.999999999977830
  3 |                                                  0.020  0.000000000020441  0.000000000022170  0.999999999998272
  2 |                                                  0.013  0.000000000001646  0.000000000001728  0.999999999999918
  1 |                                                  0.007  0.000000000000088  0.000000000000082  1.000000000000006
  0 |                                                  0.000  0.000000000000002  -0.000000000000005  1.000000000000008

Binomial Point Probability  k  P= 0.028603822308198
Binomial kum. Probability <=k <p= 0.083247340561375
Binomial kum. Probability  >k >p= 0.916752659438625


Binomial (c) SCHRAUSSER 2009; 05/13/09 21:10:38;

p= 0.500, q= 0.500, k= 8, n= 8, p(k)= 1.00000

i                                                     P(i)    Pi                <pi                >pi
  8 | 0.0039                                           1.000  0.003906250000000  1.000000000000000  0.003906250000000
  7 |||||                                              0.875  0.031250000000000  0.996093750000000  0.035156250000000
  6 |||||||||||||||||                                  0.750  0.109375000000000  0.964843750000000  0.144531250000000
  5 |||||||||||||||||||||||||||||||||                  0.625  0.218750000000000  0.855468750000000  0.363281250000000
  4 |||||||||||||||||||||||||||||||||||||||||          0.500  0.273437500000000  0.636718750000000  0.636718750000000
  3 |||||||||||||||||||||||||||||||||                  0.375  0.218750000000000  0.363281250000000  0.855468750000000
  2 |||||||||||||||||                                  0.250  0.109375000000000  0.144531250000000  0.964843750000000
  1 |||||                                              0.125  0.031250000000000  0.035156250000000  0.996093750000000
  0 |                                                  0.000  0.003906250000000  0.003906250000000  1.000000000000000

Binomial Point Probability  k  P= 0.003906250000000
Binomial kum. Probability <=k <p= 1.000000000000000
Binomial kum. Probability  >k >p= 0.000000000000000


Binomial (c) SCHRAUSSER 2009; 05/13/09 21:11:19;

p= 0.500, q= 0.500, k= 8, n= 18, p(k)= 0.44444

i                                                     P(i)    Pi                <pi                >pi
 18 |                                                  1.000  0.000003814697266  1.000000000000000  0.000003814697266
 17 |                                                  0.944  0.000068664550781  0.999996185302734  0.000072479248047
 16 |                                                  0.889  0.000583648681641  0.999927520751953  0.000656127929688
 15 |                                                  0.833  0.003112792968750  0.999343872070313  0.003768920898438
 14 |%%                                                0.778  0.011672973632813  0.996231079101563  0.015441894531250
 13 |%%%%%%%                                           0.722  0.032684326171875  0.984558105468750  0.048126220703125
 12 |%%%%%%%%%%%%%%%                                   0.667  0.070816040039063  0.951873779296875  0.118942260742188
 11 |%%%%%%%%%%%%%%%%%%%%%%%%%%                        0.611  0.121398925781250  0.881057739257813  0.240341186523438
 10 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%              0.556  0.166923522949219  0.759658813476563  0.407264709472656
  9 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%          0.500  0.185470581054688  0.592735290527344  0.592735290527344
  8 |____________________________________ 0.1669       0.444  0.166923522949219  0.407264709472656  0.759658813476563
  7 |||||||||||||||||||||||||||                        0.389  0.121398925781250  0.240341186523438  0.881057739257813
  6 ||||||||||||||||                                   0.333  0.070816040039063  0.118942260742188  0.951873779296875
  5 ||||||||                                           0.278  0.032684326171875  0.048126220703125  0.984558105468750
  4 |||                                                0.222  0.011672973632813  0.015441894531250  0.996231079101563
  3 |                                                  0.167  0.003112792968750  0.003768920898438  0.999343872070313
  2 |                                                  0.111  0.000583648681641  0.000656127929688  0.999927520751953
  1 |                                                  0.056  0.000068664550781  0.000072479248047  0.999996185302734
  0 |                                                  0.000  0.000003814697266  0.000003814697266  1.000000000000000

Binomial Point Probability  k  P= 0.166923522949219
Binomial kum. Probability <=k <p= 0.407264709472656
Binomial kum. Probability  >k >p= 0.592735290527344


Binomial (c) SCHRAUSSER 2009; 05/13/09 21:13:46;

p= 0.167, q= 0.833, k= 8, n= 8, p(k)= 1.00000

i                                                     P(i)    Pi                <pi                >pi
  8 | 0.0000                                           1.000  0.000000596327447  1.000000000000000  0.000000596327447
  7 |                                                  0.875  0.000023847374263  0.999999403672553  0.000024443701709
  6 |                                                  0.750  0.000417228910656  0.999975556298291  0.000441672612365
  5 |                                                  0.625  0.004171287957400  0.999558327387635  0.004612960569765
  4 |||                                                0.500  0.026064294052953  0.995387039430234  0.030677254622718
  3 ||||||||||||                                       0.375  0.104232159492865  0.969322745377281  0.134909414115584
  2 |||||||||||||||||||||||||||||                      0.250  0.260517871941825  0.865090585884416  0.395427286057409
  1 |||||||||||||||||||||||||||||||||||||||||          0.125  0.372079085935595  0.604572713942591  0.767506371993003
  0 |||||||||||||||||||||||||                          0.000  0.232493628006997  0.232493628006997  1.000000000000000

Binomial Point Probability  k  P= 0.000000596327447
Binomial kum. Probability <=k <p= 1.000000000000000
Binomial kum. Probability  >k >p= -0.000000000000000


Binomial (c) SCHRAUSSER 2009; 05/13/09 21:14:03;

p= 0.167, q= 0.833, k= 8, n= 178, p(k)= 0.04494

i                                                     P(i)    Pi                <pi                >pi
178 |                                                  1.000  0.000000000000000  1.000000000000000  0.000000000000000
177 |                                                  0.994  0.000000000000000  1.000000000000000  0.000000000000000
176 |                                                  0.989  0.000000000000000  1.000000000000000  0.000000000000000
175 |                                                  0.983  0.000000000000000  1.000000000000000  0.000000000000000
174 |                                                  0.978  0.000000000000000  1.000000000000000  0.000000000000000
173 |                                                  0.972  0.000000000000000  1.000000000000000  0.000000000000000
172 |                                                  0.966  0.000000000000000  1.000000000000000  0.000000000000000
171 |                                                  0.961  0.000000000000000  1.000000000000000  0.000000000000000
170 |                                                  0.955  0.000000000000000  1.000000000000000  0.000000000000000
169 |                                                  0.949  0.000000000000000  1.000000000000000  0.000000000000000
168 |                                                  0.944  0.000000000000000  1.000000000000000  0.000000000000000
167 |                                                  0.938  0.000000000000000  1.000000000000000  0.000000000000000
166 |                                                  0.933  0.000000000000000  1.000000000000000  0.000000000000000
165 |                                                  0.927  0.000000000000000  1.000000000000000  0.000000000000000
164 |                                                  0.921  0.000000000000000  1.000000000000000  0.000000000000000
163 |                                                  0.916  0.000000000000000  1.000000000000000  0.000000000000000
162 |                                                  0.910  0.000000000000000  1.000000000000000  0.000000000000000
161 |                                                  0.904  0.000000000000000  1.000000000000000  0.000000000000000
160 |                                                  0.899  0.000000000000000  1.000000000000000  0.000000000000000
159 |                                                  0.893  0.000000000000000  1.000000000000000  0.000000000000000
158 |                                                  0.888  0.000000000000000  1.000000000000000  0.000000000000000
157 |                                                  0.882  0.000000000000000  1.000000000000000  0.000000000000000
156 |                                                  0.876  0.000000000000000  1.000000000000000  0.000000000000000
155 |                                                  0.871  0.000000000000000  1.000000000000000  0.000000000000000
154 |                                                  0.865  0.000000000000000  1.000000000000000  0.000000000000000
153 |                                                  0.860  0.000000000000000  1.000000000000000  0.000000000000000
152 |                                                  0.854  0.000000000000000  1.000000000000000  0.000000000000000
151 |                                                  0.848  0.000000000000000  1.000000000000000  0.000000000000000
150 |                                                  0.843  0.000000000000000  1.000000000000000  0.000000000000000
149 |                                                  0.837  0.000000000000000  1.000000000000000  0.000000000000000
148 |                                                  0.831  0.000000000000000  1.000000000000000  0.000000000000000
147 |                                                  0.826  0.000000000000000  1.000000000000000  0.000000000000000
146 |                                                  0.820  0.000000000000000  1.000000000000000  0.000000000000000
145 |                                                  0.815  0.000000000000000  1.000000000000000  0.000000000000000
144 |                                                  0.809  0.000000000000000  1.000000000000000  0.000000000000000
143 |                                                  0.803  0.000000000000000  1.000000000000000  0.000000000000000
142 |                                                  0.798  0.000000000000000  1.000000000000000  0.000000000000000
141 |                                                  0.792  0.000000000000000  1.000000000000000  0.000000000000000
140 |                                                  0.787  0.000000000000000  1.000000000000000  0.000000000000000
139 |                                                  0.781  0.000000000000000  1.000000000000000  0.000000000000000
138 |                                                  0.775  0.000000000000000  1.000000000000000  0.000000000000000
137 |                                                  0.770  0.000000000000000  1.000000000000000  0.000000000000000
136 |                                                  0.764  0.000000000000000  1.000000000000000  0.000000000000000
135 |                                                  0.758  0.000000000000000  1.000000000000000  0.000000000000000
134 |                                                  0.753  0.000000000000000  1.000000000000000  0.000000000000000
133 |                                                  0.747  0.000000000000000  1.000000000000000  0.000000000000000
132 |                                                  0.742  0.000000000000000  1.000000000000000  0.000000000000000
131 |                                                  0.736  0.000000000000000  1.000000000000000  0.000000000000000
130 |                                                  0.730  0.000000000000000  1.000000000000000  0.000000000000000
129 |                                                  0.725  0.000000000000000  1.000000000000000  0.000000000000000
128 |                                                  0.719  0.000000000000000  1.000000000000000  0.000000000000000
127 |                                                  0.713  0.000000000000000  1.000000000000000  0.000000000000000
126 |                                                  0.708  0.000000000000000  1.000000000000000  0.000000000000000
125 |                                                  0.702  0.000000000000000  1.000000000000000  0.000000000000000
124 |                                                  0.697  0.000000000000000  1.000000000000000  0.000000000000000
123 |                                                  0.691  0.000000000000000  1.000000000000000  0.000000000000000
122 |                                                  0.685  0.000000000000000  1.000000000000000  0.000000000000000
121 |                                                  0.680  0.000000000000000  1.000000000000000  0.000000000000000
120 |                                                  0.674  0.000000000000000  1.000000000000000  0.000000000000000
119 |                                                  0.669  0.000000000000000  1.000000000000000  0.000000000000000
118 |                                                  0.663  0.000000000000000  1.000000000000000  0.000000000000000
117 |                                                  0.657  0.000000000000000  1.000000000000000  0.000000000000000
116 |                                                  0.652  0.000000000000000  1.000000000000000  0.000000000000000
115 |                                                  0.646  0.000000000000000  1.000000000000000  0.000000000000000
114 |                                                  0.640  0.000000000000000  1.000000000000000  0.000000000000000
113 |                                                  0.635  0.000000000000000  1.000000000000000  0.000000000000000
112 |                                                  0.629  0.000000000000000  1.000000000000000  0.000000000000000
111 |                                                  0.624  0.000000000000000  1.000000000000000  0.000000000000000
110 |                                                  0.618  0.000000000000000  1.000000000000000  0.000000000000000
109 |                                                  0.612  0.000000000000000  1.000000000000000  0.000000000000000
108 |                                                  0.607  0.000000000000000  1.000000000000000  0.000000000000000
107 |                                                  0.601  0.000000000000000  1.000000000000000  0.000000000000000
106 |                                                  0.596  0.000000000000000  1.000000000000000  0.000000000000000
105 |                                                  0.590  0.000000000000000  1.000000000000000  0.000000000000000
104 |                                                  0.584  0.000000000000000  1.000000000000000  0.000000000000000
103 |                                                  0.579  0.000000000000000  1.000000000000000  0.000000000000000
102 |                                                  0.573  0.000000000000000  1.000000000000000  0.000000000000000
101 |                                                  0.567  0.000000000000000  1.000000000000000  0.000000000000000
100 |                                                  0.562  0.000000000000000  1.000000000000000  0.000000000000000
 99 |                                                  0.556  0.000000000000000  1.000000000000000  0.000000000000000
 98 |                                                  0.551  0.000000000000000  1.000000000000000  0.000000000000000
 97 |                                                  0.545  0.000000000000000  1.000000000000000  0.000000000000000
 96 |                                                  0.539  0.000000000000000  1.000000000000000  0.000000000000000
 95 |                                                  0.534  0.000000000000000  1.000000000000000  0.000000000000000
 94 |                                                  0.528  0.000000000000000  1.000000000000000  0.000000000000000
 93 |                                                  0.522  0.000000000000000  1.000000000000000  0.000000000000000
 92 |                                                  0.517  0.000000000000000  1.000000000000000  0.000000000000000
 91 |                                                  0.511  0.000000000000000  1.000000000000000  0.000000000000000
 90 |                                                  0.506  0.000000000000000  1.000000000000000  0.000000000000000
 89 |                                                  0.500  0.000000000000000  1.000000000000000  0.000000000000000
 88 |                                                  0.494  0.000000000000000  1.000000000000000  0.000000000000000
 87 |                                                  0.489  0.000000000000000  1.000000000000000  0.000000000000000
 86 |                                                  0.483  0.000000000000000  1.000000000000000  0.000000000000000
 85 |                                                  0.478  0.000000000000000  1.000000000000000  0.000000000000000
 84 |                                                  0.472  0.000000000000000  1.000000000000000  0.000000000000000
 83 |                                                  0.466  0.000000000000000  1.000000000000000  0.000000000000000
 82 |                                                  0.461  0.000000000000000  1.000000000000000  0.000000000000000
 81 |                                                  0.455  0.000000000000000  1.000000000000000  0.000000000000000
 80 |                                                  0.449  0.000000000000000  1.000000000000000  0.000000000000000
 79 |                                                  0.444  0.000000000000000  1.000000000000000  0.000000000000000
 78 |                                                  0.438  0.000000000000000  1.000000000000000  0.000000000000000
 77 |                                                  0.433  0.000000000000000  1.000000000000000  0.000000000000000
 76 |                                                  0.427  0.000000000000000  1.000000000000000  0.000000000000000
 75 |                                                  0.421  0.000000000000001  1.000000000000000  0.000000000000001
 74 |                                                  0.416  0.000000000000003  0.999999999999999  0.000000000000004
 73 |                                                  0.410  0.000000000000010  0.999999999999996  0.000000000000014
 72 |                                                  0.404  0.000000000000034  0.999999999999986  0.000000000000048
 71 |                                                  0.399  0.000000000000115  0.999999999999952  0.000000000000163
 70 |                                                  0.393  0.000000000000377  0.999999999999837  0.000000000000540
 69 |                                                  0.388  0.000000000001210  0.999999999999460  0.000000000001750
 68 |                                                  0.382  0.000000000003795  0.999999999998250  0.000000000005545
 67 |                                                  0.376  0.000000000011622  0.999999999994455  0.000000000017168
 66 |                                                  0.371  0.000000000034755  0.999999999982832  0.000000000051923
 65 |                                                  0.365  0.000000000101473  0.999999999948077  0.000000000153395
 64 |                                                  0.360  0.000000000289216  0.999999999846605  0.000000000442612
 63 |                                                  0.354  0.000000000804583  0.999999999557388  0.000000001247195
 62 |                                                  0.348  0.000000002184335  0.999999998752805  0.000000003431530
 61 |                                                  0.343  0.000000005786165  0.999999996568470  0.000000009217695
 60 |                                                  0.337  0.000000014952178  0.999999990782305  0.000000024169872
 59 |                                                  0.331  0.000000037685520  0.999999975830127  0.000000061855393
 58 |                                                  0.326  0.000000092621341  0.999999938144607  0.000000154476733
 57 |                                                  0.320  0.000000221931766  0.999999845523266  0.000000376408499
 56 |                                                  0.315  0.000000518322755  0.999999623591501  0.000000894731254
 55 |                                                  0.309  0.000001179638595  0.999999105268746  0.000002074369849
 54 |                                                  0.303  0.000002615506233  0.999997925630151  0.000004689876082
 53 |                                                  0.298  0.000005648137856  0.999995310123918  0.000010338013939
 52 |                                                  0.292  0.000011876169700  0.999989661986062  0.000022214183639
 51 |                                                  0.287  0.000024307584230  0.999977785816361  0.000046521767869
 50 |                                                  0.281  0.000048413645718  0.999953478232131  0.000094935413587
 49 |                                                  0.275  0.000093802381331  0.999905064586413  0.000188737794918
 48 |                                                  0.270  0.000176738991916  0.999811262205082  0.000365476786834
 47 |                                                  0.264  0.000323718930759  0.999634523213166  0.000689195717593
 46 |                                                  0.258  0.000576179504784  0.999310804282407  0.001265375222377
 45 |                                                  0.253  0.000996161559033  0.998734624777623  0.002261536781410
 44 |                                                  0.247  0.001672257976229  0.997738463218590  0.003933794757639
 43 |%                                                 0.242  0.002724507238554  0.996066205242361  0.006658301996193
 42 |%%                                                0.236  0.004306091910491  0.993341698003807  0.010964393906684
 41 |%%%                                               0.230  0.006598995018741  0.989035606093316  0.017563388925425
 40 |%%%%                                              0.225  0.009800502704407  0.982436611074575  0.027363891629832
 39 |%%%%%%%                                           0.219  0.014098059070630  0.972636108370168  0.041461950700463
 38 |%%%%%%%%%                                         0.213  0.019631870439571  0.958538049299537  0.061093821140033
 37 |%%%%%%%%%%%%%                                     0.208  0.026447945739243  0.938906178859967  0.087541766879276
 36 |%%%%%%%%%%%%%%%%%                                 0.202  0.034448562730844  0.912458233120724  0.121990329610120
 35 |%%%%%%%%%%%%%%%%%%%%%                             0.197  0.043351422456070  0.878009670389880  0.165341752066190
 34 |%%%%%%%%%%%%%%%%%%%%%%%%%%                        0.191  0.052671378709363  0.834658247933810  0.218013130775553
 33 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                    0.185  0.061737833227951  0.781986869224447  0.279750964003504
 32 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                0.180  0.069755466803301  0.720249035996496  0.349506430806805
 31 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%             0.174  0.075906099416447  0.650493569193195  0.425412530223252
 30 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%           0.169  0.079477177481618  0.574587469776748  0.504889707704870
 29 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%          0.163  0.079991382657548  0.495110292295130  0.584881090362418
 28 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%            0.157  0.077306448945711  0.415118909637582  0.662187539308130
 27 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%               0.152  0.071657654802056  0.337812460691870  0.733845194110186
 26 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                   0.146  0.063628040490202  0.266154805889814  0.797473234600388
 25 |%%%%%%%%%%%%%%%%%%%%%%%%%%%                       0.140  0.054050068404069  0.202526765399612  0.851523303004457
 24 |%%%%%%%%%%%%%%%%%%%%%                             0.135  0.043861281640858  0.148476696995543  0.895384584645314
 23 |%%%%%%%%%%%%%%%%                                  0.129  0.033948973190852  0.104615415354686  0.929333557836167
 22 |%%%%%%%%%%%%                                      0.124  0.025020481491339  0.070666442163833  0.954354039327505
 21 |%%%%%%%%                                          0.118  0.017526067231959  0.045645960672495  0.971880106559464
 20 |%%%%%                                             0.112  0.011644275258071  0.028119893440536  0.983524381817535
 19 |%%%                                               0.107  0.007321686283536  0.016475618182465  0.990846068101071
 18 |%%                                                0.101  0.004346208099180  0.009153931898929  0.995192276200252
 17 |%                                                 0.096  0.002428974345361  0.004807723799748  0.997621250545613
 16 |                                                  0.090  0.001274156038193  0.002378749454387  0.998895406583806
 15 |                                                  0.084  0.000625202602155  0.001104593416194  0.999520609185961
 14 |                                                  0.079  0.000285847218080  0.000479390814039  0.999806456404041
 13 |                                                  0.073  0.000121239418137  0.000193543595959  0.999927695822178
 12 |                                                  0.067  0.000047461874832  0.000072304177822  0.999975157697010
 11 |                                                  0.062  0.000017048078896  0.000024842302990  0.999992205775906
 10 |                                                  0.056  0.000005579877081  0.000007794224094  0.999997785652987
  9 |                                                  0.051  0.000001650455082  0.000002214347013  0.999999436108070
  8 | 0.0000                                           0.045  0.000000436780337  0.000000563891930  0.999999872888407
  7 |                                                  0.039  0.000000102146323  0.000000127111593  0.999999975034730
  6 |                                                  0.034  0.000000020780601  0.000000024965270  0.999999995815332
  5 |                                                  0.028  0.000000003602708  0.000000004184669  0.999999999418039
  4 |                                                  0.022  0.000000000517506  0.000000000581961  0.999999999935546
  3 |                                                  0.017  0.000000000059129  0.000000000064454  0.999999999994675
  2 |                                                  0.011  0.000000000005038  0.000000000005325  0.999999999999713
  1 |                                                  0.006  0.000000000000285  0.000000000000287  0.999999999999998
  0 |                                                  0.000  0.000000000000008  0.000000000000002  1.000000000000006

Binomial Point Probability  k  P= 0.000000436780337
Binomial kum. Probability <=k <p= 0.000000563891936
Binomial kum. Probability  >k >p= 0.999999436108064


Binomial (c) SCHRAUSSER 2009; 05/13/09 21:14:11;

p= 0.167, q= 0.833, k= 8, n= 17, p(k)= 0.47059

i                                                     P(i)    Pi                <pi                >pi
 17 |                                                  1.000  0.000000000000059  1.000000000000000  0.000000000000059
 16 |                                                  0.941  0.000000000005038  0.999999999999941  0.000000000005097
 15 |                                                  0.882  0.000000000201454  0.999999999994903  0.000000000206551
 14 |                                                  0.824  0.000000005035139  0.999999999793449  0.000000005241690
 13 |                                                  0.765  0.000000088093787  0.999999994758310  0.000000093335477
 12 |                                                  0.706  0.000001144944439  0.999999906664523  0.000001238279916
 11 |                                                  0.647  0.000011446697073  0.999998761720084  0.000012684976989
 10 |                                                  0.588  0.000089916753264  0.999987315023011  0.000102601730253
  9 |                                                  0.529  0.000561844859737  0.999897398269747  0.000664446589990
  8 | 0.0028                                           0.471  0.002808550219667  0.999335553410010  0.003472996809657
  7 ||                                                 0.412  0.011231505209592  0.996527003190343  0.014704502019249
  6 ||||||                                             0.353  0.035728032414284  0.985295497980751  0.050432534433534
  5 |||||||||||||||                                    0.294  0.089298648502769  0.949567465566466  0.139731182936303
  4 |||||||||||||||||||||||||||||                      0.235  0.171686963678090  0.860268817063697  0.311418146614393
  3 |||||||||||||||||||||||||||||||||||||||||          0.176  0.245208238637333  0.688581853385607  0.556626385251726
  2 ||||||||||||||||||||||||||||||||||||||||           0.118  0.245149400427702  0.443373614748274  0.801775785679428
  1 |||||||||||||||||||||||||                          0.059  0.153181610210261  0.198224214320572  0.954957395889689
  0 ||||||||                                           0.000  0.045042604110311  0.045042604110311  1.000000000000000

Binomial Point Probability  k  P= 0.002808550219667
Binomial kum. Probability <=k <p= 0.999335553410011
Binomial kum. Probability  >k >p= 0.000664446589989


Binomial (c) SCHRAUSSER 2009; 05/13/09 21:14:39;

p= 0.167, q= 0.833, k= 5, n= 17, p(k)= 0.29412

i                                                     P(i)    Pi                <pi                >pi
 17 |                                                  1.000  0.000000000000059  1.000000000000000  0.000000000000059
 16 |                                                  0.941  0.000000000005038  0.999999999999941  0.000000000005097
 15 |                                                  0.882  0.000000000201454  0.999999999994903  0.000000000206551
 14 |                                                  0.824  0.000000005035139  0.999999999793449  0.000000005241690
 13 |                                                  0.765  0.000000088093787  0.999999994758310  0.000000093335477
 12 |                                                  0.706  0.000001144944439  0.999999906664523  0.000001238279916
 11 |                                                  0.647  0.000011446697073  0.999998761720084  0.000012684976989
 10 |                                                  0.588  0.000089916753264  0.999987315023011  0.000102601730253
  9 |                                                  0.529  0.000561844859737  0.999897398269747  0.000664446589990
  8 |                                                  0.471  0.002808550219667  0.999335553410010  0.003472996809657
  7 |%                                                 0.412  0.011231505209592  0.996527003190343  0.014704502019249
  6 |%%%%%                                             0.353  0.035728032414284  0.985295497980751  0.050432534433534
  5 |______________ 0.0893                             0.294  0.089298648502769  0.949567465566466  0.139731182936303
  4 |||||||||||||||||||||||||||||                      0.235  0.171686963678090  0.860268817063697  0.311418146614393
  3 |||||||||||||||||||||||||||||||||||||||||          0.176  0.245208238637333  0.688581853385607  0.556626385251726
  2 ||||||||||||||||||||||||||||||||||||||||           0.118  0.245149400427702  0.443373614748274  0.801775785679428
  1 |||||||||||||||||||||||||                          0.059  0.153181610210261  0.198224214320572  0.954957395889689
  0 ||||||||                                           0.000  0.045042604110311  0.045042604110311  1.000000000000000

Binomial Point Probability  k  P= 0.089298648502769
Binomial kum. Probability <=k <p= 0.949567465566467
Binomial kum. Probability  >k >p= 0.050432534433533


Binomial (c) SCHRAUSSER 2009; 05/13/09 21:15:12;

p= 0.167, q= 0.833, k= 3, n= 17, p(k)= 0.17647

i                                                     P(i)    Pi                <pi                >pi
 17 |                                                  1.000  0.000000000000059  1.000000000000000  0.000000000000059
 16 |                                                  0.941  0.000000000005038  0.999999999999941  0.000000000005097
 15 |                                                  0.882  0.000000000201454  0.999999999994903  0.000000000206551
 14 |                                                  0.824  0.000000005035139  0.999999999793449  0.000000005241690
 13 |                                                  0.765  0.000000088093787  0.999999994758310  0.000000093335477
 12 |                                                  0.706  0.000001144944439  0.999999906664523  0.000001238279916
 11 |                                                  0.647  0.000011446697073  0.999998761720084  0.000012684976989
 10 |                                                  0.588  0.000089916753264  0.999987315023011  0.000102601730253
  9 |                                                  0.529  0.000561844859737  0.999897398269747  0.000664446589990
  8 |                                                  0.471  0.002808550219667  0.999335553410010  0.003472996809657
  7 |%                                                 0.412  0.011231505209592  0.996527003190343  0.014704502019249
  6 |%%%%%                                             0.353  0.035728032414284  0.985295497980751  0.050432534433534
  5 |%%%%%%%%%%%%%%                                    0.294  0.089298648502769  0.949567465566466  0.139731182936303
  4 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%                      0.235  0.171686963678090  0.860268817063697  0.311418146614393
  3 |________________________________________ 0.2452   0.176  0.245208238637333  0.688581853385607  0.556626385251726
  2 ||||||||||||||||||||||||||||||||||||||||           0.118  0.245149400427702  0.443373614748274  0.801775785679428
  1 |||||||||||||||||||||||||                          0.059  0.153181610210261  0.198224214320572  0.954957395889689
  0 ||||||||                                           0.000  0.045042604110311  0.045042604110311  1.000000000000000

Binomial Point Probability  k  P= 0.245208238637333
Binomial kum. Probability <=k <p= 0.688581853385608
Binomial kum. Probability  >k >p= 0.311418146614392


Binomial (c) SCHRAUSSER 2009; 05/13/09 21:15:29;

p= 0.167, q= 0.833, k= 3, n= 30, p(k)= 0.10000

i                                                     P(i)    Pi                <pi                >pi
 30 |                                                  1.000  0.000000000000000  1.000000000000000  0.000000000000000
 29 |                                                  0.967  0.000000000000000  1.000000000000000  0.000000000000000
 28 |                                                  0.933  0.000000000000000  1.000000000000000  0.000000000000000
 27 |                                                  0.900  0.000000000000000  1.000000000000000  0.000000000000000
 26 |                                                  0.867  0.000000000000000  1.000000000000000  0.000000000000000
 25 |                                                  0.833  0.000000000000002  1.000000000000000  0.000000000000002
 24 |                                                  0.800  0.000000000000042  0.999999999999998  0.000000000000044
 23 |                                                  0.767  0.000000000000723  0.999999999999956  0.000000000000767
 22 |                                                  0.733  0.000000000010384  0.999999999999233  0.000000000011151
 21 |                                                  0.700  0.000000000126886  0.999999999988849  0.000000000138037
 20 |                                                  0.667  0.000000001331982  0.999999999861963  0.000000001470018
 19 |                                                  0.633  0.000000012106018  0.999999998529982  0.000000013576037
 18 |                                                  0.600  0.000000095816316  0.999999986423963  0.000000109392353
 17 |                                                  0.567  0.000000663184556  0.999999890607647  0.000000772576909
 16 |                                                  0.533  0.000004025511502  0.999999227423091  0.000004798088411
 15 |                                                  0.500  0.000021464243053  0.999995201911589  0.000026262331465
 14 |                                                  0.467  0.000100589496867  0.999973737668535  0.000126851828332
 13 |                                                  0.433  0.000414092659710  0.999873148171668  0.000540944488042
 12 |                                                  0.400  0.001494975795964  0.999459055511958  0.002035920284006
 11 |                                                  0.367  0.004719843390056  0.997964079715994  0.006755763674062
 10 |%%                                                0.333  0.012976454848911  0.993244236325938  0.019732218522973
  9 |%%%%%%                                            0.300  0.030888907434507  0.980267781477027  0.050621125957479
  8 |%%%%%%%%%%%%%                                     0.267  0.063166695502691  0.949378874042520  0.113787821460170
  7 |%%%%%%%%%%%%%%%%%%%%%%                            0.233  0.109828762655940  0.886212178539830  0.223616584116110
  6 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                 0.200  0.160128513159459  0.776383415883890  0.383745097275569
  5 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%          0.167  0.192108108001118  0.616254902724431  0.575853205276687
  4 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%            0.133  0.184675010840907  0.424146794723313  0.760528216117594
  3 |____________________________ 0.1368               0.100  0.136763479778469  0.239471783882406  0.897291695896064
  2 ||||||||||||||||                                   0.067  0.073248569521423  0.102708304103936  0.970540265417487
  1 ||||||                                             0.033  0.025252066682747  0.029459734582513  0.995792332100234
  0 |                                                  0.000  0.004207667899767  0.004207667899766  1.000000000000001

Binomial Point Probability  k  P= 0.136763479778469
Binomial kum. Probability <=k <p= 0.239471783882406
Binomial kum. Probability  >k >p= 0.760528216117594


Binomial (c) SCHRAUSSER 2009; 09/29/09 04:56:59;

p= 0.160, q= 0.840, k= 3, n= 10, p(k)= 0.30000

i                                                     P(i)    Pi                <pi                >pi
 10 |                                                  1.000  0.000000010995116  1.000000000000000  0.000000010995116
  9 |                                                  0.900  0.000000577243605  0.999999989004884  0.000000588238721
  8 |                                                  0.800  0.000013637380158  0.999999411761279  0.000014225618879
  7 |                                                  0.700  0.000190923322216  0.999985774381121  0.000205148941095
  6 |                                                  0.600  0.001754108022856  0.999794851058905  0.001959256963951
  5 |%                                                 0.500  0.011050880543993  0.998040743036049  0.013010137507944
  4 |%%%%%                                             0.400  0.048347602379971  0.986989862492056  0.061357739887915
  3 |_________________ 0.1450                          0.300  0.145042807139913  0.938642260112085  0.206400547027828
  2 |||||||||||||||||||||||||||||||||||                0.200  0.285553026556704  0.793599452972172  0.491953573584532
  1 |||||||||||||||||||||||||||||||||||||||||          0.100  0.333145197649487  0.508046426415468  0.825098771234019
  0 ||||||||||||||||||||||                             0.000  0.174901228765981  0.174901228765981  1.000000000000000

Binomial Point Probability  k  P= 0.145042807139913
Binomial kum. Probability <=k <p= 0.938642260112085
Binomial kum. Probability  >k >p= 0.061357739887915


Binomial (c) SCHRAUSSER 2009; 09/29/09 04:57:03;

p= 0.160, q= 0.840, k= 3, n= 10, p(k)= 0.30000

i                                                     P(i)    Pi                <pi                >pi
 10 |                                                  1.000  0.000000010995116  1.000000000000000  0.000000010995116
  9 |                                                  0.900  0.000000577243605  0.999999989004884  0.000000588238721
  8 |                                                  0.800  0.000013637380158  0.999999411761279  0.000014225618879
  7 |                                                  0.700  0.000190923322216  0.999985774381121  0.000205148941095
  6 |                                                  0.600  0.001754108022856  0.999794851058905  0.001959256963951
  5 |%                                                 0.500  0.011050880543993  0.998040743036049  0.013010137507944
  4 |%%%%%                                             0.400  0.048347602379971  0.986989862492056  0.061357739887915
  3 |_________________ 0.1450                          0.300  0.145042807139913  0.938642260112085  0.206400547027828
  2 |||||||||||||||||||||||||||||||||||                0.200  0.285553026556704  0.793599452972172  0.491953573584532
  1 |||||||||||||||||||||||||||||||||||||||||          0.100  0.333145197649487  0.508046426415468  0.825098771234019
  0 ||||||||||||||||||||||                             0.000  0.174901228765981  0.174901228765981  1.000000000000000

Binomial Point Probability  k  P= 0.145042807139913
Binomial kum. Probability <=k <p= 0.938642260112085
Binomial kum. Probability  >k >p= 0.061357739887915


Binomial (c) SCHRAUSSER 2009; 09/29/09 04:59:07;

p= 0.200, q= 0.800, k= 23, n= 50, p(k)= 0.46000

i                                                     P(i)    Pi                <pi                >pi
 50 |                                                  1.000  0.000000000000000  1.000000000000000  0.000000000000000
 49 |                                                  0.980  0.000000000000000  1.000000000000000  0.000000000000000
 48 |                                                  0.960  0.000000000000000  1.000000000000000  0.000000000000000
 47 |                                                  0.940  0.000000000000000  1.000000000000000  0.000000000000000
 46 |                                                  0.920  0.000000000000000  1.000000000000000  0.000000000000000
 45 |                                                  0.900  0.000000000000000  1.000000000000000  0.000000000000000
 44 |                                                  0.880  0.000000000000000  1.000000000000000  0.000000000000000
 43 |                                                  0.860  0.000000000000000  1.000000000000000  0.000000000000000
 42 |                                                  0.840  0.000000000000000  1.000000000000000  0.000000000000000
 41 |                                                  0.820  0.000000000000000  1.000000000000000  0.000000000000000
 40 |                                                  0.800  0.000000000000000  1.000000000000000  0.000000000000000
 39 |                                                  0.780  0.000000000000000  1.000000000000000  0.000000000000000
 38 |                                                  0.760  0.000000000000000  1.000000000000000  0.000000000000000
 37 |                                                  0.740  0.000000000000000  1.000000000000000  0.000000000000000
 36 |                                                  0.720  0.000000000000003  1.000000000000000  0.000000000000003
 35 |                                                  0.700  0.000000000000027  0.999999999999997  0.000000000000030
 34 |                                                  0.680  0.000000000000238  0.999999999999970  0.000000000000268
 33 |                                                  0.660  0.000000000001905  0.999999999999732  0.000000000002173
 32 |                                                  0.640  0.000000000013968  0.999999999997827  0.000000000016141
 31 |                                                  0.620  0.000000000094102  0.999999999983859  0.000000000110243
 30 |                                                  0.600  0.000000000583431  0.999999999889757  0.000000000693675
 29 |                                                  0.580  0.000000003333894  0.999999999306325  0.000000004027568
 28 |                                                  0.560  0.000000017578712  0.999999995972432  0.000000021606280
 27 |                                                  0.540  0.000000085600684  0.999999978393720  0.000000107206965
 26 |                                                  0.520  0.000000385203080  0.999999892793035  0.000000492410044
 25 |                                                  0.500  0.000001602444811  0.999999507589956  0.000002094854856
 24 |                                                  0.480  0.000006163249274  0.999997905145144  0.000008258104130
 23 | 0.0000                                           0.460  0.000021913775197  0.999991741895870  0.000030171879326
 22 |                                                  0.440  0.000072002404218  0.999969828120674  0.000102174283544
 21 |                                                  0.420  0.000218490054178  0.999897825716456  0.000320664337722
 20 |                                                  0.400  0.000611772151699  0.999679335662278  0.000932436489421
 19 |                                                  0.380  0.001578766843094  0.999067563510579  0.002511203332515
 18 ||                                                 0.360  0.003749571252348  0.997488796667485  0.006260774584863
 17 |||                                                0.340  0.008180882732395  0.993739225415137  0.014441657317258
 16 |||||                                              0.320  0.016361765464790  0.985558342682742  0.030803422782048
 15 |||||||||                                          0.300  0.029918656849902  0.969196577217952  0.060722079631949
 14 |||||||||||||||                                    0.280  0.049864428083170  0.939277920368051  0.110586507715119
 13 ||||||||||||||||||||||                             0.260  0.075470485747500  0.889413492284881  0.186056993462619
 12 ||||||||||||||||||||||||||||||                     0.240  0.103275401549211  0.813943006537381  0.289332395011830
 11 |||||||||||||||||||||||||||||||||||||              0.220  0.127108186522105  0.710667604988170  0.416440581533935
 10 |||||||||||||||||||||||||||||||||||||||||          0.200  0.139819005174316  0.583559418466065  0.556259586708251
  9 ||||||||||||||||||||||||||||||||||||||||           0.180  0.136408785535918  0.443740413291749  0.692668372244169
  8 ||||||||||||||||||||||||||||||||||                 0.160  0.116921816173644  0.307331627755831  0.809590188417813
  7 |||||||||||||||||||||||||                          0.140  0.087011584129223  0.190409811582187  0.896601772547036
  6 ||||||||||||||||                                   0.120  0.055371008082233  0.103398227452964  0.951972780629269
  5 |||||||||                                          0.100  0.029531204310524  0.048027219370731  0.981503984939794
  4 ||||                                               0.080  0.012839654048054  0.018496015060206  0.994343638987848
  3 ||                                                 0.060  0.004370946058912  0.005656361012152  0.998714585046760
  2 |                                                  0.040  0.001092736514728  0.001285414953240  0.999807321561488
  1 |                                                  0.020  0.000178405961588  0.000192678438512  0.999985727523076
  0 |                                                  0.000  0.000014272476927  0.000014272476924  1.000000000000003

Binomial Point Probability  k  P= 0.000021913775197
Binomial kum. Probability <=k <p= 0.999991741895873
Binomial kum. Probability  >k >p= 0.000008258104127


Binomial (c) SCHRAUSSER 2009; 09/29/09 04:59:31;

p= 0.200, q= 0.800, k= 23, n= 151, p(k)= 0.15232

i                                                     P(i)    Pi                <pi                >pi
151 |                                                  1.000  0.000000000000000  1.000000000000000  0.000000000000000
150 |                                                  0.993  0.000000000000000  1.000000000000000  0.000000000000000
149 |                                                  0.987  0.000000000000000  1.000000000000000  0.000000000000000
148 |                                                  0.980  0.000000000000000  1.000000000000000  0.000000000000000
147 |                                                  0.974  0.000000000000000  1.000000000000000  0.000000000000000
146 |                                                  0.967  0.000000000000000  1.000000000000000  0.000000000000000
145 |                                                  0.960  0.000000000000000  1.000000000000000  0.000000000000000
144 |                                                  0.954  0.000000000000000  1.000000000000000  0.000000000000000
143 |                                                  0.947  0.000000000000000  1.000000000000000  0.000000000000000
142 |                                                  0.940  0.000000000000000  1.000000000000000  0.000000000000000
141 |                                                  0.934  0.000000000000000  1.000000000000000  0.000000000000000
140 |                                                  0.927  0.000000000000000  1.000000000000000  0.000000000000000
139 |                                                  0.921  0.000000000000000  1.000000000000000  0.000000000000000
138 |                                                  0.914  0.000000000000000  1.000000000000000  0.000000000000000
137 |                                                  0.907  0.000000000000000  1.000000000000000  0.000000000000000
136 |                                                  0.901  0.000000000000000  1.000000000000000  0.000000000000000
135 |                                                  0.894  0.000000000000000  1.000000000000000  0.000000000000000
134 |                                                  0.887  0.000000000000000  1.000000000000000  0.000000000000000
133 |                                                  0.881  0.000000000000000  1.000000000000000  0.000000000000000
132 |                                                  0.874  0.000000000000000  1.000000000000000  0.000000000000000
131 |                                                  0.868  0.000000000000000  1.000000000000000  0.000000000000000
130 |                                                  0.861  0.000000000000000  1.000000000000000  0.000000000000000
129 |                                                  0.854  0.000000000000000  1.000000000000000  0.000000000000000
128 |                                                  0.848  0.000000000000000  1.000000000000000  0.000000000000000
127 |                                                  0.841  0.000000000000000  1.000000000000000  0.000000000000000
126 |                                                  0.834  0.000000000000000  1.000000000000000  0.000000000000000
125 |                                                  0.828  0.000000000000000  1.000000000000000  0.000000000000000
124 |                                                  0.821  0.000000000000000  1.000000000000000  0.000000000000000
123 |                                                  0.815  0.000000000000000  1.000000000000000  0.000000000000000
122 |                                                  0.808  0.000000000000000  1.000000000000000  0.000000000000000
121 |                                                  0.801  0.000000000000000  1.000000000000000  0.000000000000000
120 |                                                  0.795  0.000000000000000  1.000000000000000  0.000000000000000
119 |                                                  0.788  0.000000000000000  1.000000000000000  0.000000000000000
118 |                                                  0.781  0.000000000000000  1.000000000000000  0.000000000000000
117 |                                                  0.775  0.000000000000000  1.000000000000000  0.000000000000000
116 |                                                  0.768  0.000000000000000  1.000000000000000  0.000000000000000
115 |                                                  0.762  0.000000000000000  1.000000000000000  0.000000000000000
114 |                                                  0.755  0.000000000000000  1.000000000000000  0.000000000000000
113 |                                                  0.748  0.000000000000000  1.000000000000000  0.000000000000000
112 |                                                  0.742  0.000000000000000  1.000000000000000  0.000000000000000
111 |                                                  0.735  0.000000000000000  1.000000000000000  0.000000000000000
110 |                                                  0.728  0.000000000000000  1.000000000000000  0.000000000000000
109 |                                                  0.722  0.000000000000000  1.000000000000000  0.000000000000000
108 |                                                  0.715  0.000000000000000  1.000000000000000  0.000000000000000
107 |                                                  0.709  0.000000000000000  1.000000000000000  0.000000000000000
106 |                                                  0.702  0.000000000000000  1.000000000000000  0.000000000000000
105 |                                                  0.695  0.000000000000000  1.000000000000000  0.000000000000000
104 |                                                  0.689  0.000000000000000  1.000000000000000  0.000000000000000
103 |                                                  0.682  0.000000000000000  1.000000000000000  0.000000000000000
102 |                                                  0.675  0.000000000000000  1.000000000000000  0.000000000000000
101 |                                                  0.669  0.000000000000000  1.000000000000000  0.000000000000000
100 |                                                  0.662  0.000000000000000  1.000000000000000  0.000000000000000
 99 |                                                  0.656  0.000000000000000  1.000000000000000  0.000000000000000
 98 |                                                  0.649  0.000000000000000  1.000000000000000  0.000000000000000
 97 |                                                  0.642  0.000000000000000  1.000000000000000  0.000000000000000
 96 |                                                  0.636  0.000000000000000  1.000000000000000  0.000000000000000
 95 |                                                  0.629  0.000000000000000  1.000000000000000  0.000000000000000
 94 |                                                  0.623  0.000000000000000  1.000000000000000  0.000000000000000
 93 |                                                  0.616  0.000000000000000  1.000000000000000  0.000000000000000
 92 |                                                  0.609  0.000000000000000  1.000000000000000  0.000000000000000
 91 |                                                  0.603  0.000000000000000  1.000000000000000  0.000000000000000
 90 |                                                  0.596  0.000000000000000  1.000000000000000  0.000000000000000
 89 |                                                  0.589  0.000000000000000  1.000000000000000  0.000000000000000
 88 |                                                  0.583  0.000000000000000  1.000000000000000  0.000000000000000
 87 |                                                  0.576  0.000000000000000  1.000000000000000  0.000000000000000
 86 |                                                  0.570  0.000000000000000  1.000000000000000  0.000000000000000
 85 |                                                  0.563  0.000000000000000  1.000000000000000  0.000000000000000
 84 |                                                  0.556  0.000000000000000  1.000000000000000  0.000000000000000
 83 |                                                  0.550  0.000000000000000  1.000000000000000  0.000000000000000
 82 |                                                  0.543  0.000000000000000  1.000000000000000  0.000000000000000
 81 |                                                  0.536  0.000000000000000  1.000000000000000  0.000000000000000
 80 |                                                  0.530  0.000000000000000  1.000000000000000  0.000000000000000
 79 |                                                  0.523  0.000000000000000  1.000000000000000  0.000000000000000
 78 |                                                  0.517  0.000000000000000  1.000000000000000  0.000000000000000
 77 |                                                  0.510  0.000000000000000  1.000000000000000  0.000000000000000
 76 |                                                  0.503  0.000000000000000  1.000000000000000  0.000000000000000
 75 |                                                  0.497  0.000000000000000  1.000000000000000  0.000000000000000
 74 |                                                  0.490  0.000000000000001  1.000000000000000  0.000000000000002
 73 |                                                  0.483  0.000000000000004  0.999999999999998  0.000000000000006
 72 |                                                  0.477  0.000000000000016  0.999999999999994  0.000000000000022
 71 |                                                  0.470  0.000000000000059  0.999999999999978  0.000000000000082
 70 |                                                  0.464  0.000000000000207  0.999999999999918  0.000000000000289
 69 |                                                  0.457  0.000000000000708  0.999999999999711  0.000000000000997
 68 |                                                  0.450  0.000000000002354  0.999999999999003  0.000000000003351
 67 |                                                  0.444  0.000000000007623  0.999999999996649  0.000000000010974
 66 |                                                  0.437  0.000000000024034  0.999999999989026  0.000000000035007
 65 |                                                  0.430  0.000000000073778  0.999999999964993  0.000000000108785
 64 |                                                  0.424  0.000000000220486  0.999999999891215  0.000000000329272
 63 |                                                  0.417  0.000000000641414  0.999999999670728  0.000000000970686
 62 |                                                  0.411  0.000000001816140  0.999999999029314  0.000000002786826
 61 |                                                  0.404  0.000000005004474  0.999999997213174  0.000000007791300
 60 |                                                  0.397  0.000000013418590  0.999999992208700  0.000000021209890
 59 |                                                  0.391  0.000000035005017  0.999999978790110  0.000000056214907
 58 |                                                  0.384  0.000000088829936  0.999999943785093  0.000000145044844
 57 |                                                  0.377  0.000000219239843  0.999999854955156  0.000000364284687
 56 |                                                  0.371  0.000000526175624  0.999999635715313  0.000000890460310
 55 |                                                  0.364  0.000001227743122  0.999999109539690  0.000002118203432
 54 |                                                  0.358  0.000002784572028  0.999997881796568  0.000004902775460
 53 |                                                  0.351  0.000006137424062  0.999995097224540  0.000011040199523
 52 |                                                  0.344  0.000013142766679  0.999988959800477  0.000024182966202
 51 |                                                  0.338  0.000027336954693  0.999975817033798  0.000051519920895
 50 |                                                  0.331  0.000055215235221  0.999948480079105  0.000106735156116
 49 |                                                  0.325  0.000108265167100  0.999893264843884  0.000215000323216
 48 |                                                  0.318  0.000206019152929  0.999784999676784  0.000421019476145
 47 |                                                  0.311  0.000380343051561  0.999578980523855  0.000801362527706
 46 |                                                  0.305  0.000680995178032  0.999198637472294  0.001482357705738
 45 |                                                  0.298  0.001182104837339  0.998517642294262  0.002664462543077
 44 |                                                  0.291  0.001988587576832  0.997335537456923  0.004653050119909
 43 |%                                                 0.285  0.003240661236319  0.995346949880091  0.007893711356229
 42 |%%                                                0.278  0.005113703969238  0.992106288643771  0.013007415325467
 41 |%%%                                               0.272  0.007810020607563  0.986992584674533  0.020817435933030
 40 |%%%%%                                             0.265  0.011539129546310  0.979182564066970  0.032356565479339
 39 |%%%%%%%%                                          0.258  0.016484470780442  0.967643434520661  0.048841036259782
 38 |%%%%%%%%%%%                                       0.252  0.022757322493354  0.951158963740218  0.071598358753135
 37 |%%%%%%%%%%%%%%                                    0.245  0.030343096657805  0.928401641246865  0.101941455410941
 36 |%%%%%%%%%%%%%%%%%%%                               0.238  0.039050246133523  0.898058544589059  0.140991701544464
 35 |%%%%%%%%%%%%%%%%%%%%%%%                           0.232  0.048476167614029  0.859008298455536  0.189467869158493
 34 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%                      0.225  0.058005670649265  0.810532130841508  0.247473539807758
 33 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                  0.219  0.066853993290679  0.752526460192242  0.314327533098436
 32 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%              0.212  0.074157370708988  0.685672466901564  0.388484903807424
 31 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%           0.205  0.079101195422920  0.611515096192576  0.467586099230345
 30 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%          0.199  0.081062382086299  0.532413900769655  0.548648481316643
 29 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%           0.192  0.079733490576687  0.451351518683357  0.628381971893330
 28 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%             0.185  0.075195812251185  0.371618028106670  0.703577784144515
 27 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                 0.179  0.067918798162360  0.296422215855485  0.771496582306875
 26 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%                      0.172  0.058681841612279  0.228503417693125  0.830178423919155
 25 |%%%%%%%%%%%%%%%%%%%%%%%                           0.166  0.048435805775215  0.169821576080845  0.878614229694369
 24 |%%%%%%%%%%%%%%%%%%                                0.159  0.038138429744264  0.121385770305631  0.916752659438633
 23 |______________ 0.0286                             0.152  0.028603822308198  0.083247340561367  0.945356481746831
 22 |||||||||||                                        0.146  0.020399625212048  0.054643518253169  0.965756106958879
 21 |||||||                                            0.139  0.013808977066617  0.034243893041121  0.979565084025496
 20 |||||                                              0.132  0.008854611248823  0.020434915974504  0.988419695274319
 19 |||                                                0.126  0.005366431059893  0.011580304725681  0.993786126334212
 18 ||                                                 0.119  0.003066532034224  0.006213873665788  0.996852658368436
 17 |                                                  0.113  0.001647688854210  0.003147341631564  0.998500347222646
 16 |                                                  0.106  0.000829946978417  0.001499652777354  0.999330294201063
 15 |                                                  0.099  0.000390563283961  0.000669705798937  0.999720857485024
 14 |                                                  0.093  0.000171049613414  0.000279142514976  0.999891907098438
 13 |                                                  0.086  0.000069411437327  0.000108092901562  0.999961318535765
 12 |                                                  0.079  0.000025966868640  0.000038681464235  0.999987285404405
 11 |                                                  0.073  0.000008902926391  0.000012714595595  0.999996188330796
 10 |                                                  0.066  0.000002778218165  0.000003811669204  0.999998966548961
  9 |                                                  0.060  0.000000782596666  0.000001033451039  0.999999749145627
  8 |                                                  0.053  0.000000197017343  0.000000250854373  0.999999946162970
  7 |                                                  0.046  0.000000043781632  0.000000053837031  0.999999989944601
  6 |                                                  0.040  0.000000008454384  0.000000010055399  0.999999998398985
  5 |                                                  0.033  0.000000001389762  0.000000001601015  0.999999999788747
  4 |                                                  0.026  0.000000000189083  0.000000000211253  0.999999999977830
  3 |                                                  0.020  0.000000000020441  0.000000000022170  0.999999999998272
  2 |                                                  0.013  0.000000000001646  0.000000000001728  0.999999999999918
  1 |                                                  0.007  0.000000000000088  0.000000000000082  1.000000000000006
  0 |                                                  0.000  0.000000000000002  -0.000000000000005  1.000000000000008

Binomial Point Probability  k  P= 0.028603822308198
Binomial kum. Probability <=k <p= 0.083247340561375
Binomial kum. Probability  >k >p= 0.916752659438625


Binomial (c) SCHRAUSSER 2009; 09/29/09 05:00:16;

p= 0.200, q= 0.800, k= 23, n= 100, p(k)= 0.23000

i                                                     P(i)    Pi                <pi                >pi
100 |                                                  1.000  0.000000000000000  1.000000000000000  0.000000000000000
 99 |                                                  0.990  0.000000000000000  1.000000000000000  0.000000000000000
 98 |                                                  0.980  0.000000000000000  1.000000000000000  0.000000000000000
 97 |                                                  0.970  0.000000000000000  1.000000000000000  0.000000000000000
 96 |                                                  0.960  0.000000000000000  1.000000000000000  0.000000000000000
 95 |                                                  0.950  0.000000000000000  1.000000000000000  0.000000000000000
 94 |                                                  0.940  0.000000000000000  1.000000000000000  0.000000000000000
 93 |                                                  0.930  0.000000000000000  1.000000000000000  0.000000000000000
 92 |                                                  0.920  0.000000000000000  1.000000000000000  0.000000000000000
 91 |                                                  0.910  0.000000000000000  1.000000000000000  0.000000000000000
 90 |                                                  0.900  0.000000000000000  1.000000000000000  0.000000000000000
 89 |                                                  0.890  0.000000000000000  1.000000000000000  0.000000000000000
 88 |                                                  0.880  0.000000000000000  1.000000000000000  0.000000000000000
 87 |                                                  0.870  0.000000000000000  1.000000000000000  0.000000000000000
 86 |                                                  0.860  0.000000000000000  1.000000000000000  0.000000000000000
 85 |                                                  0.850  0.000000000000000  1.000000000000000  0.000000000000000
 84 |                                                  0.840  0.000000000000000  1.000000000000000  0.000000000000000
 83 |                                                  0.830  0.000000000000000  1.000000000000000  0.000000000000000
 82 |                                                  0.820  0.000000000000000  1.000000000000000  0.000000000000000
 81 |                                                  0.810  0.000000000000000  1.000000000000000  0.000000000000000
 80 |                                                  0.800  0.000000000000000  1.000000000000000  0.000000000000000
 79 |                                                  0.790  0.000000000000000  1.000000000000000  0.000000000000000
 78 |                                                  0.780  0.000000000000000  1.000000000000000  0.000000000000000
 77 |                                                  0.770  0.000000000000000  1.000000000000000  0.000000000000000
 76 |                                                  0.760  0.000000000000000  1.000000000000000  0.000000000000000
 75 |                                                  0.750  0.000000000000000  1.000000000000000  0.000000000000000
 74 |                                                  0.740  0.000000000000000  1.000000000000000  0.000000000000000
 73 |                                                  0.730  0.000000000000000  1.000000000000000  0.000000000000000
 72 |                                                  0.720  0.000000000000000  1.000000000000000  0.000000000000000
 71 |                                                  0.710  0.000000000000000  1.000000000000000  0.000000000000000
 70 |                                                  0.700  0.000000000000000  1.000000000000000  0.000000000000000
 69 |                                                  0.690  0.000000000000000  1.000000000000000  0.000000000000000
 68 |                                                  0.680  0.000000000000000  1.000000000000000  0.000000000000000
 67 |                                                  0.670  0.000000000000000  1.000000000000000  0.000000000000000
 66 |                                                  0.660  0.000000000000000  1.000000000000000  0.000000000000000
 65 |                                                  0.650  0.000000000000000  1.000000000000000  0.000000000000000
 64 |                                                  0.640  0.000000000000000  1.000000000000000  0.000000000000000
 63 |                                                  0.630  0.000000000000000  1.000000000000000  0.000000000000000
 62 |                                                  0.620  0.000000000000000  1.000000000000000  0.000000000000000
 61 |                                                  0.610  0.000000000000000  1.000000000000000  0.000000000000000
 60 |                                                  0.600  0.000000000000000  1.000000000000000  0.000000000000000
 59 |                                                  0.590  0.000000000000000  1.000000000000000  0.000000000000000
 58 |                                                  0.580  0.000000000000000  1.000000000000000  0.000000000000000
 57 |                                                  0.570  0.000000000000000  1.000000000000000  0.000000000000000
 56 |                                                  0.560  0.000000000000002  0.999999999999999  0.000000000000002
 55 |                                                  0.550  0.000000000000010  0.999999999999998  0.000000000000012
 54 |                                                  0.540  0.000000000000046  0.999999999999988  0.000000000000058
 53 |                                                  0.530  0.000000000000212  0.999999999999942  0.000000000000270
 52 |                                                  0.520  0.000000000000936  0.999999999999730  0.000000000001206
 51 |                                                  0.510  0.000000000003974  0.999999999998794  0.000000000005180
 50 |                                                  0.500  0.000000000016213  0.999999999994820  0.000000000021393
 49 |                                                  0.490  0.000000000063579  0.999999999978608  0.000000000084971
 48 |                                                  0.480  0.000000000239643  0.999999999915029  0.000000000324615
 47 |                                                  0.470  0.000000000868142  0.999999999675385  0.000000001192757
 46 |                                                  0.460  0.000000003022422  0.999999998807243  0.000000004215179
 45 |                                                  0.450  0.000000010111374  0.999999995784821  0.000000014326553
 44 |                                                  0.440  0.000000032500845  0.999999985673447  0.000000046827398
 43 |                                                  0.430  0.000000100353486  0.999999953172602  0.000000147180883
 42 |                                                  0.420  0.000000297599992  0.999999852819117  0.000000444780875
 41 |                                                  0.410  0.000000847403368  0.999999555219124  0.000001292184243
 40 |                                                  0.400  0.000002316235872  0.999998707815757  0.000003608420115
 39 |                                                  0.390  0.000006075372778  0.999996391579885  0.000009683792892
 38 |                                                  0.380  0.000015286421828  0.999990316207108  0.000024970214720
 37 |                                                  0.370  0.000036881525680  0.999975029785280  0.000061851740401
 36 |                                                  0.360  0.000085288528135  0.999938148259599  0.000147140268536
 35 |                                                  0.350  0.000188946893100  0.999852859731464  0.000336087161636
 34 |                                                  0.340  0.000400796439909  0.999663912838364  0.000736883601546
 33 |                                                  0.330  0.000813556952652  0.999263116398454  0.001550440554197
 32 |                                                  0.320  0.001579257613971  0.998449559445802  0.003129698168169
 31 |%                                                 0.310  0.002929637312874  0.996870301831831  0.006059335481043
 30 |%%                                                0.300  0.005189643239949  0.993940664518957  0.011248978720992
 29 |%%%                                               0.290  0.008771228011181  0.988751021279008  0.020020206732173
 28 |%%%%%                                             0.280  0.014131422906903  0.979979793267827  0.034151629639075
 27 |%%%%%%%%                                          0.270  0.021681087199631  0.965848370360925  0.055832716838706
 26 |%%%%%%%%%%%%                                      0.260  0.031642667804867  0.944167283161294  0.087475384643574
 25 |%%%%%%%%%%%%%%%%%                                 0.250  0.043877832689416  0.912524615356426  0.131353217332989
 24 |%%%%%%%%%%%%%%%%%%%%%%%                           0.240  0.057733990380810  0.868646782667010  0.189087207713800
 23 |____________________________ 0.0720               0.230  0.071980039955296  0.810912792286200  0.261067247669096
 22 |||||||||||||||||||||||||||||||||||                0.220  0.084899534306247  0.738932752330904  0.345966781975343
 21 |||||||||||||||||||||||||||||||||||||||            0.210  0.094571633151262  0.654033218024657  0.440538415126605
 20 |||||||||||||||||||||||||||||||||||||||||          0.200  0.099300214808825  0.559461584873395  0.539838629935430
 19 ||||||||||||||||||||||||||||||||||||||||           0.190  0.098074286230939  0.460161370064570  0.637912916166368
 18 |||||||||||||||||||||||||||||||||||||              0.180  0.090898118945748  0.362087083833632  0.728811035112116
 17 ||||||||||||||||||||||||||||||||                   0.170  0.078851380290287  0.271188964887884  0.807662415402403
 16 ||||||||||||||||||||||||||                         0.160  0.063832069758804  0.192337584597597  0.871494485161207
 15 ||||||||||||||||||||                               0.150  0.048061793700747  0.128505514838793  0.919556278861954
 14 ||||||||||||||                                     0.140  0.033531483977265  0.080443721138046  0.953087762839219
 13 |||||||||                                          0.130  0.021583483939389  0.046912237160781  0.974671246778608
 12 ||||||                                             0.120  0.012753876873275  0.025328753221392  0.987425123651883
 11 |||                                                0.110  0.006878495392328  0.012574876348117  0.994303619044212
 10 ||                                                 0.100  0.003362819969583  0.005696380955788  0.997666439013794
  9 |                                                  0.090  0.001478162623992  0.002333560986206  0.999144601637787
  8 |                                                  0.080  0.000578411461562  0.000855398362213  0.999723013099349
  7 |                                                  0.070  0.000199023298602  0.000276986900651  0.999922036397951
  6 |                                                  0.060  0.000059283535754  0.000077963602049  0.999981319933705
  5 |                                                  0.050  0.000014976893243  0.000018680066295  0.999996296826948
  4 |                                                  0.040  0.000003120186092  0.000003703173052  0.999999417013040
  3 |                                                  0.030  0.000000514669871  0.000000582986960  0.999999931682911
  2 |                                                  0.020  0.000000063020801  0.000000068317089  0.999999994703711
  1 |                                                  0.010  0.000000005092590  0.000000005296289  0.999999999796301
  0 |                                                  0.000  0.000000000203704  0.000000000203699  1.000000000000005

Binomial Point Probability  k  P= 0.071980039955296
Binomial kum. Probability <=k <p= 0.810912792286205
Binomial kum. Probability  >k >p= 0.189087207713795


Binomial (c) SCHRAUSSER 2009; 09/29/09 05:01:42;

p= 0.200, q= 0.800, k= 23, n= 100, p(k)= 0.23000

i                                                     P(i)    Pi                <pi                >pi
100 |                                                  1.000  0.000000000000000  1.000000000000000  0.000000000000000
 99 |                                                  0.990  0.000000000000000  1.000000000000000  0.000000000000000
 98 |                                                  0.980  0.000000000000000  1.000000000000000  0.000000000000000
 97 |                                                  0.970  0.000000000000000  1.000000000000000  0.000000000000000
 96 |                                                  0.960  0.000000000000000  1.000000000000000  0.000000000000000
 95 |                                                  0.950  0.000000000000000  1.000000000000000  0.000000000000000
 94 |                                                  0.940  0.000000000000000  1.000000000000000  0.000000000000000
 93 |                                                  0.930  0.000000000000000  1.000000000000000  0.000000000000000
 92 |                                                  0.920  0.000000000000000  1.000000000000000  0.000000000000000
 91 |                                                  0.910  0.000000000000000  1.000000000000000  0.000000000000000
 90 |                                                  0.900  0.000000000000000  1.000000000000000  0.000000000000000
 89 |                                                  0.890  0.000000000000000  1.000000000000000  0.000000000000000
 88 |                                                  0.880  0.000000000000000  1.000000000000000  0.000000000000000
 87 |                                                  0.870  0.000000000000000  1.000000000000000  0.000000000000000
 86 |                                                  0.860  0.000000000000000  1.000000000000000  0.000000000000000
 85 |                                                  0.850  0.000000000000000  1.000000000000000  0.000000000000000
 84 |                                                  0.840  0.000000000000000  1.000000000000000  0.000000000000000
 83 |                                                  0.830  0.000000000000000  1.000000000000000  0.000000000000000
 82 |                                                  0.820  0.000000000000000  1.000000000000000  0.000000000000000
 81 |                                                  0.810  0.000000000000000  1.000000000000000  0.000000000000000
 80 |                                                  0.800  0.000000000000000  1.000000000000000  0.000000000000000
 79 |                                                  0.790  0.000000000000000  1.000000000000000  0.000000000000000
 78 |                                                  0.780  0.000000000000000  1.000000000000000  0.000000000000000
 77 |                                                  0.770  0.000000000000000  1.000000000000000  0.000000000000000
 76 |                                                  0.760  0.000000000000000  1.000000000000000  0.000000000000000
 75 |                                                  0.750  0.000000000000000  1.000000000000000  0.000000000000000
 74 |                                                  0.740  0.000000000000000  1.000000000000000  0.000000000000000
 73 |                                                  0.730  0.000000000000000  1.000000000000000  0.000000000000000
 72 |                                                  0.720  0.000000000000000  1.000000000000000  0.000000000000000
 71 |                                                  0.710  0.000000000000000  1.000000000000000  0.000000000000000
 70 |                                                  0.700  0.000000000000000  1.000000000000000  0.000000000000000
 69 |                                                  0.690  0.000000000000000  1.000000000000000  0.000000000000000
 68 |                                                  0.680  0.000000000000000  1.000000000000000  0.000000000000000
 67 |                                                  0.670  0.000000000000000  1.000000000000000  0.000000000000000
 66 |                                                  0.660  0.000000000000000  1.000000000000000  0.000000000000000
 65 |                                                  0.650  0.000000000000000  1.000000000000000  0.000000000000000
 64 |                                                  0.640  0.000000000000000  1.000000000000000  0.000000000000000
 63 |                                                  0.630  0.000000000000000  1.000000000000000  0.000000000000000
 62 |                                                  0.620  0.000000000000000  1.000000000000000  0.000000000000000
 61 |                                                  0.610  0.000000000000000  1.000000000000000  0.000000000000000
 60 |                                                  0.600  0.000000000000000  1.000000000000000  0.000000000000000
 59 |                                                  0.590  0.000000000000000  1.000000000000000  0.000000000000000
 58 |                                                  0.580  0.000000000000000  1.000000000000000  0.000000000000000
 57 |                                                  0.570  0.000000000000000  1.000000000000000  0.000000000000000
 56 |                                                  0.560  0.000000000000002  0.999999999999999  0.000000000000002
 55 |                                                  0.550  0.000000000000010  0.999999999999998  0.000000000000012
 54 |                                                  0.540  0.000000000000046  0.999999999999988  0.000000000000058
 53 |                                                  0.530  0.000000000000212  0.999999999999942  0.000000000000270
 52 |                                                  0.520  0.000000000000936  0.999999999999730  0.000000000001206
 51 |                                                  0.510  0.000000000003974  0.999999999998794  0.000000000005180
 50 |                                                  0.500  0.000000000016213  0.999999999994820  0.000000000021393
 49 |                                                  0.490  0.000000000063579  0.999999999978608  0.000000000084971
 48 |                                                  0.480  0.000000000239643  0.999999999915029  0.000000000324615
 47 |                                                  0.470  0.000000000868142  0.999999999675385  0.000000001192757
 46 |                                                  0.460  0.000000003022422  0.999999998807243  0.000000004215179
 45 |                                                  0.450  0.000000010111374  0.999999995784821  0.000000014326553
 44 |                                                  0.440  0.000000032500845  0.999999985673447  0.000000046827398
 43 |                                                  0.430  0.000000100353486  0.999999953172602  0.000000147180883
 42 |                                                  0.420  0.000000297599992  0.999999852819117  0.000000444780875
 41 |                                                  0.410  0.000000847403368  0.999999555219124  0.000001292184243
 40 |                                                  0.400  0.000002316235872  0.999998707815757  0.000003608420115
 39 |                                                  0.390  0.000006075372778  0.999996391579885  0.000009683792892
 38 |                                                  0.380  0.000015286421828  0.999990316207108  0.000024970214720
 37 |                                                  0.370  0.000036881525680  0.999975029785280  0.000061851740401
 36 |                                                  0.360  0.000085288528135  0.999938148259599  0.000147140268536
 35 |                                                  0.350  0.000188946893100  0.999852859731464  0.000336087161636
 34 |                                                  0.340  0.000400796439909  0.999663912838364  0.000736883601546
 33 |                                                  0.330  0.000813556952652  0.999263116398454  0.001550440554197
 32 |                                                  0.320  0.001579257613971  0.998449559445802  0.003129698168169
 31 |%                                                 0.310  0.002929637312874  0.996870301831831  0.006059335481043
 30 |%%                                                0.300  0.005189643239949  0.993940664518957  0.011248978720992
 29 |%%%                                               0.290  0.008771228011181  0.988751021279008  0.020020206732173
 28 |%%%%%                                             0.280  0.014131422906903  0.979979793267827  0.034151629639075
 27 |%%%%%%%%                                          0.270  0.021681087199631  0.965848370360925  0.055832716838706
 26 |%%%%%%%%%%%%                                      0.260  0.031642667804867  0.944167283161294  0.087475384643574
 25 |%%%%%%%%%%%%%%%%%                                 0.250  0.043877832689416  0.912524615356426  0.131353217332989
 24 |%%%%%%%%%%%%%%%%%%%%%%%                           0.240  0.057733990380810  0.868646782667010  0.189087207713800
 23 |____________________________ 0.0720               0.230  0.071980039955296  0.810912792286200  0.261067247669096
 22 |||||||||||||||||||||||||||||||||||                0.220  0.084899534306247  0.738932752330904  0.345966781975343
 21 |||||||||||||||||||||||||||||||||||||||            0.210  0.094571633151262  0.654033218024657  0.440538415126605
 20 |||||||||||||||||||||||||||||||||||||||||          0.200  0.099300214808825  0.559461584873395  0.539838629935430
 19 ||||||||||||||||||||||||||||||||||||||||           0.190  0.098074286230939  0.460161370064570  0.637912916166368
 18 |||||||||||||||||||||||||||||||||||||              0.180  0.090898118945748  0.362087083833632  0.728811035112116
 17 ||||||||||||||||||||||||||||||||                   0.170  0.078851380290287  0.271188964887884  0.807662415402403
 16 ||||||||||||||||||||||||||                         0.160  0.063832069758804  0.192337584597597  0.871494485161207
 15 ||||||||||||||||||||                               0.150  0.048061793700747  0.128505514838793  0.919556278861954
 14 ||||||||||||||                                     0.140  0.033531483977265  0.080443721138046  0.953087762839219
 13 |||||||||                                          0.130  0.021583483939389  0.046912237160781  0.974671246778608
 12 ||||||                                             0.120  0.012753876873275  0.025328753221392  0.987425123651883
 11 |||                                                0.110  0.006878495392328  0.012574876348117  0.994303619044212
 10 ||                                                 0.100  0.003362819969583  0.005696380955788  0.997666439013794
  9 |                                                  0.090  0.001478162623992  0.002333560986206  0.999144601637787
  8 |                                                  0.080  0.000578411461562  0.000855398362213  0.999723013099349
  7 |                                                  0.070  0.000199023298602  0.000276986900651  0.999922036397951
  6 |                                                  0.060  0.000059283535754  0.000077963602049  0.999981319933705
  5 |                                                  0.050  0.000014976893243  0.000018680066295  0.999996296826948
  4 |                                                  0.040  0.000003120186092  0.000003703173052  0.999999417013040
  3 |                                                  0.030  0.000000514669871  0.000000582986960  0.999999931682911
  2 |                                                  0.020  0.000000063020801  0.000000068317089  0.999999994703711
  1 |                                                  0.010  0.000000005092590  0.000000005296289  0.999999999796301
  0 |                                                  0.000  0.000000000203704  0.000000000203699  1.000000000000005

Binomial Point Probability  k  P= 0.071980039955296
Binomial kum. Probability <=k <p= 0.810912792286205
Binomial kum. Probability  >k >p= 0.189087207713795


Binomial (c) SCHRAUSSER 2009; 12/21/09 08:50:07;

p= 0.600, q= 0.400, k= 2, n= 10, p(k)= 0.20000

i                                                     P(i)    Pi                <pi                >pi
 10 |                                                  1.000  0.006046617600000  1.000000000000000  0.006046617600000
  9 |%%%%%%                                            0.900  0.040310784000000  0.993953382400000  0.046357401600000
  8 |%%%%%%%%%%%%%%%%%%%                               0.800  0.120932352000000  0.953642598400000  0.167289753600000
  7 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                0.700  0.214990848000000  0.832710246400000  0.382280601600000
  6 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%          0.600  0.250822656000000  0.617719398400000  0.633103257600000
  5 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                  0.500  0.200658124800000  0.366896742400000  0.833761382400000
  4 |%%%%%%%%%%%%%%%%%                                 0.400  0.111476736000000  0.166238617600000  0.945238118400000
  3 |%%%%%%                                            0.300  0.042467328000000  0.054761881600000  0.987705446400000
  2 |_ 0.0106                                          0.200  0.010616832000000  0.012294553600000  0.998322278400000
  1 |                                                  0.100  0.001572864000000  0.001677721600000  0.999895142400000
  0 |                                                  0.000  0.000104857600000  0.000104857600000  1.000000000000000

Binomial Point Probability  k  P= 0.010616832000000
Binomial kum. Probability <=k <p= 0.012294553600000
Binomial kum. Probability  >k >p= 0.987705446400000


Binomial (c) SCHRAUSSER 2009; 12/21/09 09:24:44;

p= 0.500, q= 0.500, k= 1, n= 10, p(k)= 0.10000

i                                                     P(i)    Pi                <pi                >pi
 10 |                                                  1.000  0.000976562500000  1.000000000000000  0.000976562500000
  9 |%                                                 0.900  0.009765625000000  0.999023437500000  0.010742187500000
  8 |%%%%%%%                                           0.800  0.043945312500000  0.989257812500000  0.054687500000000
  7 |%%%%%%%%%%%%%%%%%%%                               0.700  0.117187500000000  0.945312500000000  0.171875000000000
  6 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                 0.600  0.205078125000000  0.828125000000000  0.376953125000000
  5 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%          0.500  0.246093750000000  0.623046875000000  0.623046875000000
  4 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                 0.400  0.205078125000000  0.376953125000000  0.828125000000000
  3 |%%%%%%%%%%%%%%%%%%%                               0.300  0.117187500000000  0.171875000000000  0.945312500000000
  2 |%%%%%%%                                           0.200  0.043945312500000  0.054687500000000  0.989257812500000
  1 |_ 0.0098                                          0.100  0.009765625000000  0.010742187500000  0.999023437500000
  0 |                                                  0.000  0.000976562500000  0.000976562500000  1.000000000000000

Binomial Point Probability  k  P= 0.009765625000000
Binomial kum. Probability <=k <p= 0.010742187500000
Binomial kum. Probability  >k >p= 0.989257812500000


Binomial (c) SCHRAUSSER 2009; 12/21/09 09:24:56;

p= 0.500, q= 0.500, k= 2, n= 10, p(k)= 0.20000

i                                                     P(i)    Pi                <pi                >pi
 10 |                                                  1.000  0.000976562500000  1.000000000000000  0.000976562500000
  9 |%                                                 0.900  0.009765625000000  0.999023437500000  0.010742187500000
  8 |%%%%%%%                                           0.800  0.043945312500000  0.989257812500000  0.054687500000000
  7 |%%%%%%%%%%%%%%%%%%%                               0.700  0.117187500000000  0.945312500000000  0.171875000000000
  6 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                 0.600  0.205078125000000  0.828125000000000  0.376953125000000
  5 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%          0.500  0.246093750000000  0.623046875000000  0.623046875000000
  4 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                 0.400  0.205078125000000  0.376953125000000  0.828125000000000
  3 |%%%%%%%%%%%%%%%%%%%                               0.300  0.117187500000000  0.171875000000000  0.945312500000000
  2 |_______ 0.0439                                    0.200  0.043945312500000  0.054687500000000  0.989257812500000
  1 ||                                                 0.100  0.009765625000000  0.010742187500000  0.999023437500000
  0 |                                                  0.000  0.000976562500000  0.000976562500000  1.000000000000000

Binomial Point Probability  k  P= 0.043945312500000
Binomial kum. Probability <=k <p= 0.054687500000000
Binomial kum. Probability  >k >p= 0.945312500000000


Binomial (c) SCHRAUSSER 2009; 12/21/09 09:25:02;

p= 0.500, q= 0.500, k= 5, n= 10, p(k)= 0.50000

i                                                     P(i)    Pi                <pi                >pi
 10 |                                                  1.000  0.000976562500000  1.000000000000000  0.000976562500000
  9 |%                                                 0.900  0.009765625000000  0.999023437500000  0.010742187500000
  8 |%%%%%%%                                           0.800  0.043945312500000  0.989257812500000  0.054687500000000
  7 |%%%%%%%%%%%%%%%%%%%                               0.700  0.117187500000000  0.945312500000000  0.171875000000000
  6 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                 0.600  0.205078125000000  0.828125000000000  0.376953125000000
  5 |________________________________________ 0.2461   0.500  0.246093750000000  0.623046875000000  0.623046875000000
  4 ||||||||||||||||||||||||||||||||||                 0.400  0.205078125000000  0.376953125000000  0.828125000000000
  3 ||||||||||||||||||||                               0.300  0.117187500000000  0.171875000000000  0.945312500000000
  2 ||||||||                                           0.200  0.043945312500000  0.054687500000000  0.989257812500000
  1 ||                                                 0.100  0.009765625000000  0.010742187500000  0.999023437500000
  0 |                                                  0.000  0.000976562500000  0.000976562500000  1.000000000000000

Binomial Point Probability  k  P= 0.246093750000000
Binomial kum. Probability <=k <p= 0.623046875000000
Binomial kum. Probability  >k >p= 0.376953125000000


Binomial (c) SCHRAUSSER 2009; 12/21/09 09:25:09;

p= 0.500, q= 0.500, k= 5, n= 100, p(k)= 0.05000

i                                                     P(i)    Pi                <pi                >pi
100 |                                                  1.000  0.000000000000000  1.000000000000000  0.000000000000000
 99 |                                                  0.990  0.000000000000000  1.000000000000000  0.000000000000000
 98 |                                                  0.980  0.000000000000000  1.000000000000000  0.000000000000000
 97 |                                                  0.970  0.000000000000000  1.000000000000000  0.000000000000000
 96 |                                                  0.960  0.000000000000000  1.000000000000000  0.000000000000000
 95 |                                                  0.950  0.000000000000000  1.000000000000000  0.000000000000000
 94 |                                                  0.940  0.000000000000000  1.000000000000000  0.000000000000000
 93 |                                                  0.930  0.000000000000000  1.000000000000000  0.000000000000000
 92 |                                                  0.920  0.000000000000000  1.000000000000000  0.000000000000000
 91 |                                                  0.910  0.000000000000000  1.000000000000000  0.000000000000000
 90 |                                                  0.900  0.000000000000000  1.000000000000000  0.000000000000000
 89 |                                                  0.890  0.000000000000000  1.000000000000000  0.000000000000000
 88 |                                                  0.880  0.000000000000001  1.000000000000000  0.000000000000001
 87 |                                                  0.870  0.000000000000006  0.999999999999999  0.000000000000007
 86 |                                                  0.860  0.000000000000035  0.999999999999993  0.000000000000041
 85 |                                                  0.850  0.000000000000200  0.999999999999959  0.000000000000241
 84 |                                                  0.840  0.000000000001062  0.999999999999759  0.000000000001303
 83 |                                                  0.830  0.000000000005246  0.999999999998697  0.000000000006549
 82 |                                                  0.820  0.000000000024190  0.999999999993451  0.000000000030739
 81 |                                                  0.810  0.000000000104399  0.999999999969261  0.000000000135138
 80 |                                                  0.800  0.000000000422816  0.999999999864862  0.000000000557954
 79 |                                                  0.790  0.000000001610729  0.999999999442046  0.000000002168683
 78 |                                                  0.780  0.000000005783981  0.999999997831317  0.000000007952664
 77 |                                                  0.770  0.000000019615240  0.999999992047336  0.000000027567904
 76 |                                                  0.760  0.000000062932227  0.999999972432096  0.000000090500131
 75 |                                                  0.750  0.000000191313971  0.999999909499869  0.000000281814102
 74 |                                                  0.740  0.000000551867223  0.999999718185898  0.000000833681325
 73 |                                                  0.730  0.000001512524982  0.999999166318675  0.000002346206306
 72 |                                                  0.720  0.000003943368702  0.999997653793694  0.000006289575008
 71 |                                                  0.710  0.000009790432639  0.999993710424992  0.000016080007648
 70 |                                                  0.700  0.000023170690580  0.999983919992352  0.000039250698228
 69 |                                                  0.690  0.000052320914213  0.999960749301772  0.000091571612441
 68 |                                                  0.680  0.000112816971272  0.999908428387559  0.000204388583713
 67 |                                                  0.670  0.000232471334743  0.999795611416287  0.000436859918456
 66 |                                                  0.660  0.000458105277287  0.999563140081544  0.000894965195743
 65 |                                                  0.650  0.000863855665742  0.999105034804257  0.001758820861485
 64 |                                                  0.640  0.001559739396478  0.998241179138515  0.003318560257963
 63 |%                                                 0.630  0.002697927604719  0.996681439742037  0.006016487862682
 62 |%%                                                0.620  0.004472879976244  0.993983512137318  0.010489367838926
 61 |%%%                                               0.610  0.007110732269927  0.989510632161074  0.017600100108852
 60 |%%%%%                                             0.600  0.010843866711638  0.982399899891148  0.028443966820490
 59 |%%%%%%%                                           0.590  0.015869073236543  0.971556033179510  0.044313040057034
 58 |%%%%%%%%%%%                                       0.580  0.022292269546573  0.955686959942966  0.066605309603607
 57 |%%%%%%%%%%%%%%%                                   0.570  0.030068642644215  0.933394690396393  0.096673952247821
 56 |%%%%%%%%%%%%%%%%%%%                               0.560  0.038952559789096  0.903326047752179  0.135626512036917
 55 |%%%%%%%%%%%%%%%%%%%%%%%%                          0.550  0.048474296626431  0.864373487963083  0.184100808663348
 54 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                     0.540  0.057958398140298  0.815899191336652  0.242059206803646
 53 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                 0.530  0.066590499990980  0.757940793196354  0.308649706794626
 52 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%              0.520  0.073527010406707  0.691350293205374  0.382176717201333
 51 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%           0.510  0.078028664105077  0.617823282798667  0.460205381306410
 50 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%          0.500  0.079589237387179  0.539794618693590  0.539794618693589
 49 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%           0.490  0.078028664105077  0.460205381306411  0.617823282798666
 48 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%              0.480  0.073527010406707  0.382176717201334  0.691350293205374
 47 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                 0.470  0.066590499990980  0.308649706794626  0.757940793196354
 46 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                     0.460  0.057958398140298  0.242059206803646  0.815899191336651
 45 |%%%%%%%%%%%%%%%%%%%%%%%%                          0.450  0.048474296626431  0.184100808663348  0.864373487963082
 44 |%%%%%%%%%%%%%%%%%%%                               0.440  0.038952559789096  0.135626512036918  0.903326047752178
 43 |%%%%%%%%%%%%%%%                                   0.430  0.030068642644215  0.096673952247822  0.933394690396393
 42 |%%%%%%%%%%%                                       0.420  0.022292269546573  0.066605309603607  0.955686959942966
 41 |%%%%%%%                                           0.410  0.015869073236543  0.044313040057034  0.971556033179509
 40 |%%%%%                                             0.400  0.010843866711638  0.028443966820491  0.982399899891147
 39 |%%%                                               0.390  0.007110732269927  0.017600100108853  0.989510632161074
 38 |%%                                                0.380  0.004472879976244  0.010489367838926  0.993983512137318
 37 |%                                                 0.370  0.002697927604719  0.006016487862682  0.996681439742036
 36 |                                                  0.360  0.001559739396478  0.003318560257963  0.998241179138515
 35 |                                                  0.350  0.000863855665742  0.001758820861485  0.999105034804256
 34 |                                                  0.340  0.000458105277287  0.000894965195744  0.999563140081543
 33 |                                                  0.330  0.000232471334743  0.000436859918457  0.999795611416286
 32 |                                                  0.320  0.000112816971272  0.000204388583714  0.999908428387558
 31 |                                                  0.310  0.000052320914213  0.000091571612442  0.999960749301772
 30 |                                                  0.300  0.000023170690580  0.000039250698228  0.999983919992352
 29 |                                                  0.290  0.000009790432639  0.000016080007648  0.999993710424991
 28 |                                                  0.280  0.000003943368702  0.000006289575009  0.999997653793693
 27 |                                                  0.270  0.000001512524982  0.000002346206307  0.999999166318675
 26 |                                                  0.260  0.000000551867223  0.000000833681325  0.999999718185898
 25 |                                                  0.250  0.000000191313971  0.000000281814102  0.999999909499869
 24 |                                                  0.240  0.000000062932227  0.000000090500131  0.999999972432096
 23 |                                                  0.230  0.000000019615240  0.000000027567904  0.999999992047335
 22 |                                                  0.220  0.000000005783981  0.000000007952664  0.999999997831316
 21 |                                                  0.210  0.000000001610729  0.000000002168684  0.999999999442045
 20 |                                                  0.200  0.000000000422816  0.000000000557955  0.999999999864862
 19 |                                                  0.190  0.000000000104399  0.000000000135138  0.999999999969261
 18 |                                                  0.180  0.000000000024190  0.000000000030739  0.999999999993451
 17 |                                                  0.170  0.000000000005246  0.000000000006549  0.999999999998697
 16 |                                                  0.160  0.000000000001062  0.000000000001303  0.999999999999758
 15 |                                                  0.150  0.000000000000200  0.000000000000242  0.999999999999958
 14 |                                                  0.140  0.000000000000035  0.000000000000042  0.999999999999993
 13 |                                                  0.130  0.000000000000006  0.000000000000007  0.999999999999999
 12 |                                                  0.120  0.000000000000001  0.000000000000001  1.000000000000000
 11 |                                                  0.110  0.000000000000000  0.000000000000000  1.000000000000000
 10 |                                                  0.100  0.000000000000000  0.000000000000000  1.000000000000000
  9 |                                                  0.090  0.000000000000000  0.000000000000000  1.000000000000000
  8 |                                                  0.080  0.000000000000000  0.000000000000000  1.000000000000000
  7 |                                                  0.070  0.000000000000000  0.000000000000000  1.000000000000000
  6 |                                                  0.060  0.000000000000000  0.000000000000000  1.000000000000000
  5 | 0.0000                                           0.050  0.000000000000000  0.000000000000000  1.000000000000000
  4 |                                                  0.040  0.000000000000000  0.000000000000000  1.000000000000000
  3 |                                                  0.030  0.000000000000000  0.000000000000000  1.000000000000000
  2 |                                                  0.020  0.000000000000000  0.000000000000000  1.000000000000000
  1 |                                                  0.010  0.000000000000000  0.000000000000000  1.000000000000000
  0 |                                                  0.000  0.000000000000000  0.000000000000000  1.000000000000000

Binomial Point Probability  k  P= 0.000000000000000
Binomial kum. Probability <=k <p= 0.000000000000000
Binomial kum. Probability  >k >p= 1.000000000000000


Binomial (c) SCHRAUSSER 2009; 12/21/09 09:25:24;

p= 0.500, q= 0.500, k= 5, n= 10, p(k)= 0.50000

i                                                     P(i)    Pi                <pi                >pi
 10 |                                                  1.000  0.000976562500000  1.000000000000000  0.000976562500000
  9 |%                                                 0.900  0.009765625000000  0.999023437500000  0.010742187500000
  8 |%%%%%%%                                           0.800  0.043945312500000  0.989257812500000  0.054687500000000
  7 |%%%%%%%%%%%%%%%%%%%                               0.700  0.117187500000000  0.945312500000000  0.171875000000000
  6 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                 0.600  0.205078125000000  0.828125000000000  0.376953125000000
  5 |________________________________________ 0.2461   0.500  0.246093750000000  0.623046875000000  0.623046875000000
  4 ||||||||||||||||||||||||||||||||||                 0.400  0.205078125000000  0.376953125000000  0.828125000000000
  3 ||||||||||||||||||||                               0.300  0.117187500000000  0.171875000000000  0.945312500000000
  2 ||||||||                                           0.200  0.043945312500000  0.054687500000000  0.989257812500000
  1 ||                                                 0.100  0.009765625000000  0.010742187500000  0.999023437500000
  0 |                                                  0.000  0.000976562500000  0.000976562500000  1.000000000000000

Binomial Point Probability  k  P= 0.246093750000000
Binomial kum. Probability <=k <p= 0.623046875000000
Binomial kum. Probability  >k >p= 0.376953125000000


Binomial (c) SCHRAUSSER 2009; 12/21/09 09:25:36;

p= 0.500, q= 0.500, k= 1, n= 10, p(k)= 0.10000

i                                                     P(i)    Pi                <pi                >pi
 10 |                                                  1.000  0.000976562500000  1.000000000000000  0.000976562500000
  9 |%                                                 0.900  0.009765625000000  0.999023437500000  0.010742187500000
  8 |%%%%%%%                                           0.800  0.043945312500000  0.989257812500000  0.054687500000000
  7 |%%%%%%%%%%%%%%%%%%%                               0.700  0.117187500000000  0.945312500000000  0.171875000000000
  6 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                 0.600  0.205078125000000  0.828125000000000  0.376953125000000
  5 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%          0.500  0.246093750000000  0.623046875000000  0.623046875000000
  4 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                 0.400  0.205078125000000  0.376953125000000  0.828125000000000
  3 |%%%%%%%%%%%%%%%%%%%                               0.300  0.117187500000000  0.171875000000000  0.945312500000000
  2 |%%%%%%%                                           0.200  0.043945312500000  0.054687500000000  0.989257812500000
  1 |_ 0.0098                                          0.100  0.009765625000000  0.010742187500000  0.999023437500000
  0 |                                                  0.000  0.000976562500000  0.000976562500000  1.000000000000000

Binomial Point Probability  k  P= 0.009765625000000
Binomial kum. Probability <=k <p= 0.010742187500000
Binomial kum. Probability  >k >p= 0.989257812500000


Binomial (c) SCHRAUSSER 2009; 12/21/09 09:25:45;

p= 0.300, q= 0.700, k= 1, n= 10, p(k)= 0.10000

i                                                     P(i)    Pi                <pi                >pi
 10 |                                                  1.000  0.000005904900000  1.000000000000000  0.000005904900000
  9 |                                                  0.900  0.000137781000000  0.999994095100000  0.000143685900000
  8 |                                                  0.800  0.001446700500000  0.999856314100000  0.001590386400000
  7 |%                                                 0.700  0.009001692000000  0.998409613600000  0.010592078400000
  6 |%%%%%                                             0.600  0.036756909000000  0.989407921600000  0.047348987400000
  5 |%%%%%%%%%%%%%%%                                   0.500  0.102919345200000  0.952651012600000  0.150268332600000
  4 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%                    0.400  0.200120949000000  0.849731667400000  0.350389281600000
  3 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%          0.300  0.266827932000000  0.649610718400000  0.617217213600000
  2 |%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%               0.200  0.233474440500000  0.382782786400000  0.850691654099999
  1 |__________________ 0.1211                         0.100  0.121060821000000  0.149308345900001  0.971752475099999
  0 |||||                                              0.000  0.028247524900000  0.028247524900001  0.999999999999999

Binomial Point Probability  k  P= 0.121060821000000
Binomial kum. Probability <=k <p= 0.149308345900000
Binomial kum. Probability  >k >p= 0.850691654100000


Binomial (c) SCHRAUSSER 2009; 12/21/09 09:25:58;

p= 0.300, q= 0.700, k= 5, n= 10, p(k)= 0.50000

i                                                     P(i)    Pi                <pi                >pi
 10 |                                                  1.000  0.000005904900000  1.000000000000000  0.000005904900000
  9 |                                                  0.900  0.000137781000000  0.999994095100000  0.000143685900000
  8 |                                                  0.800  0.001446700500000  0.999856314100000  0.001590386400000
  7 |%                                                 0.700  0.009001692000000  0.998409613600000  0.010592078400000
  6 |%%%%%                                             0.600  0.036756909000000  0.989407921600000  0.047348987400000
  5 |_______________ 0.1029                            0.500  0.102919345200000  0.952651012600000  0.150268332600000
  4 |||||||||||||||||||||||||||||||                    0.400  0.200120949000000  0.849731667400000  0.350389281600000
  3 |||||||||||||||||||||||||||||||||||||||||          0.300  0.266827932000000  0.649610718400000  0.617217213600000
  2 ||||||||||||||||||||||||||||||||||||               0.200  0.233474440500000  0.382782786400000  0.850691654099999
  1 |||||||||||||||||||                                0.100  0.121060821000000  0.149308345900001  0.971752475099999
  0 |||||                                              0.000  0.028247524900000  0.028247524900001  0.999999999999999

Binomial Point Probability  k  P= 0.102919345200000
Binomial kum. Probability <=k <p= 0.952651012599999
Binomial kum. Probability  >k >p= 0.047348987400001