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0.02448590IH8LAK6 24/47: 0.1002277I4BMFUMf 25/47: 0.1006796GD65A9PT 26/47: 0.10141B5EM0J4TSH 27/47: 0.1021704D7O1a8V5 28/47: 0.1026123BGIFUSXe 29/47: 0.1033642A2CTP7aS 30/47: 0.10410618B7CJRdG 31/47: 0.10455806K1QE6g4 32/47: 0.1102A9G55P98R1d 33/47: 0.11104BF3EJN364R 34/47: 0.1114A0E20E5YQ7F 35/47: 0.112242D098JT5A3 36/47: 0.112694BHI32NPCc 37/47: 0.113436AG3QGI4FQ 38/47: 0.1141889ECKUCOIE 39/47: 0.11462A8CLFD73L2 40/47: 0.12037C7B79R1NNb 41/47: 0.12112169G49X2QP 42/47: 0.121573581RNRMTD 43/47: 0.12231546AM6M1W1 44/47: 0.12306734JGKGLYa 45/47: 0.123509235B3B0bO 46/47: 0.12425B11E5H5KeC 1/48: 0.000441ABK3JDZbT... 5/48: 0.003098228I3WFG4... 7/48: 0.00426B672PBN55F... 11/48: 0.011614EGEAR4PQb... 13/48: 0.013098228I3WFG1... 17/48: 0.020441ABK3JDZbN... 19/48: 0.021614EGEAR4PQY... 23/48: 0.02426B672PBN559... 25/48: 0.100441ABK3JDZbK... 29/48: 0.103098228I3WFFg... 31/48: 0.10426B672PBN556... 35/48: 0.111614EGEAR4PQS... 37/48: 0.113098228I3WFFd... 41/48: 0.120441ABK3JDZbE... 43/48: 0.121614EGEAR4PQP... 47/48: 0.12426B672PBN550... 1/49: 0.000431EAJKM5BUX... 2/49: 0.001163C2GCDANIJ... 3/49: 0.0015959DD44FZ65... 4/49: 0.002317759OQL5ac... 5/49: 0.0030494G6GHQHOO... 6/49: 0.00347B28388VTCA... 8/49: 0.004631EAJKM5BUT... 9/49: 0.010363C2GCDANIF... 10/49: 0.0110959DD44FZ61... 11/49: 0.011517759OQL5aY... 12/49: 0.0122494G6GHQHOK... 13/49: 0.01267B28388VTC6... 15/49: 0.014131EAJKM5BUP... 16/49: 0.014563C2GCDANIB... 17/49: 0.0202959DD44FZ5i... 18/49: 0.021017759OQL5aU... 19/49: 0.0214494G6GHQHOG... 20/49: 0.02217B28388VTC2... 22/49: 0.023331EAJKM5BUL... 23/49: 0.024063C2GCDANI7... 24/49: 0.0244959DD44FZ5e... 25/49: 0.100217759OQL5aQ... 26/49: 0.1006494G6GHQHOC... 27/49: 0.10137B28388VTBj... 29/49: 0.102531EAJKM5BUH... 30/49: 0.103263C2GCDANI3... 31/49: 0.1036959DD44FZ5a... 32/49: 0.104417759OQL5aM... 33/49: 0.1101494G6GHQHO8... 34/49: 0.11057B28388VTBf... 36/49: 0.112031EAJKM5BUD... 37/49: 0.112463C2GCDANHk... 38/49: 0.1131959DD44FZ5W... 39/49: 0.113617759OQL5aI... 40/49: 0.1143494G6GHQHO4... 41/49: 0.12007B28388VTBb... 43/49: 0.121231EAJKM5BU9... 44/49: 0.121663C2GCDANHg... 45/49: 0.1223959DD44FZ5S... 46/49: 0.123117759OQL5aE... 47/49: 0.1235494G6GHQHO0... 48/49: 0.12427B28388VTBX... 1/50: 0.000422A3IBIM88S... 3/50: 0.001567DB95OTOPb... 7/50: 0.00414537DN67GH8... 9/50: 0.01028A6F4HCEWYH... 11/50: 0.011422A3IBIM88Q... 13/50: 0.012567DB95OTOPZ... 17/50: 0.02014537DN67GH6... 19/50: 0.02128A6F4HCEWYF... 21/50: 0.022422A3IBIM88O... 23/50: 0.023567DB95OTOPX... 27/50: 0.10114537DN67GH4... 29/50: 0.10228A6F4HCEWYD... 31/50: 0.103422A3IBIM88M... 33/50: 0.104567DB95OTOPV... 37/50: 0.11214537DN67GH2... 39/50: 0.11328A6F4HCEWYB... 41/50: 0.114422A3IBIM88K... 43/50: 0.120567DB95OTOPT... 47/50: 0.12314537DN67GH0... 49/50: 0.12428A6F4HCEWY9... 1/51: 0.000413E 2/51: 0.001127B 4/51: 0.0022525 5/51: 0.0026662 7/51: 0.004090D 8/51: 0.0044A4A 10/51: 0.01061C4 11/51: 0.0113331 13/51: 0.01245AC 14/51: 0.0131719 16/51: 0.0142993 19/51: 0.021127B 20/51: 0.02153B8 22/51: 0.0226662 23/51: 0.023379G 25/51: 0.0244A4A 26/51: 0.1002087 28/51: 0.1013331 29/51: 0.102046F 31/51: 0.1031719 32/51: 0.1035856 35/51: 0.110413E 37/51: 0.11153B8 38/51: 0.1122525 40/51: 0.113379G 41/51: 0.114090D 43/51: 0.1202087 44/51: 0.12061C4 46/51: 0.122046F 47/51: 0.12245AC 49/51: 0.1235856 50/51: 0.1242993 1/52: 0.00040589BEFIKLN... 3/52: 0.00151389BEFIKLM... 5/52: 0.00262189BEFIKLL... 7/52: 0.00402C89BEFIKLK... 9/52: 0.01013A89BEFIKLJ... 11/52: 0.01124889BEFIKLI... 15/52: 0.01346489BEFIKLG... 17/52: 0.01457289BEFIKLF... 19/52: 0.02068089BEFIKLE... 21/52: 0.02208B89BEFIKLD... 23/52: 0.02319989BEFIKLC... 25/52: 0.0242A789BEFIKLB... 27/52: 0.10040589BEFIKLA... 29/52: 0.10151389BEFIKL9... 31/52: 0.10262189BEFIKL8... 33/52: 0.10402C89BEFIKL7... 35/52: 0.11013A89BEFIKL6... 37/52: 0.11124889BEFIKL5... 41/52: 0.11346489BEFIKL3... 43/52: 0.11457289BEFIKL2... 45/52: 0.12068089BEFIKL1... 47/52: 0.12208B89BEFIKL0... 49/52: 0.12319989BEFIKKk... 51/52: 0.1242A789BEFIKKj... /* Simple fractions, in primorial base, Keith Lynch, February 2021 */ #include int main() { long long i,i2,j,k,n,n2,s,a[16],pr[16]; long long p[16] = {1,2,3,5,7,11,13,17,19,23,29,31,37,41,43,47}; char c; pr[0] = 1; for (i=1;i<16;i++) pr[i] = pr[i-1]*p[i]; for (i=2;i<53;i++) { for (n=1;n n2) i2 -= n2; if (n2 > i2) n2 -= i2; } if (i2 == 1) { for (j=0;j<16;j++) a[j] = 0; a[15] = n*(pr[15]/i); for (j=14;j>-1;j--) { a[j] = a[j+1]/p[j+1]; a[j+1] %= p[j+1]; } s = (i%4==0) || (i%9==0) || (i%25==0) || (i%49==0); k = 15; if (!s) for (j=0;j<16;j++) if (a[j]) k=j; printf("%lld/%lld: 0.",n,i); for (j=1;j9) c=a[j]+55; if (a[j]>35) c=a[j]+61; printf("%c",c); } if (s) printf("..."); printf("\n"); } } printf("\n"); } return(0); }