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Nov 20th, 2014
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  1. "{(16/n), {16, 8}}
  2. {(-(46*(-(93/n)))), {4278, 2139, 1426}}
  3. {(-((-51)*Binomial[(n*n),n])), {51, 306, 4284, 92820, 2709630, 99337392, 4380929784, 225734433768, 13305279551850, 882825782278440, 65114248216353336, 5284583985060076788}}
  4. {(61-Binomial[(52*(26+n)),((-n)+(n/n))]), {60, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61, 61}}
  5. {((((62*82)-(-n))+((n!)+(n^27)))*n), {5087, 268445632, 22876792470240, 72057594037948384, 37252902984619166670}}
  6. {((62-n)*((89*Binomial[99,96])+n)), {851533282, 837573780, 823614276, 809654770, 795695262, 781735752, 767776240, 753816726, 739857210, 725897692, 711938172, 697978650, 684019126, 670059600, 656100072, 642140542, 628181010, 614221476, 600261940, 586302402}}
  7. {((-((-64)+(n-91)))*(((n+n)/n)!)), {308, 306, 304, 302, 300, 298, 296, 294, 292, 290, 288, 286, 284, 282, 280, 278, 276, 274, 272, 270}}
  8. {(71+((Binomial[n,58]^n)+Binomial[43,(40*n)])), {12412, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71, 71}}
  9. {(77*(n!)), {77, 154, 462, 1848, 9240, 55440, 388080, 3104640, 27941760, 279417600, 3073593600, 36883123200, 479480601600, 6712728422400, 100690926336000, 1611054821376000, 27387931963392000, 492982775341056000, 9366672731480064000}}
  10. {(77^n), {77, 5929, 456533, 35153041, 2706784157, 208422380089, 16048523266853, 1235736291547681, 95151694449171437, 7326680472586200649}}
  11. {((81-17)+n), {65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84}}
  12. {((90*((75^n)/n))*61), {411750, 15440625, 772031250}}
  13. {Binomial[42,n], {42, 861, 11480, 111930, 850668, 5245786, 26978328, 118030185, 445891810, 1471442973, 4280561376, 11058116888, 25518731280, 52860229080, 98672427616, 166509721602, 254661927156, 353697121050, 446775310800, 513791607420}}
  14. {(-(-(Binomial[69,21]/(84/n)))), {3211996104417815, 6423992208835630, 9635988313253445, 12847984417671260, 16059980522089075, 19271976626506890, 22483972730924705, 25695968835342520, 28907964939760335, 32119961044178150, 35331957148595965, 38543953253013780, 41755949357431595, 44967945461849410, 48179941566267225, 51391937670685040, 54603933775102855, 57815929879520670, 61027925983938485, 64239922088356300}}
  15. {Binomial[(72+((n-n)+(n-95))),46], {129728497393775280, 40661170824914640, 12321566916640800, 3601688791018080, 1012974972473835, 273342452889765, 70539987842520, 17345898649800, 4047376351620, 891794789340, 184509266760, 35607051480, 6358402050, 1040465790, 154143080, 20358520, 2349060, 230300, 18424, 1128}}
  16. {(Binomial[74,n]*48), {3552, 129648, 3111552, 55230048, 773220672, 8892037728, 86379795072, 723430783728, 5305159080672, 34483534024368, 200631470687232, 1053315221107968, 5023503362207232, 21888121792474368, 87552487169897472, 322849796438996928, 1101487540791871872, 3488043879174260928, 10280550380724137472, 28271513546991378048}}
  17. {Binomial[89,(n-((-n)+(-n)))], {113564, 581106988, 635627275767, 237377895350076, 38163061637050680, 3031718514166879020}}
  18. {((Binomial[(93*80),(71-79)]^((87+74)+(-n)))+((n!)^n)), {1, 4, 216, 331776, 24883200000, 139314069504000000}}
  19. {Binomial[(-((-99)+(n*n))),n], {98, 4465, 117480, 1837620, 16108764, 67945521, 99884400, 23535820, 48620, 1}}
  20. {Binomial[(-n),((59*(54*n))-40)], {1, 6333, 45310440, 341881263185, 2658016266463251, 21066713450329655646}}
  21. {Binomial[(n*91),n], {91, 16471, 3353896, 719469751, 158964146341, 35797436673544, 8169192731355292, 1882648401068730295}}
  22. {(-(-(Binomial[n,n]+n))), {2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21}}
  23. {(Binomial[n,(-(n+n))]-(-((n*n)!))), {1, 24, 362880, 20922789888000}}
  24. {(n!), {1, 2, 6, 24, 120, 720, 5040, 40320, 362880, 3628800, 39916800, 479001600, 6227020800, 87178291200, 1307674368000, 20922789888000, 355687428096000, 6402373705728000, 121645100408832000, 2432902008176640000}}
  25. {n, {1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20}}
  26. {(n^33), {1, 8589934592, 5559060566555523, 73786976294838206464}}
  27. {(n^(((-90)-n)-(-(59+88)))), {1, 36028797018963968}}
  28. {(n*Binomial[91,n]), {91, 8190, 364455, 10690680, 232522290, 3999383388, 56657931330, 679895175960, 7053912450585, 64268980105330, 520578738853173, 3786027191659440, 24924679011757980, 149548074070547880, 822514407388013340, 4167406330765934256, 19534717175465316825, 85033474763790202650}}
  29. {(n+((-(-n))!)), {2, 4, 9, 28, 125, 726, 5047, 40328, 362889, 3628810, 39916811, 479001612, 6227020813, 87178291214, 1307674368015, 20922789888016, 355687428096017, 6402373705728018, 121645100408832019, 2432902008176640020}}
  30. {(n*n), {1, 4, 9, 16, 25, 36, 49, 64, 81, 100, 121, 144, 169, 196, 225, 256, 289, 324, 361, 400}}
  31. {((((n!)+(n+34))*76)+n), {2737, 2890, 3271, 4716, 12089, 57766, 386163, 3067520, 27582157, 275792154, 3033680231, 36404125108, 473253584385, 6625550134862, 99383251971739, 1590132031491816, 27032244535299893, 486580401635331970, 9245027631071236047}}
  32. {((((n*n)^n)*71)-(-(Binomial[61,94]*(n/94)))), {71, 1136, 51759, 4653056, 693359375, 154551545856, 48153838172279, 19984723346456576, 10656719106086937591}}
  33. {(n+(((n^n)*(80^n))*n)), {81, 51202, 41472003, 41943040004, 51200000000005, 73383542784000006}}"
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