絵札2枚可変型素数

概要

絵札2枚可変型素数とは、末尾の絵札2枚をいろいろ変えられる素数である。

素数大富豪プレイヤーのnishimura氏発案。参考：http://searial.web.fc2.com/tools/sosuqjtk.html

例

9494256-qj/tk/qk/jj/kk

6262643-qj/tk/tj/jk (むにむに虫さん)

qj/tk/qk/jj/kkをつけて素数になるもの

[36,3771,49743,54279,57444,73893,102327,132441,151215,158229,223848,282588,454746,613527,613992,638262,648597,673248,686358,812337,954375,968655,978321,1029513,1051548,1067193,1112721,1131279,1165386,1196553,1217637,1236618,1299765,1368582,1410102,1434882,1464153,1469175,1521738,1557813,8761338,1961562,1974582,2165931,2232543,2310666,2321079,2364525,2383998,2448945,2549934,2789844,2796393,2839797,2891817,2917314,3109233,3231615,3772386,3315933,3335754,3383238,3410346,3433410,3499896,3617322,3654435,3681669,8796636,3838563,3875754,3951984,3988815,4101057,4396848,4527483,8133546,4554174,4718817,4865166,4879848,5187876,5255517,5353497,5419185,5425968,5461377,5482842,5546577,5594352,5666655,5786559,5827278,6115881,6126741,6164775,6189783,6217797,6295416,6318699,6516798,6549516,6566775,6655245,6822261,6843873,6952587,6975519,7144110,7148223,7148769,7196799,7226745,7251105,7251228,7251861,7353165,7399989,7464528,7531242,7587273,7628952,7663647,7667388,7714149,7729437,7752144,7753422,7872321,8132349,8223846,8225586,8347158,8452383,8614923,8674356,8685444,8845488,8979336,9115272,9155127,9178857,9179388,9284718,9322371,9494256,9768771,9768999,9833784,9865392]

qj/tk/tj/jkをつけて素数になるもの

[41,572,2831,5969,6575,7667,8756,11444,13271,15188,15521,16469,97751,18164,19511,25427,31355,52421,54395,54410,56678,57692,58487,75389,79733,91514,92186,96176,98846,99413,101093,109532,911234,112559,113234,541691,123629,251981,134984,716357,142274,447194,145865,714821,148538,148577,154775,161579,162629,168296,169847,173648,178895,184838,187766,196352,523925,281426,252146,253682,255818,873512,257897,264269,266741,278711,281228,297323,299753,311951,313661,315227,315359,342281,326612,331172,332555,337685,469355,375752,376757,632819,388457,393917,412229,428675,441524,446108,841445,455297,459674,461876,472925,473132,475226,475277,478298,794846,484643,484748,498542,511979,523991,532958,533756,534749,537815,541292,553181,558539,564758,574481,577568,582686,587165,591485,595124,595325,596717,633761,618362,635651,636431,645959,651083,651611,653417,654485,656528,657674,666683,672482,686345,688589,688757,729923,731351,731393,732167,735467,737519,744392,753833,757889,771587,778937,786173,933176,815918,834977,851591,868139,874592,876584,883724,889979,921104,927635,939941,947336,948932,949223,951194,954893,967172,989123,1026989,3310487,4291094,4512710,9110576,1052810,1062263,1064255,1531046,1067597,1068818,1086518,3243110,1104953,1107521,8171441,1121942,1141142,1155821,8181995,1161173,1165916,1181315,1182197,1916711,1193810,1194182,7711961,1198235,1210226,7259411,1223372,1227641,2231462,1255778,1266386,1268633,1273121,1275641,9725831,1283792,1897271,1289948,1291667,1294331,5143193,1322519,3218339,1335848,1353677,1354454,3825671,1358999,1361813,3933761,6138176,6125537,7639151,1375337,1379996,1384973,1391858,8419931,1412252,1425233,4597421,1431173,1435184,1461281,1465565,4465271,1469135,1482368,1494743,7412936,5327195,5211593,1548245,5413595,1551854,1552889,7514855,1556945,7561571,9251657,1574375,1578995,1594661,7815761,7634612,2668718,4352561,5819396,1661039,1835468,9822167,9121769,3281987,4411763,1735334,1736423,7381964,1758314,1759565,7119194,9167429,1813979,1825241,6817277,1837313,8914715,1862192,1862885,9488681,9110348,1910648,1921022,6729518,1933298,9919433,1971944,5299181,1998971,2108837,2111252,2112473,2118413,2127842,8143421,2143577,2145965,6847217,4128935,2163296,2164154,6252713,6462251,8388215,2194775,6997721,2215562,2216315,2222678,2224844,2225513,2232995,2244818,2247107,2251997,2253368,2253422,7262162,2266739,2276732,2282747,2293541,2294567,2298665,9232124,2321279,2344229,2375243,2358485,2361917,2363231,9527873,2383835,2388287,8396582,2936993,2422667,2427494,2438582,2439344,4344233,2444699,9342647,2461646,2474321,2476577,2482199,8691422,2488610,4931216,7769942,2523323,2525252,2539196,4866752,5182655,2559821,2578778,9752732,2610116,8221667,2636675,4684412,8264297,2664665,9673268,2676131,2688521,2696795,2721197,2722295,2725418,2727923,2733755,4247372,7299497,2753231,2811749,2837138,4172831,8527244,2846426,5229842,8782763,2882843,3848267,2887988,8415269,4784912,2926292,2932646,2944541,2945399,2952578,6964172,2988971,3103397,3105833,3441611,3132881,3165335,3175133,3176297,3179381,3397196,3938126,3184838,3188663,3239483,3244103,3248369,4329596,7872329,3279314,6327827,3828299,3973268,3299816,3319529,3324827,3344564,3353726,3358253,3592385,3366341,3375686,3377267,3378881,3383432,3396455,3396668,6751334,3415271,8103245,3449144,3453665,3454853,8313455,3524825,3926543,3531026,3536648,3554645,3557738,3558194,3573554,3756548,8636588,5995313,5314346,3636461,3642488,7453679,4386497,3663194,3665324,3957662,8556938,3998462,5669837,4139861,3710744,3719141,3737981,3744155,3745649,4377575,8754839,3754637,5347667,3765779,3769961,8537843,3788153,3791252,3797489,3813410,8344919,3827213,3834245,3834872,3841442,3855911,3883358,9899381,3891848,3893732,3912491,3929291,3933134,3938861,3964448,4113749,4134752,4471799,4151912,4156133,6518354,4187168,4189166,4195196,9214595,5943194,4211882,4225415,5525624,4234193,7103246,8941424,4242227,9712442,5824934,9284756,4674542,4266995,4274573,9418268,4284947,6381944,4336547,4369466,4373693,4373696,4833974,9631457,4396241,4417496,4426946,4431632,4444919,4455422,4467749,4687643,8697449,4478102,4493177,4749965,4526924,5331245,4534106,4545788,4545896,4553351,4561037,8436542,4582682,8741354,4584527,4585598,5495234,4597535,4617464,5216249,4655174,4667141,4667234,8543768,4686104,4699361,4717988,4721555,7468373,4748483,4785146,4782476,4796444,4811858,4866518,8614478,4881068,9845789,4935713,4939973,4953626,4956443,7914959,9185594,4994345,5107226,5113856,5117114,5147417,6786155,5174108,7896815,5917883,5224109,5233349,5233829,7582535,5245364,5253845,5259635,5267828,5269619,5272472,5277113,5277236,6783275,5285591,5315312,7619573,7133255,5344916,5376362,5377559,5425523,5563466,5744549,9318755,7755464,5548121,5564114,5576279,5594228,5598662,5611688,5617757,5635916,5647655,5664458,5668889,5671655,6478475,5678378,6578465,5858765,5688839,5696165,5717519,5717774,7784495,5748494,5774597,6522854,6174758,5877539,5923286,5923892,5925155,5959112,5965949,9593828,8344559,9554768,9425198,6104321,6104765,6107846,6110492,6111188,6111836,6128327,6129668,6133262,6161375,6171077,6176474,6177212,6188264,6210311,6211586,6682514,6222494,6233387,8447126,6364622,6275792,6298595,9332612,6321383,6329153,6329297,6346958,6347465,6365714,6367223,6373484,6379994,6392294,8649539,6449567,6679745,7455692,9396554,6525818,6554222,6557315,6653621,6575873,6591335,6626339,6626822,6633611,6638372,6671033,6672287,6682241,6686696,6688811,6742739,6752192,6761642,6774599,6774773,6818765,6828398,9873692,7635983,6863666,6879155,8698346,6928682,6959417,6966626,9448766,9699716,7105388,7122362,7127423,7151279,8171036,7171631,7172429,7536185,7212410,7214783,9421877,7222889,7254368,7276229,8251217,7292612,7323731,7331393,8453357,7337927,7338278,7347818,7374383,7383365,7393532,8789447,7542188,7545974,7547837,7572617,7578758,7647887,7662776,7666934,7697177,7699964,7719836,7735544,7738352,7776443,9787367,7799795,8727659,7831178,7859792,7892999,9213497,7931096,7946777,7966976,7986698,8112485,8115851,8121689,8134544,8144741,8156966,8174183,8214419,8223410,8226686,8252183,8256251,8291615,8322572,8333132,8339687,8366615,8373116,8377613,8783669,8396975,8414138,8416166,8934788,8446688,8456264,8462492,8925485,8572238,8557898,8568989,8577572,8584466,8594525,8619551,8638751,8723315,8733233,8734442,8747534,8767376,8772689,8788457,8796167,8851517,8853665,8866310,8882912,8886839,8889446,8894633,8895416,8911073,8934218,8934494,8947391,8962613,8984264,8985818,9101312,9107486,9131372,9914735,9175379,9177458,9199535,9212951,9225275,9229181,9278618,9336896,9366992,9383855,9411296,9438998,9441413,9448298,9463835,9466421,9477494,9483224,9487676,9514595,9522749,9522827,9525221,9577718,9579335,9589187,9593972,9599978,9610838,9621911,9629363,9629891,9699923,9714137,9733610,9778337,9825248,9842429,9862232,9895352,9898454,9931022,9943895,9984161,9999344]

qj/tk/qkをつけて素数になるもの

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