Vamos a buscar entre todas las parejas de
primos gemelos menores de 10000 la primera pareja que cumpla lo
dicho. Resulta a continuación:
[(11, 13), (311,313)]
[ (17, 19), (617,619)]
[ (29, 31), (1229,
1231)]
[ (41, 43), (641, 643)]
[ (59, 61), (659, 661)]
[ (71,
73), (1871, 1873)]
[ (101, 103), (60101, 60103)]
[ (107, 109),
(12107, 12109)]
[(137, 139), (15137, 15139)]
[ (149, 151), (33149, 33151)]
[(179, 181), (24179, 24181)]
[ (191, 193), (21191, 211913)]
[(197, 199), (6197, 6199)]
[ (227, 229), (39227, 39229)]
[(239, 241), (9239, 9241)]
[ (269, 271), (6269, 6271)]
[(281, 283), (9281, 9283)]
[ (311, 313), (18311, 18313)]
[(347, 349), (33347, 33349)]
[ (419, 421), (9419, 9421)]
[(431, 433), (9431, 9433)]
[ (461, 463), (3461, 3463)]
[(521, 523), (18521, 518523)]
[ (569, 571), (6569, 6571)]
[(599, 601), (33599, 33601)]
[ (617, 619), (33617, 33619)]
[(641, 643), (15641, 15643)]
[ (659, 661), (60659, 60661)]
[(809, 811), (33809, 33811)]
[ (827, 829), (6827, 6829)]
[(857, 859), (9857, 9859)]
[ (881, 883), (108881, 108883)]
[(1019,1021),(121019, 121021)]
[ (1031, 1033), (1141031, 1141033)]
[(1049, 1051), (151049, 151051)]
[ (1061, 1063), (121061, 121063)]
[(1091, 1093), (361091, 361093)]
[ (1151, 1153), (31151, 31153)]
[(1229, 1231), (211229, 211231)]
[ (1277, 1279), (271277, 271279)]
[(1289,1291),(1021289,1021291)]
[ (1301, 1303), (451301, 451303)]
[(1319, 1321), (751319, 751321)]
[ (1427, 1429), (901427, 901429)]
[(1451, 1453), (391451, 391453)]
[ (1481, 1483), (661481, 661483)]
[(1487, 1489), (301487, 301489)]
[ (1607, 1609), (121607, 121609)]
[(1619, 1621), (721619, 721621)]
[ (1667, 1669), (181667, 181669)]
[(1697, 1699), (421697, 421699)]
[ (1721, 1723), (31721, 31723)]
[(1787, 1789), (121787, 121789)]
[ (1871, 1873), (181871, 181873)]
[(1931, 1933), (211931, 211933)]
[ (1949, 1951), (121949, 121951)]
[(1997,1999), (301997, 301999)]
[ (2237, 2239), (2342237, 2342239),
[(2267, 2269), (272267, 272269)]
[ (2309, 2311), (422309, 422311)]
[(2339, 2341), (182339, 182341)]
[ (2381, 2383), (92381, 92383)]
[(2657, 2659), (182657, 182659)]
[ (2687, 2689), (452687, 452689)]
[(2711, 2713), (182711, 182713)]
[ (2729, 2731), (242729, 242731)]
[(2801, 2803), (32801, 32803)]
[ (2969, 2971), (32969 ,32971)]
(2999, 3001), (272999, 273001)]
[(3119, 3121), (243119, 243121)]
[(3167, 3169), (513167, 513169)]
[(3251, 3253), (93251, 93253)]
[(3257, 3259), (423257, 423259)]
[(3299, 3301), (183299, 183301)]
[(3329, 3331), (33329, 33331)]
[(3359, 3361), (213359, 213361)]
[(3371, 3373), (363371, 363373)]
[(3389, 3391), (63389, 63391)]
[(3461, 3463), (423461, 423463)]
[(3467, 3469), (633467, 633469)]
[(3527, 3529), (693527, 693529)]
[(3539, 3541), (393539, 393541)]
[(3557, 3559), (93557,93559)]
[ (3581, 3583), (123581, 123583)]
[(3671, 3673), (243671, 243673)]
[(3821, 3823), (663821, 663823)]
[(3851, 3853), (603851, 603853)]
[(3917, 3919), (183917, 183919)]
[(3929, 3931), (393929, 393931)]
[(4001, 4003), (424001, 424003)]
[(4019, 4021), (1294019, 1294021)]
[(4127, 4129), (34127, 34129)]
[(4157, 4159), (34157, 34159)]
[(4217, 4219), (244217, 244219)]
[(4229, 4231), (454229, 454231)]
[(4241, 4243), (814241, 814243)]
[(4259, 4261), (34259,34261)]
[(4271, 4273), (184271, 184273)]
[(4337, 4339), (124337, 124339)]
[(4421, 4423), (334421, 334423)]
[(4481, 4483), (214481,214483)]
[(4517, 4519), (214517,214519)]
[(4547, 4549), (334547, 334549)]
[(4721, 4723), (454721, 454723)]
[(4787, 4789), (154787, 154789)]
[(4799, 4801), (574799, 574801)]
[(4931, 4933), (904931, 904933)]
[(4967, 4969), (184967,184969)]
[(5009,5011),(1895009, 1895011)]
[(5021, 5023), (305021, 305023)]
[(5099, 5101), (65099, 65101)]
[(5231, 5233), (95231, 95233)]
[(5279, 5281), (35279, 35281)]
[(5441, 5443), (95441,95443)]
[(5477, 5479), (305477, 305479)]
[(5501, 5503), (665501, 665503)]
[(5417, 5419), (245417, 245419)]
[(5519, 5521), (65519, 65521)]
[(5651, 5653), (515651, 515653)]
[(5657, 5659), (845657, 845659)]
[(5741, 5743), (305741, 305743)]
[(6089, 6091), (426089, 426091)]
[(6131, 6133), (246131, 246133)]
[(6197, 6199), (396197, 396199)]
[(6269,6271),(1056269,1056271)]
[(6299, 6301), (186299, 186301)]
[(6359, 6361), (66359, 66361)]
[(6449, 6451), (1566449, 1566451)]
[(6551, 6553), (216551,216553)]
[(6569, 6571), (66569, 66571)]
[(6689, 6691), (816689, 816691)]
[(6701, 6703), (306701, 306703)]
[(6761, 6763), (186761, 186763)]
[(6791, 6793), (36791, 36793)]
[(6827, 6829), (306827, 306829)]
[(6869, 6871), (186869, 186871)]
[(6947, 6949), (66947, 66949)]
[(6959, 6961), (606959, 606961)]
[(7127, 7129), (187127, 187129)]
[(7211, 7213), (67211, 67213)]
(7307, 7309), (37307, 37309)]
[(7331, 7333), (577331, 577333)]
[(7349, 7351), (157349, 157351)]
[(7457, 7459), (517457, 517459)]
[(7487, 7489), (337487, 337489)]
[(7559, 7561), (157559, 157561)]
[(7949, 7951), (427949, 427951)]
[(8009, 8011), (98009, 98011)]
[(8231, 8233), (158231,158233)]
[(8291, 8293), (248291, 248293)]
[(8387, 8389), (98387, 98389)]
[(8429, 8431), (518429, 518431)]
[(8537,8539),(728837,728839)]
[(8597, 8599), (1238597, 1238599)]
[(8627, 8629), (218627, 218629)]
[(8819, 8821), (68819, 68821)]
[(8837, 8839), (728837, 728839)]
[(8861, 8863), (188861, 188863)]
[(8969, 8971), (128969, 128971)]
[(8999, 9001), (788999, 789001)]
[(9011, 9013), (309011, 309013)]
[(9041, 9043), (39041, 39043)]
[(9239, 9241), (39239, 39241)]
[(9281, 9283), (399281, 399283)]
[(9341, 9343), (39341, 39343)]
[(9419, 9421), (249419, 249421)]
[(9431,9433), (759431, 759433)]
[(9437, 9439), [(189437, 189439)]
[(9461, 9463), (1089461, 1089463)]
[(9719, 9721), (99719, 99721)]
[(9857, 9859), (249857, 249859)]
[(9929, 9931), (69929, 69931)]
[(10007, 10009), (2710007, 2710009)]
[(10037, 10039), (1210037, 1210039)]
[(10067,10069), (6610067, 6610069)]
[(10091, 10093), (6010091, 6010091)]
(10139, 10141), (910139, 910141)]
[(10271, 10273), (2410271, 2410271)]
[(10301, 10303), (3610301, 3610303)]
[(10331, 10333), (6310331, 6310333)]
[(10427, 10429), (1510427, 1510427]
[(10457, 10459), (3010457, 3010459)]
[(10529, 10531), (2110529, 2110531)]
[(10709, 10711), (910709, 910711)]
[(10937, 10939), (2410937, 2410939)]
[(11057, 11059), (1211057, 1211059)]
[(11069, 11071), (611069, 611071)]
[(11117, 11119), (3011117, 3011119)]
[(11159, 11161), (911159, 911161)]
[(11171, 11173), (911171, 911173)]
[(11351, 11353), (6311351, 6311353)]
[(11489, 11491), (4511489, 4511489)]
[(11549, 11551), (611549, 611551)]
[(11717, 11719), (7511717, 7511719)]
[(11777, 11779), (4511777, 4 511779)]
[(11831, 11833), (3611831, 3611833)]
[(11939, 11941), (2711939, 2711941)]
[(11969, 11971), (2111969, 2111971)]
[(12041, 12043), (612041, 612043)]
[(12071, 12073), (312071, 312073)]
[(12107, 12109), (612107,612109)]
[(12161, 12163), (11712161, 11712163)]
[(12239, 12241), (3612239, 3612241)]
[(12251, 12253), (312251, 312253)]
[(12377, 12379), (2712377, 2712379)]
[(12539, 12541), (9612539, 9612541)]
[(12611, 12613), (612611, 612613)]
[(12821, 12823), (1812821, 1812823)]
[(12917, 12919), (1212917, 1212919)]
[(13001, 13003), (1813001, 1813003)]
[(13007, 13009), (613007, 613009)]
[(13217, 13219), (5 113217, 5113219)]
[(13337, 13339), (6613337, 6613339)]
[(13397, 13399), (1513397, 1 513399)]
[(13691, 13693), (6313691, 6313693)]
[(13709, 13711), (4513709, 4513711)]
[(13721, 13723), (3613721, 3613723)]
[(13757, 13759), (1213757, 1213759)]
[(13829, 13831), (6313829, 6313831)]
[(13877, 13879), (15013877, 15013879)]
[(13901, 13903), (3313901, 3313903)]
[(13931, 13933), (313931, 313933)]
[(13997, 13999), (16513997, 16513999)]
[(14009, 14011), (2714009, 2714011)]
[(14081, 14083), (5414081, 5414083)]
[(14249, 14251), (2114249, 2114251)]
[(14321, 14323), (1514321, 1514323)]
[(14387, 14389), (11714387, 11714389)]
[(14447, 14449), (7514447, 7514449)]
[(14549, 14551), (1514549, 1514551)]
[(14561, 14563), (1514561, 1514563)]
[(14591, 14593), (2414591, 2414593)]
[(14627, 14629), (2714627, 2714629)]
[(14867, 14869), (8414867, 8414869)]
[(15137, 15139), (8415137, 8415139)]
[(15269, 15271), (1815269, 1815271)]
[(15287, 15289), (2715287, 2715289)]
[(15329, 15331), (3615329,3615331)]
[(15359, 15361), (4515359, 4515361)]
[(15581, 15583), (3615581, 3615583)]
[(15641, 15643), (5715641, 5715643)]
[(15647, 15649), (1215647, 1215649)]
[(15731, 15733), (1815731, 1815733)]
[(15737, 15739), (3615737, 3615739)]
[(15971, 15973), (1515971, 1515973)]
[(16061, 16063), (7216061, 7216063)]