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Failed A284750 Apr 01 2017

a(n) = smallest sum of two consecutive primes (A001043) that is a multiple of prime(n), with a(n)>prime(n).

8, 12, 30, 42, 198, 52, 68, 152, 138, 696, 186, 222, 410, 172, 564, 1272, 472, 1220, 268, 852, 1460, 2212, 1494,
712, 1164, 1818, 618, 1284, 872, 2486, 508, 786, 548, 1668, 1192, 906, 3768, 978, 668, 6228, 3222, 6516, 3820

a(n)/prime(n): 4,4,6,6,18,4,4,8,6,24,6,6,10,4,12,24,8,20,4,12,20,28,18,8,12,18,6,12,8.

n=1: p=prime(1)=2, prime(2)+prime(3)=3+5=8=4*p;
n=2: p=3, prime(3)+prime(4)=5+7=12=4*p;
n=3: p=5, prime(6)+prime(7)=13+17=30=8*p;
n=1000, p=7919, prime(2642)+prime(2643)=23753+23761=47514=6*p.
Smallest sum s of 2017 distinct primes such that s is a multiple of 2017?
From 0 to 10^6, there are 412 such numbers:
{0, 3732, 6924, 7959, 8019, 13452, 16044, 16239, 19272,
20805, 24603, 24774, 25053, 25077, 31485, 32133, 33471,
36600, 38040, 47487, 47544, 47832, 48765, 49125, 53832,
58713, 59580, 62517, 63312, 65295, 67407, 68772, 69759,
71775, 72783, 72975, 73062, 75159, 80220, 81732, 82608,
82719, 87087, 89103, 89880, 89973, 95064, 96285, 96384,
98460, 98805, 100560, 106221, 106800, 110184,
112311, 118983, 124830,125952, 126615, 127047,
127791, 133815, 134970,135639, 136848, 138879,
140175, 141519, 144711, 146055, 146226, 152631,
152706, 158640, 166440, 171327, 173040, 175641,
175728, 176523, 181818, 183549, 187245, 189405,
190152, 193311, 194973, 198093, 201621, 202149,
202437, 205080, 211221,211848, 214809, 218151,
223869, 227409, 230397,236025, 236532, 237159,
244071, 249000, 251328, 252975, 253896, 254880,
255159, 262647, 264741, 265629, 268086, 274089,
275997, 280158, 281694, 282576, 287193, 288855,
290472, 292233, 292464, 293880, 296592, 302007,
302655, 303279, 304872, 307875, 311592, 312792,
314355, 314643, 316791,320880, 322200, 323403,
325056, 329922, 330873,332760, 340608, 342465,
346833, 347211, 347700,348642, 349290, 352713,
352737, 354693, 358245,358533, 359085, 361173,
363573, 366213, 366342,366741, 367230, 369741,
372789, 373584, 379992,382344, 386313, 388101,
389712, 390432, 394653,398580, 399870, 406641,
409641, 412881, 416439,420807, 423192, 423912,
425232, 425928, 425952,428007, 428652, 429543,
438960, 442200, 445032,450549, 452853, 455478,
460152, 462417, 463569,464166, 464646, 464769,
468045, 472161, 473871,474432, 476640, 476952,
478320, 478512, 479640,481959, 484704, 488208,
489579, 496590, 496689,518349, 521217, 522660,
524721, 527289, 527472,530049, 535311, 539175,
548184, 548463, 553749,562173, 563640, 563952,
575469, 576744, 577224,577941, 582600, 588573,
590361, 599007, 600039,601551, 603123, 603879,
604383, 609312, 610383,617175, 622872, 624747,
625443, 629283, 629640,634293, 637536, 637887,
638082, 639093, 639321,641928, 641952, 642600,
643143, 645903, 649011,654015, 656943, 657615,
658203, 658311, 665448,680568, 681216, 682944,
683616, 691737, 695631,696696, 698736, 699657,
700953, 701988, 703995,705411, 706440, 709800,
711069, 711093, 711573,716031, 717000, 717621,
719532, 733509, 736311,737397, 740421, 745797,
 748044, 749205, 750822,752421, 753030, 755241,
756168, 756609, 759030,760368, 765072, 767217,
767409, 773229, 773664,774228, 774816, 775488,
779319, 779736, 781047,781743, 782487, 783576,
786339, 786963, 791928,793713, 794280, 801480,
805008, 806676, 808752,812109, 813960, 819408,
822504, 824313, 826449,828024, 828639, 831264,
831504, 831912, 832731,834711, 844362, 844680,
845715, 848613, 848760,850023, 850080, 854082,
858561, 859236, 861171,861759, 862200, 863715,
865515, 866301, 871713,872091, 872505, 872760,
874170, 875808, 876288,889893, 894159, 894456,
894663, 895383, 901248,903534, 905241, 907008,
908070, 908613, 910125,910398, 911046, 911721,
917457, 920592, 922752,926589, 928200, 928518,
931137, 935193, 935913,936921, 940008, 944508,
946848, 949293, 955056,957900, 958776, 961449,
965640, 967389, 971256, 976737, 977241, 979824,
981105, 986373, 988854,990273, 991848, 992697,
995217, 995802, 997170}
{1, {2, 5, 13, 17, 29, 37, 41, 53, 61, 73}}
{2, {3, 11, 17, 19, 41, 43, 59, 67, 73, 83}}
{3, {7, 13, 19, 31, 37, 43, 61, 67, 73, 79}}
{4, {5, 13, 17, 29, 37, 41, 53, 61, 73, 89}}
{5, {29, 41, 61, 89, 101, 109, 149, 181, 229, 241}}
{6, {7, 31, 73, 79, 97, 103, 127, 151, 193, 199}}
{7, {11, 23, 29, 37, 43, 53, 67, 71, 79, 107}}
{8, {17, 41, 73, 89, 97, 113, 137, 193, 233, 241}}
{9, {13, 37, 61, 73, 97, 109, 157, 181, 193, 229}}
{10, {11, 19, 41, 59, 89, 131, 139, 179, 211, 241}}
{11, {47, 53, 103, 163, 199, 257, 269, 311, 397, 401}}
{12, {13, 37, 61, 73, 97, 109, 157, 181, 193, 229}}
{13, {17, 29, 53, 61, 101, 113, 157, 173, 181, 233}}
{14, {23, 127, 137, 151, 233, 239, 281, 359, 431, 449}}
{15, {19, 31, 61, 79, 109, 139, 151, 181, 199, 211}}
{16, {17, 41, 73, 89, 97, 113, 137, 193, 233, 241}}
{17, {53, 149, 157, 281, 293, 349, 353, 409, 461, 509}}
{18, {19, 43, 67, 73, 97, 139, 163, 193, 211, 241}}
{19, {23, 83, 101, 157, 163, 197, 271, 313, 353, 367}}
{20, {29, 89, 101, 181, 229, 349, 401, 461, 509, 521}}
{21, {37, 109, 193, 277, 337, 373, 421, 457, 541, 613}}
{22, {23, 31, 47, 71, 89, 97, 103, 113, 137, 191}}
{23, {59, 101, 167, 173, 211, 223, 271, 307, 317, 347}}
{24, {73, 97, 193, 241, 313, 337, 409, 433, 457, 577}}
{25, {29, 41, 61, 89, 101, 109, 149, 181, 229, 241}}
{26, {107, 113, 251, 283, 467, 523, 641, 659, 857, 859}}
{27, {31, 43, 109, 127, 157, 223, 229, 277, 283, 307}}
{28, {29, 37, 53, 109, 113, 137, 149, 193, 197, 233}}
{29, {173, 197, 277, 353, 457, 557, 661, 761, 929, 937}}
{30, {31, 79, 151, 199, 241, 271, 409, 439, 601, 631}}
{31, {47, 67, 131, 149, 173, 227, 283, 293, 349, 379}}
{32, {41, 113, 137, 257, 313, 337, 353, 409, 457, 521}}
{33, {37, 97, 157, 181, 229, 313, 397, 421, 433, 577}}
{34, {43, 59, 83, 137, 257, 307, 331, 563, 569, 577}}
{35, {71, 149, 179, 331, 359, 379, 569, 571, 641, 911}}
{36, {37, 61, 157, 193, 313, 349, 373, 397, 433, 577}}
{37, {41, 53, 73, 101, 137, 149, 157, 173, 181, 197}}
{38, {47, 233, 263, 367, 463, 479, 593, 617, 631, 881}}
{39, {43, 103, 139, 157, 181, 277, 367, 439, 523, 547}}
{40, {41, 89, 241, 281, 401, 409, 449, 521, 569, 601}}
{41, {173, 373, 389, 433, 617, 769, 853, 881, 941, 1061}}
{42, {43, 67, 163, 193, 211, 331, 337, 379, 457, 499}}
{43, {47, 59, 79, 107, 173, 181, 197, 239, 293, 367}}
{44, {53, 257, 269, 397, 401, 421, 617, 757, 773, 929}}
{45, {61, 109, 181, 229, 241, 349, 409, 421, 541, 601}}
{46, {47, 71, 127, 167, 193, 233, 271, 353, 409, 439}}
{47, {83, 191, 197, 269, 439, 487, 523, 619, 761, 823}}
{48, {73, 97, 193, 241, 313, 337, 409, 433, 457, 577}}
{49, {53, 113, 149, 193, 197, 277, 317, 373, 421, 449}}
{50, {59, 131, 281, 491, 499, 571, 619, 641, 739, 809}}
{51, {67, 151, 229, 307, 373, 463, 523, 727, 733, 829}}
{52, {53, 61, 101, 173, 233, 257, 277, 433, 569, 677}}
{53, {89, 197, 293, 541, 577, 653, 673, 733, 857, 877}}
{54, {79, 103, 223, 241, 337, 487, 577, 607, 1033, 1153}}
{55, {59, 71, 199, 229, 251, 269, 311, 379, 389, 499}}
{56, {137, 233, 281, 449, 673, 953, 977, 1033, 1129, 1409}}
{57, {61, 73, 157, 229, 277, 313, 349, 397, 457, 541}}
{58, {59, 67, 83, 107, 139, 179, 227, 233, 241, 257}}
{59, {317, 383, 461, 547, 631, 677, 727, 787, 953, 1511}}
{60, {61, 109, 181, 229, 241, 349, 409, 421, 541, 601}}
{61, {97, 257, 269, 293, 317, 461, 613, 773, 977, 1033}}
{62, {71, 257, 503, 607, 727, 919, 977, 1087, 1151, 1217}}
{63, {67, 79, 127, 163, 277, 373, 421, 463, 541, 547}}
{64, {73, 89, 113, 233, 257, 281, 337, 353, 577, 593}}
{65, {101, 269, 389, 601, 641, 701, 1049, 1069, 1361, 1481}}
{66, {67, 313, 433, 619, 643, 691, 883, 907, 1123, 1291}}
{67, {71, 83, 103, 131, 167, 211, 263, 269, 277, 293}}
{68, {149, 281, 293, 353, 509, 613, 661, 733, 797, 1097}}
{69, {73, 277, 397, 853, 877, 1021, 1093, 1117, 1129, 1153}}
{70, {71, 79, 151, 191, 239, 281, 359, 401, 431, 449}}
{71, {107, 293, 509, 643, 647, 739, 971, 1013, 1039, 1123}}
{72, {73, 97, 193, 241, 313, 337, 409, 433, 457, 577}}
{73, {89, 109, 137, 173, 269, 293, 317, 373, 397, 461}}
{74, {83, 521, 691, 787, 1163, 1193, 1291, 1409, 1627, 1913}}
{75, {79, 139, 271, 331, 349, 421, 661, 691, 739, 751}}
{76, {101, 157, 197, 313, 353, 593, 701, 709, 733, 853}}
{77, {113, 317, 389, 401, 653, 709, 757, 977, 1093, 1373}}
{78, {79, 103, 127, 199, 313, 337, 367, 433, 439, 601}}
{79, {83, 179, 223, 317, 397, 479, 541, 563, 677, 727}}
{80, {89, 401, 521, 761, 769, 809, 1009, 1049, 1249, 1289}}
{81, {97, 181, 277, 337, 349, 373, 613, 733, 757, 829}}
{82, {83, 107, 131, 163, 251, 307, 337, 353, 409, 443}}
{83, {227, 557, 659, 751, 773, 811, 983, 1061, 1231, 1409}}
{84, {109, 337, 373, 457, 613, 709, 757, 877, 1117, 1297}}
{85, {89, 101, 149, 229, 281, 349, 389, 409, 421, 461}}
{86, {167, 311, 353, 569, 823, 1063, 1303, 1399, 1433, 1601}}
{87, {103, 151, 283, 349, 373, 397, 487, 571, 709, 787}}
{88, {89, 97, 113, 137, 257, 313, 353, 401, 433, 449}}
{89, {233, 797, 997, 1201, 1433, 1877, 2153, 2381, 2393, 2549}}
{90, {139, 211, 379, 409, 619, 811, 859, 1051, 1171, 1201}}
{91, {107, 127, 191, 347, 373, 389, 491, 653, 823, 883}}
{92, {101, 173, 317, 449, 593, 809, 821, 829, 853, 877}}
{93, {97, 109, 157, 193, 349, 373, 397, 421, 541, 577}}
{94, {103, 263, 383, 401, 457, 601, 719, 823, 967, 1217}}
{95, {131, 239, 389, 419, 461, 821, 859, 919, 1051, 1109}}
{96, {97, 409, 433, 457, 673, 937, 1009, 1033, 1153, 1321}}
{97, {101, 113, 197, 241, 293, 353, 389, 397, 421, 509}}
{98, {107, 179, 401, 617, 827, 883, 907, 1051, 1171, 1187}}
{99, {103, 163, 199, 397, 421, 499, 757, 883, 907, 991}}
{100, {101, 109, 149, 181, 269, 389, 401, 409, 449, 461}}
{101, {137, 677, 1009, 1493, 1693, 1697, 1933, 3137, 3613, 3637}}
{102, {103, 127, 151, 223, 271, 409, 433, 457, 463, 577}}
{103, {107, 139, 167, 359, 421, 461, 503, 587, 701, 773}}
{104, {113, 641, 857, 937, 1193, 1297, 1777, 1889, 2129, 2161}}
{105, {109, 421, 541, 709, 1009, 1129, 1201, 1381, 1429, 1549}}
{106, {107, 131, 227, 331, 433, 449, 467, 547, 593, 947}}
{107, {251, 431, 509, 653, 683, 967, 1063, 1447, 1721, 1747}}
{108, {109, 157, 229, 277, 397, 433, 457, 601, 733, 997}}
{109, {113, 173, 433, 461, 509, 557, 593, 661, 797, 877}}
{110, {191, 449, 521, 839, 881, 991, 1039, 1279, 1831, 1951}}
{111, {127, 211, 307, 367, 613, 733, 787, 1063, 1069, 1399}}
{112, {113, 137, 193, 233, 281, 337, 401, 449, 457, 569}}
{113, {149, 257, 461, 677, 1013, 1021, 1033, 1117, 1181, 1213}}
{114, {139, 163, 283, 457, 577, 643, 739, 1051, 1297, 1483}}
{115, {131, 151, 179, 311, 439, 461, 509, 541, 599, 691}}
{116, {197, 557, 1069, 1093, 1193, 1213, 1553, 1637, 1669, 2081}}
{117, {181, 313, 373, 601, 757, 829, 997, 1069, 1093, 1117}}
{118, {127, 167, 199, 239, 479, 521, 593, 641, 647, 743}}
{119, {263, 443, 557, 701, 1019, 1087, 1171, 1327, 1471, 1747}}
{120, {241, 409, 601, 769, 1009, 1129, 1201, 1249, 1321, 1489}}
{121, {137, 157, 317, 509, 521, 653, 709, 773, 797, 1013}}
{122, {131, 347, 563, 569, 929, 1123, 1217, 1459, 1627, 1723}}
{123, {127, 139, 223, 379, 523, 541, 607, 613, 661, 853}}
{124, {149, 173, 293, 349, 521, 577, 617, 653, 853, 857}}
{125, {269, 449, 509, 701, 941, 1129, 1229, 1321, 1381, 1609}}
{126, {127, 151, 487, 673, 751, 967, 1033, 1087, 1129, 1303}}
{127, {131, 163, 191, 227, 271, 383, 509, 557, 677, 733}}
{128, {137, 353, 521, 569, 593, 857, 953, 1153, 1201, 1217}}
{129, {193, 229, 541, 613, 877, 1153, 1741, 2089, 2113, 2593}}
{130, {131, 139, 179, 211, 251, 419, 491, 521, 569, 571}}
{131, {167, 1031, 1279, 1427, 1579, 1613, 1663, 2203, 2549, 3617}}
{132, {157, 181, 421, 577, 661, 757, 1093, 1153, 1213, 1237}}
{133, {137, 149, 197, 233, 277, 389, 457, 541, 557, 613}}
{134, {359, 617, 761, 863, 977, 1223, 1231, 1327, 1567, 1831}}
{135, {139, 151, 199, 331, 541, 619, 661, 709, 811, 829}}
{136, {137, 257, 569, 577, 593, 761, 769, 977, 1097, 1249}}
{137, {173, 281, 461, 557, 773, 1237, 1249, 1277, 1297, 1429}}
{138, {139, 163, 307, 499, 577, 601, 673, 1291, 1531, 1777}}
{139, {239, 283, 463, 557, 677, 997, 1039, 1163, 1181, 1447}}
{140, {149, 569, 641, 1229, 1289, 1381, 1429, 1549, 1621, 1789}}
{141, {157, 241, 337, 397, 541, 613, 733, 853, 1093, 1297}}
{142, {151, 167, 191, 223, 263, 311, 367, 431, 503, 569}}
{143, {179, 467, 653, 719, 797, 1013, 1291, 1301, 1303, 1439}}
{144, {193, 313, 433, 577, 601, 673, 769, 937, 1201, 1297}}
{145, {149, 181, 401, 661, 701, 821, 929, 941, 1021, 1109}}
{146, {227, 587, 593, 809, 1483, 1667, 2417, 2539, 2609, 2683}}
{147, {151, 163, 211, 547, 613, 631, 709, 757, 823, 877}}
{148, {149, 157, 173, 197, 229, 269, 317, 373, 509, 593}}
{149, {293, 677, 821, 1049, 1597, 1741, 1913, 2017, 2393, 2609}}
{150, {151, 199, 271, 439, 601, 769, 991, 1129, 1399, 1471}}
{151, {167, 251, 347, 613, 653, 727, 773, 827, 829, 1051}}
{152, {233, 593, 617, 881, 1049, 1489, 1657, 1697, 1993, 2129}}
{153, {157, 349, 409, 613, 661, 733, 829, 937, 1237, 1381}}
{154, {163, 179, 379, 443, 617, 641, 683, 883, 977, 1523}}
{155, {191, 479, 701, 1061, 1399, 1451, 1459, 1709, 1879, 2141}}
{156, {157, 181, 277, 673, 997, 1117, 1153, 1249, 1381, 1429}}
{157, {173, 193, 257, 353, 557, 641, 653, 677, 709, 733}}
{158, {167, 239, 383, 599, 641, 857, 887, 1361, 1423, 1447}}
{159, {163, 223, 643, 661, 757, 997, 1447, 1531, 1597, 1627}}
{160, {241, 281, 449, 521, 601, 641, 761, 809, 929, 1249}}
{161, {197, 653, 1061, 1373, 1453, 1549, 1733, 1933, 2473, 2657}}
{162, {163, 211, 283, 331, 523, 673, 691, 769, 787, 937}}
{163, {167, 179, 199, 227, 263, 307, 359, 419, 487, 563}}
{164, {173, 389, 881, 1097, 1597, 2437, 2633, 3257, 3413, 3877}}
{165, {181, 229, 421, 661, 709, 829, 1021, 1321, 1489, 1549}}
{166, {167, 191, 607, 673, 953, 1193, 1289, 1543, 1663, 1753}}
{167, {311, 491, 677, 743, 1109, 1567, 1699, 1759, 1931, 1987}}
{168, {193, 337, 457, 673, 1009, 1033, 1129, 1201, 1297, 1801}}
{169, {173, 233, 269, 313, 569, 653, 677, 701, 757, 797}}
{170, {179, 251, 761, 1259, 1409, 1531, 1579, 1699, 2371, 2729}}
{171, {271, 367, 571, 709, 733, 853, 1213, 1327, 1543, 2053}}
{172, {173, 181, 197, 293, 397, 461, 613, 701, 769, 797}}
{173, {317, 701, 773, 1621, 1657, 1753, 2213, 2341, 2477, 2713}}
{174, {199, 223, 463, 1321, 1399, 1543, 1567, 1657, 2377, 2383}}
{175, {179, 191, 211, 239, 431, 499, 659, 701, 709, 751}}
{176, {257, 401, 617, 929, 1433, 1609, 1697, 1753, 1873, 2113}}
{177, {181, 193, 241, 277, 373, 433, 577, 661, 709, 733}}
{178, {179, 227, 347, 467, 619, 761, 881, 907, 937, 1019}}
{179, {503, 797, 941, 1627, 1867, 2011, 2237, 2287, 2741, 2767}}
{180, {181, 229, 349, 541, 709, 769, 1009, 1021, 1249, 1549}}
{181, {197, 281, 733, 757, 773, 857, 1013, 1453, 1693, 1949}}
{182, {191, 263, 809, 911, 953, 1663, 1759, 1999, 2207, 2753}}
{183, {199, 283, 379, 439, 733, 757, 853, 859, 967, 1021}}
{184, {193, 233, 353, 409, 761, 809, 857, 1097, 1361, 1409}}
{185, {509, 761, 821, 1181, 1481, 1669, 1861, 1949, 2341, 2689}}
{186, {211, 307, 547, 769, 811, 1033, 1699, 1723, 1867, 2113}}
{187, {191, 223, 251, 331, 383, 443, 587, 757, 773, 797}}
{188, {197, 269, 761, 977, 1193, 1277, 1481, 1693, 1709, 1741}}
{189, {193, 673, 757, 877, 1117, 1213, 1381, 1597, 1789, 1801}}
{190, {191, 199, 239, 271, 311, 359, 479, 631, 719, 761}}
{191, {227, 773, 1091, 1487, 1493, 1723, 1783, 2203, 2503, 2789}}
{192, {193, 241, 313, 769, 937, 1033, 1129, 1153, 1297, 1609}}
{193, {197, 229, 257, 293, 337, 389, 449, 593, 677, 769}}
{194, {419, 857, 1217, 1283, 1747, 1867, 2297, 2371, 2707, 2801}}
{195, {199, 211, 829, 1069, 1621, 1741, 1759, 1951, 2011, 2131}}
{196, {197, 277, 317, 421, 557, 809, 821, 953, 1009, 1409}}
{197, {233, 521, 773, 797, 1013, 1097, 1229, 1493, 1777, 1789}}
{198, {199, 223, 367, 487, 727, 823, 1039, 1153, 1321, 1423}}
{199, {263, 523, 599, 683, 797, 821, 877, 983, 1021, 1223}}
{200, {281, 641, 809, 881, 929, 1289, 1721, 1801, 1889, 2089}}
{201, {397, 457, 601, 829, 853, 877, 1093, 1429, 1801, 1873}}
{202, {211, 227, 251, 283, 491, 563, 643, 809, 827, 857}}
{203, {239, 347, 821, 1103, 1499, 1831, 1901, 2083, 2311, 2333}}
{204, {229, 373, 733, 829, 937, 1429, 1657, 1777, 1861, 2053}}
{205, {241, 269, 349, 401, 461, 821, 829, 881, 941, 1109}}
{206, {431, 647, 1049, 1553, 1879, 1913, 2143, 2383, 3079, 4073}}
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{914, {2003, 2939, 3881, 6257, 9067, 9187, 9281, 9907, 10627, 11251}}
{915, {919, 1171, 1399, 1699, 2851, 3709, 4021, 4051, 4621, 4759}}
{916, {941, 997, 1277, 1877, 2141, 2437, 3517, 3673, 3833, 3889}}
{917, {953, 1061, 1493, 2213, 3221, 3677, 3833, 4397, 4517, 5189}}
{918, {919, 967, 1039, 1087, 1279, 1447, 1543, 1759, 1879, 2143}}
{919, {983, 1019, 1063, 1319, 2683, 3623, 3677, 3701, 3797, 4283}}
{920, {929, 1361, 2441, 3761, 4409, 4889, 7481, 7649, 8329, 8641}}
{921, {937, 1021, 1117, 1321, 1597, 2521, 2857, 3037, 3709, 3733}}
{922, {947, 971, 1091, 1283, 1451, 2011, 3323, 3697, 3769, 3947}}
{923, {1499, 1823, 2687, 3701, 3917, 4133, 4421, 4523, 5279, 5717}}
{924, {1093, 1213, 1453, 1549, 2293, 3697, 3733, 4057, 4657, 5413}}
{925, {929, 941, 1069, 1181, 1249, 1409, 1601, 1709, 1949, 2081}}
{926, {1151, 1367, 2447, 3527, 3929, 4793, 6551, 7487, 7673, 8623}}
{927, {991, 1123, 1327, 1951, 2083, 2371, 3631, 3709, 3733, 3877}}
{928, {929, 937, 953, 977, 1009, 1049, 1097, 1153, 1217, 1289}}
{929, {2693, 3797, 4157, 5237, 5741, 6113, 6317, 7013, 8377, 8461}}
{930, {1051, 1291, 1459, 3331, 3739, 3769, 3889, 4561, 4651, 5419}}
{931, {947, 967, 1031, 1187, 1607, 1831, 2087, 2531, 3733, 3847}}
{932, {941, 1013, 1373, 2957, 3533, 4457, 4817, 5693, 6329, 6977}}
{933, {937, 997, 1033, 1129, 1609, 2089, 2377, 3049, 3433, 3637}}
{934, {983, 1103, 1223, 1559, 1663, 3761, 4177, 4903, 5417, 6263}}
{935, {971, 1259, 1511, 2699, 3821, 3851, 5261, 7019, 8419, 8431}}
{936, {937, 1297, 1777, 2161, 2617, 3769, 3793, 4273, 4657, 4969}}
{937, {941, 953, 1193, 1613, 1721, 2381, 3797, 3853, 3917, 4073}}
{938, {947, 1019, 1163, 1667, 2027, 2459, 2963, 3539, 3761, 3833}}
{939, {1039, 1423, 1723, 2383, 2539, 3643, 3877, 4597, 4783, 5437}}
{940, {941, 1021, 1061, 1109, 1229, 1301, 1381, 1669, 1901, 2029}}
{941, {977, 2237, 3989, 4493, 5297, 7013, 9041, 10069, 11173, 11833}}
{942, {967, 991, 1063, 1231, 1303, 1471, 1567, 1783, 2311, 2791}}
{943, {947, 1087, 1427, 1619, 2099, 2239, 2543, 2707, 2879, 3797}}
{944, {953, 2969, 4001, 4217, 5297, 5801, 6569, 8513, 8521, 8537}}
{945, {1009, 1201, 1429, 1621, 2389, 3061, 4621, 4789, 5569, 6421}}
{946, {947, 971, 1171, 1307, 1571, 1787, 1907, 2467, 2971, 3347}}
{947, {983, 1091, 1523, 1847, 2243, 2711, 3251, 3797, 3863, 4013}}
{948, {997, 1069, 1117, 1237, 1789, 2797, 3793, 4153, 5437, 5641}}
{949, {953, 1013, 1049, 1093, 1433, 1733, 1973, 2393, 2549, 2713}}
{950, {1031, 2039, 3881, 4241, 4889, 4919, 5711, 8599, 8719, 8839}}
{951, {967, 1051, 1627, 2551, 2887, 3067, 3853, 4093, 5653, 5851}}
{952, {953, 977, 1033, 1481, 1913, 2473, 2633, 2801, 3761, 3833}}
{953, {1097, 1277, 3257, 3821, 4253, 5309, 5333, 8009, 8573, 8581}}
{954, {1123, 1483, 1579, 2179, 2803, 3163, 4177, 4441, 4657, 5179}}
{955, {971, 991, 1019, 1151, 1279, 1439, 1531, 1979, 2111, 2251}}
{956, {1181, 2477, 3557, 3833, 4049, 5717, 5849, 6581, 7517, 7793}}
{957, {1021, 1153, 1213, 1741, 2113, 2557, 3457, 3853, 3877, 4093}}
{958, {967, 983, 1039, 1319, 1399, 1487, 1583, 3167, 3359, 3559}}
{959, {1103, 1283, 3917, 5861, 6143, 7043, 8597, 8647, 8731, 8887}}
{960, {1009, 1129, 1249, 1321, 1489, 1801, 3169, 3361, 3769, 3889}}
{961, {977, 997, 1061, 1217, 1361, 1637, 1861, 2897, 3461, 3853}}
{962, {971, 1187, 3929, 4073, 4211, 4289, 4931, 4937, 6449, 7523}}
{963, {967, 1063, 1447, 1747, 1987, 3079, 3463, 3853, 3877, 4021}}
{964, {1013, 1493, 1693, 2053, 2333, 3881, 3989, 4217, 4297, 4481}}
{965, {1109, 1289, 2729, 3881, 5381, 7109, 7829, 8689, 8941, 10181}}
{966, {967, 991, 1087, 1327, 2647, 3889, 4153, 4447, 5233, 6007}}
{967, {971, 983, 1031, 1163, 1223, 1291, 1367, 1451, 1543, 1867}}
{968, {977, 1049, 1193, 1409, 1697, 3881, 4217, 4937, 5393, 5897}}
{969, {1033, 1069, 1453, 1753, 1993, 3469, 3673, 3877, 4813, 5101}}
{970, {971, 1019, 1051, 1091, 1259, 1499, 1699, 1811, 1931, 2339}}
{971, {1871, 2267, 4973, 7853, 8803, 8839, 11239, 11443, 12583, 13967}}
{972, {997, 1021, 1093, 1597, 1933, 2341, 3181, 3373, 3889, 4057}}
{973, {977, 1009, 1117, 1229, 1297, 1373, 1549, 1873, 1997, 2129}}
{974, {983, 2063, 2999, 4337, 4943, 5417, 6599, 8543, 8887, 9127}}
{975, {991, 1039, 1171, 1231, 1459, 1759, 1999, 2131, 4021, 4111}}
{976, {977, 1097, 1201, 1601, 2657, 3001, 3929, 4001, 4073, 4129}}
{977, {1013, 1301, 1553, 1877, 2273, 2741, 3917, 3989, 4133, 4349}}
{978, {2203, 2347, 2659, 3187, 4003, 4201, 4273, 4441, 5281, 6121}}
{979, {983, 1123, 1303, 1879, 2003, 2423, 2579, 3917, 4357, 4877}}
{980, {1061, 1709, 2069, 3581, 3929, 4001, 4229, 4649, 5009, 5441}}
{981, {997, 1237, 1381, 1657, 2137, 2917, 4093, 4549, 5077, 5881}}
{982, {983, 991, 1031, 1063, 1103, 1151, 1423, 1511, 1607, 1823}}
{983, {1019, 1307, 1559, 4013, 4157, 4373, 4583, 5021, 7901, 8039}}
{984, {1009, 1033, 1153, 1609, 2833, 3793, 4057, 4297, 4561, 5209}}
{985, {1021, 1049, 1129, 1181, 2141, 2281, 2749, 3989, 4021, 4229}}
{986, {1427, 3011, 4673, 7193, 7547, 8923, 9043, 9403, 10099, 10243}}
{987, {991, 1051, 1087, 1471, 1663, 2011, 2143, 3691, 4789, 4831}}
{988, {997, 1013, 1069, 1109, 1213, 1277, 1429, 1613, 1949, 2213}}
{989, {1889, 2753, 4397, 5477, 5981, 6173, 9001, 9157, 10501, 10837}}
{990, {991, 1039, 1279, 1831, 1951, 2671, 3391, 4129, 4801, 5479}}
{991, {1091, 1187, 1567, 1667, 2287, 2591, 2927, 3491, 3907, 3989}}
{992, {1217, 1433, 1721, 2081, 3593, 4049, 4241, 4409, 6569, 7937}}
{993, {997, 1009, 1093, 1249, 1669, 1777, 2017, 2437, 2593, 3109}}
{994, {1019, 1163, 1283, 1523, 1619, 1723, 2083, 2843, 3019, 3203}}
{995, {1031, 1319, 1571, 3299, 3911, 3989, 4421, 5351, 5501, 6581}}
{996, {997, 1021, 1117, 1621, 2221, 2677, 4021, 4153, 4273, 4513}}
{997, {1013, 1033, 1061, 1097, 1193, 1321, 1481, 2153, 2293, 2441}}
{998, {1223, 1439, 2087, 3023, 4001, 4073, 4217, 4721, 4967, 5081}}
{999, {1063, 1399, 1483, 1783, 3499, 4021, 4357, 4363, 4621, 4957}}
{1000, {1009, 1049, 1289, 1361, 2089, 2521, 3209, 4001, 4049, 4289}}

More terms?

Primes p such that sigma(p-1)=sigma(p+1)
367,919,30593,95393,...?
...........................................
This is A067891:
https://oeis.org/A067891
Thanks to Hans Havermann!!

Two (closely) related sequences

{14,33,382,51,6,20,10,15,14,21,28,35,182,24,26,30,142,40,34,42,20,57,135,70,30,99,42,66,406,
88,56,60,54,93,24,105,248,147,44,63,30,80,435,114,52,196,310,140,40,105,92,160,66,120,140,
105,88,352,154,224,118,177,60,117,78,220,182,135,8786,96,112,210,752,135,92,294,110,365,
735,126,126,204,60,270,102,105,254,165,78,264,88,195,174,440,114,280,138,168,124,210,316,
340,282,135,182,270,60,315,96,224,184,210,1582,220,138,255,132,363,418,630,130,476,228,354,
96,240,495,234,164,204,284,385,136,702,156,255,1918,280,84,297,230,264,90,420,174,348,120,
270,174,352,298,231,238,264,96,455,1438,747,140,252,230,340,518,459,248,736,132,540,190,276,
264,210,758,580,120,255,718,1326,276,672,1298,180,236,387,126,595,310,435,180,399,224,560,
238,285,220,462,186,280,120,315}
{24,48,576,72,12,42,18,24,24,32,56,48,336,60,42,72,216,90,54,96,42,80,240,144,72,156,96,144,
720,180,120,168,120,128,60,192,480,228,84,104,72,186,720,240,98,399,576,336,90,192,168,378,
144,360,336,192,180,756,288,504,180,240,168,182,168,504,336,240,13824,252,248,576,1488,240,
168,684,216,444,1368,312,312,504,168,720,216,192,384,288,168,720,180,336,360,1080,240,720,
288,480,224,576,560,756,576,240,336,720,168,624,252,504,360,576,2736,504,288,432,336,532,
720,1872,252,1008,560,720,252,744,936,546,294,504,504,576,270,1680,392,432,3312,720,224,
480,432,720,234,1344,360,840,360,720,360,756,450,384,432,720,252,672,2160,1092,336,728,
432,756,912,720,480,1512,336,1680,360,672,720,576,1140,1260,360,432,1080,3024,672,2016,
2160,546,420,572,312,864,576,720,546,640,504,1488,432,480,504,1152,384,720,360,624}

Two related sequences

{9,20,180,1306,1910,11754,17190,32486,38423,43098,47576,48202,50920,51590,83884},
{121,961,116281,2989441,7958041,361722361,962922961,1902442689,1891467081,5168743489,
4755619521,5215583961,6835486329,7496615889,13884144561}

Four related sequences

Four related sequences:
{2, 3, 5, 7, 13, 19, 29, 37, 43, 47, 61, 71, 89, 103, 107, 127, 131, 139, 173, 191, 211, 223, 233, 239, 257, 293, 313, 337, 359, 421, 443, 449, 467, 491, 523, 541, 569, 587, 607, 653, 677, 719, 727, 733, 743, 751, 757, 761, 797, 811, 863, 881}
{2,3,7,19,37,89,211,223,257,797,1021,1051,1153,1619,2087,2297,3299,3359}
{2,3,3299,6323,9127,9697,26357,27061,27809,77513,83299,83641,87701,99721,117307,152123,197969,202987,243461,248179,249397,262121,285721,285823,351217,379273,388009,397763,436477,502063,523777,531263,541661,583501}
{2,1644103,3892831,5178193,5497949,5657699}
Next sequences?

Two related sequences

5,7,14,15,21,25,28,35,49,105
5,7,11,22,33,49,55,77,99,121,154,175,231,275,385