[1^^1][1] = prime! first delayed prime record nr 1
[1^^1][3] = prime!
[1^^1][7] = prime!
[1^^1][9] = prime!
[1^^17][11] = prime! a new delayed prime record nr 2
[1^^1][13] = prime!
[1^^2][17] = prime!
[1^^3][19] = prime!
[1^^4][21] = prime!
[1^^2][23] = prime!
[1^^1][27] = prime!
[1^^2][29] = prime!
[1^^1][31] = prime!
[1^^713][33] = prime! a new delayed prime record nr 3
[1^^1][37] = prime!
[1^^1][39] = prime!
[1^^6][41] = prime!
[1^^4][43] = prime!
[1^^30][47] = prime!
[1^^1][49] = prime!
[1^^1][51] = prime!
[1^^2][53] = prime!
[1^^1][57] = prime!
[1^^3][59] = prime!
[1^^3][61] = prime!
[1^^1][63] = prime!
[1^^1][67] = prime!
[1^^5][69] = prime!
[1^^2][71] = prime!
[1^^1][73] = prime!
[1^^3][77] = prime!
[1^^1][79] = prime!
[1^^1][81] = prime!
[1^^5][83] = prime!
[1^^2][87] = prime!
[1^^5][89] = prime!
[1^^1][91] = prime!
[1^^1][93] = prime!
[1^^1][97] = prime!
[1^^1][99] = prime!
[1^^5][101] = prime!
[1^^1][103] = prime!
[1^^14][107] = prime!
[1^^1][109] = prime!
[1^^16][111] = prime!
[1^^2][113] = prime!
[1^^1][117] = prime!
[1^^2][119] = prime!
[1^^3][121] = prime!
[1^^1][123] = prime!
[1^^3][127] = prime!
[1^^1][129] = prime!
[1^^2][131] = prime!
[1^^712][133] = prime!
[1^^114][137] = prime!
[1^^6][139] = prime!
[1^^5][141] = prime!
[1^^3][143] = prime!
[1^^29][147] = prime!
[1^^2][149] = prime!
[1^^1][151] = prime!
[1^^1][153] = prime!
[1^^4][157] = prime!
[1^^2][159] = prime!
[1^^2][161] = prime!
[1^^1][163] = prime!
[1^^48][167] = prime!
[1^^4][169] = prime!
[1^^1][171] = prime!
[1^^2][173] = prime!
[1^^2][177] = prime!
[1^^18][179] = prime!
[1^^1][181] = prime!
[1^^4][183] = prime!
[1^^1][187] = prime!
[1^^4][189] = prime!
[1^^3][191] = prime!
[1^^1][193] = prime!
[1^^2][197] = prime!
[1^^6][199] = prime!
[1^^1][201] = prime!
[1^^17][203] = prime!
[1^^19][207] = prime!
[1^^5][209] = prime!
[1^^3][211] = prime!
[1^^1][213] = prime!
[1^^1][217] = prime!
[1^^4][219] = prime!
[1^^n][221] = always composite set of six divisors (11, 7, 11, 3, 11, 13) that appear periodically
[1^^1][223] = prime!
[1^^3][227] = prime!
[1^^1][229] = prime!
[1^^1][231] = prime!
[1^^6][233] = prime!
[1^^1][237] = prime!
[1^^2][239] = prime!
[1^^36][241] = prime!
[1^^2][243] = prime!
[1^^4][247] = prime!
[1^^1][249] = prime!
[1^^2][251] = prime!
[1^^3][253] = prime!
[1^^2][257] = prime!
[1^^1][259] = prime!
[1^^2][261] = prime!
[1^^3][263] = prime!
[1^^5][267] = prime!
[1^^3][269] = prime!
[1^^3][271] = prime!
[1^^2][273] = prime!
[1^^1][277] = prime!
[1^^1][279] = prime!
[1^^9][281] = prime!
[1^^1][283] = prime!
[1^^2][287] = prime!
[1^^1][289] = prime!
[1^^1][291] = prime!
[1^^6][293] = prime!
[1^^1][297] = prime!
[1^^2][299] = prime!
[1^^1][301] = prime!
[1^^1][303] = prime!
[1^^1][307] = prime!
[1^^28][309] = prime!
[1^^2][311] = prime!
[1^^6][313] = prime!
[1^^2][317] = prime!
[1^^1][319] = prime!
[1^^1][321] = prime!
[1^^3][323] = prime!
[1^^1][327] = prime!
[1^^2][329] = prime!
[1^^6][331] = prime!
[1^^4][333] = prime!
[1^^3][337] = prime!
[1^^4][339] = prime!
[1^^3][341] = prime!
[1^^7][343] = prime!
[1^^3][347] = prime!
[1^^34][349] = prime!
[1^^2][351] = prime!
[1^^2][353] = prime!
[1^^25][357] = prime!
[1^^6][359] = prime!
[1^^1][361] = prime!
[1^^7][363] = prime!
[1^^1][367] = prime!
[1^^2][369] = prime!
[1^^8][371] = prime!
[1^^1][373] = prime!
[1^^440][377] = prime!
[1^^4][379] = prime!
[1^^1][381] = prime!
[1^^2][383] = prime!
[1^^7][387] = prime!
[1^^12][389] = prime!
[1^^6][391] = prime!
[1^^2][393] = prime!
[1^^6][397] = prime!
[1^^1][399] = prime!
[1^^18][401] = prime!
[1^^9][403] = prime!
[1^^5][407] = prime!
[1^^1][409] = prime!
[1^^2][411] = prime!
[1^^5][413] = prime!
[1^^5][417] = prime!
[1^^14][419] = prime!
[1^^6][421] = prime!
[1^^1][423] = prime!
[1^^1][427] = prime!
[1^^1][429] = prime!
[1^^3][431] = prime!
[1^^1][433] = prime!
[1^^2][437] = prime!
[1^^1][439] = prime!
[1^^10][441] = prime!
[1^^2][443] = prime!
[1^^1][447] = prime!
[1^^8][449] = prime!
[1^^1][451] = prime!
[1^^1][453] = prime!
[1^^4][457] = prime!
[1^^1][459] = prime!
[1^^20][461] = prime!
[1^^58][463] = prime!
[1^^2][467] = prime!
[1^^105][469] = prime!
[1^^1][471] = prime!
[1^^95][473] = prime!
[1^^32][477] = prime!
[1^^9][479] = prime!
[1^^1][481] = prime!
[1^^1][483] = prime!
[1^^1][487] = prime!
[1^^1][489] = prime!
[1^^2][491] = prime!
[1^^1][493] = prime!
[1^^2][497] = prime!
[1^^1][499] = prime!
[1^^35][501] = prime!
[1^^2][503] = prime!
[1^^436][507] = prime!
[1^^3][509] = prime!
[1^^1][511] = prime!
[1^^7][513] = prime!
[1^^n][517] = always composite set of six divisors (37, 11, 7, 11, 3, 11) that appear periodically
[1^^2][519] = prime!
[1^^3][521] = prime!
[1^^1][523] = prime!
[1^^2][527] = prime!
[1^^6][529] = prime!
[1^^1][531] = prime!
[1^^3][533] = prime!
[1^^25][537] = prime!
[1^^3][539] = prime!
[1^^13][541] = prime!
[1^^1][543] = prime!
[1^^4][547] = prime!
[1^^1][549] = prime!
[1^^2][551] = prime!
[1^^1][553] = prime!
[1^^9][557] = prime!
[1^^1][559] = prime!
[1^^17][561] = prime!
[1^^12][563] = prime!
[1^^1][567] = prime!
[1^^60][569] = prime!
[1^^1][571] = prime!
[1^^4][573] = prime!
[1^^3][577] = prime!
[1^^1][579] = prime!
[1^^3][581] = prime!
[1^^1][583] = prime!
[1^^2][587] = prime!
[1^^69][589] = prime!
[1^^11][591] = prime!
[1^^2][593] = prime!
[1^^1][597] = prime!
[1^^3][599] = prime!
[1^^1][601] = prime!
[1^^371][603] = prime!
[1^^1][607] = prime!
[1^^1][609] = prime!
[1^^3][611] = prime!
[1^^1][613] = prime!
[1^^2][617] = prime!
[1^^1][619] = prime!
[1^^1][621] = prime!
[1^^3][623] = prime!
[1^^1][627] = prime!
[1^^35][629] = prime!
[1^^6][631] = prime!
[1^^2][633] = prime!
[1^^1][637] = prime!
[1^^4][639] = prime!
[1^^3][641] = prime!
[1^^25][643] = prime!
[1^^6][647] = prime!
[1^^19][649] = prime!
[1^^4][651] = prime!
[1^^3][653] = prime!
[1^^1][657] = prime!
[1^^3][659] = prime!
[1^^4][661] = prime!
[1^^1][663] = prime!
[1^^1][667] = prime!
[1^^1][669] = prime!
[1^^11][671] = prime!
[1^^4][673] = prime!
[1^^2][677] = prime!
[1^^22][679] = prime!
[1^^2][681] = prime!
[1^^18][683] = prime!
[1^^4][687] = prime!
[1^^2][689] = prime!
[1^^7][691] = prime!
[1^^1][693] = prime!
[1^^1][697] = prime!
[1^^1][699] = prime!
[1^^2][701] = prime!
[1^^4][703] = prime!
[1^^5][707] = prime!
[1^^1][709] = prime!
[1^^4][711] = prime!
[1^^12][713] = prime!
[1^^2][717] = prime!
[1^^2][719] = prime!
[1^^1][721] = prime!
[1^^1][723] = prime!
[1^^4][727] = prime!
[1^^514][729] = prime!
[1^^2][731] = prime!
[1^^1][733] = prime!
[1^^9][737] = prime!
[1^^9][739] = prime!
[1^^1][741] = prime!
[1^^2][743] = prime!
[1^^1][747] = prime!
[1^^8][749] = prime!
[1^^3][751] = prime!
[1^^1][753] = prime!
[1^^4][757] = prime!
[1^^1][759] = prime!
[1^^8][761] = prime!
[1^^135][763] = prime!
[1^^3][767] = prime!
[1^^6][769] = prime!
[1^^4][771] = prime!
[1^^3][773] = prime!
[1^^1][777] = prime!
[1^^2][779] = prime!
[1^^3][781] = prime!
[1^^1][783] = prime!
[1^^1][787] = prime!
[1^^1][789] = prime!
[1^^3][791] = prime!
[1^^4][793] = prime!
[1^^36][797] = prime!
[1^^3][799] = prime!
[1^^1][801] = prime!
[1^^21][803] = prime!
[1^^2][807] = prime!
[1^^5][809] = prime!
[1^^1][811] = prime!
[1^^2][813] = prime!
[1^^75][817] = prime!
[1^^5][819] = prime!
[1^^2][821] = prime!
[1^^1][823] = prime!
[1^^2][827] = prime!
[1^^3][829] = prime!
[1^^1][831] = prime!
[1^^2][833] = prime!
[1^^10][837] = prime!
[1^^2][839] = prime!
[1^^4][841] = prime!
[1^^7][843] = prime!
[1^^1][847] = prime!
[1^^16][849] = prime!
[1^^263][851] = prime!
[1^^4][853] = prime!
[1^^3][857] = prime!
[1^^12][859] = prime!
[1^^1][861] = prime!
[1^^2][863] = prime!
[1^^1][867] = prime!
[1^^3][869] = prime!
[1^^1][871] = prime!
[1^^1][873] = prime!
[1^^1][877] = prime!
[1^^1][879] = prime!
[1^^12][881] = prime!
[1^^93][883] = prime!
[1^^2][887] = prime!
[1^^1][889] = prime!
[1^^19][891] = prime!
[1^^3][893] = prime!
[1^^2][897] = prime!
[1^^5][899] = prime!
[1^^1][901] = prime!
[1^^2][903] = prime!
[1^^1][907] = prime!
[1^^2][909] = prime!
[1^^5][911] = prime!
[1^^1][913] = prime!
[1^^8][917] = prime!
[1^^3][919] = prime!
[1^^4][921] = prime!
[1^^2][923] = prime!
[1^^2][927] = prime!
[1^^9][929] = prime!
[1^^1][931] = prime!
[1^^1][933] = prime!
[1^^36][937] = prime!
[1^^2][939] = prime!
[1^^2][941] = prime!
[1^^19][943] = prime!
[1^^12][947] = prime!
[1^^1][949] = prime!
[1^^1][951] = prime!
[1^^2][953] = prime!
[1^^7][957] = prime!
[1^^2][959] = prime!
[1^^186][961] = prime!
[1^^4][963] = prime!
[1^^4][967] = prime!
[1^^2][969] = prime!
[1^^2][971] = prime!
[1^^1][973] = prime!
[1^^3][977] = prime!
[1^^1][979] = prime!
[1^^2][981] = prime!
[1^^5][983] = prime!
[1^^1][987] = prime!
[1^^6][989] = prime!
[1^^4][991] = prime!
[1^^1][993] = prime!
[1^^1][997] = prime!
[1^^1][999] = prime!
[1^^11][1001] = prime!
[1^^1][1003] = prime!
[1^^3][1007] = prime!
[1^^99][1009] = prime!
[1^^14][1011] = prime!
[1^^3][1013] = prime!
[1^^5][1017] = prime!
[1^^5][1019] = prime!
[1^^3][1021] = prime!
[1^^5][1023] = prime!
[1^^1][1027] = prime!
[1^^2][1029] = prime!
[1^^2][1031] = prime!
[1^^3372][1033] = prime! a new delayed prime record nr 4
[1^^6][1037] = prime!
[1^^4][1039] = prime!
[1^^5][1041] = prime!
[1^^2][1043] = prime!
[1^^1][1047] = prime!
[1^^2][1049] = prime!
[1^^30][1051] = prime!
[1^^2][1053] = prime!
[1^^1][1057] = prime!
[1^^1][1059] = prime!
[1^^5][1061] = prime!
[1^^9][1063] = prime!
[1^^3][1067] = prime!
[1^^1][1069] = prime!
[1^^1][1071] = prime!
[1^^n][1073] = always composite set of divisors (3, 31, 37, 3, 331, 37, 3, 3331, 37, 3, 33331, 37, ...) that appear periodically
[1^^34][1077] = prime!
[1^^2549][1079] = prime! but 3372 > 2549
[1^^3][1081] = prime!
[1^^1][1083] = prime!
[1^^1][1087] = prime!
[1^^5][1089] = prime!
[1^^2][1091] = prime!
[1^^1][1093] = prime!
[1^^6][1097] = prime!
[1^^4][1099] = prime!
[1^^4][1101] = prime!
[1^^2][1103] = prime!
[1^^13][1107] = prime!
[1^^2][1109] = prime!
[1^^15][1111] = prime!
[1^^1][1113] = prime!
[1^^1][1117] = prime!
[1^^1][1119] = prime!
[1^^2][1121] = prime!
[1^^10][1123] = prime!
[1^^2][1127] = prime!
[1^^7][1129] = prime!
[1^^1][1131] = prime!
[1^^711][1133] = prime!
[1^^113][1137] = prime!
[1^^5][1139] = prime!
[1^^4][1141] = prime!
[1^^2][1143] = prime!
[1^^28][1147] = prime!
[1^^1][1149] = prime!
[1^^3][1151] = prime!
[1^^7][1153] = prime!
[1^^3][1157] = prime!
[1^^1][1159] = prime!
[1^^1][1161] = prime!
[1^^5][1163] = prime!
[1^^47][1167] = prime!
[1^^3][1169] = prime!
[1^^1][1171] = prime!
[1^^1][1173] = prime!
[1^^1][1177] = prime!
[1^^17][1179] = prime!
[1^^3][1181] = prime!
[1^^3][1183] = prime!
[1^^2][1187] = prime!
[1^^3][1189] = prime!
[1^^2][1191] = prime!
[1^^5][1193] = prime!
[1^^1][1197] = prime!
[1^^5][1199] = prime!
[1^^19][1201] = prime!
[1^^16][1203] = prime!
[1^^18][1207] = prime!
[1^^4][1209] = prime!
[1^^2][1211] = prime!
[1^^1][1213] = prime!
[1^^2][1217] = prime!
[1^^3][1219] = prime!
[1^^n][1221] = always composite set of six divisors (7, 11, 3, 11, 13, 11) that appear periodically
[1^^36][1223] = prime!
[1^^2][1227] = prime!
[1^^2][1229] = prime!
[1^^6][1231] = prime!
[1^^5][1233] = prime!
[1^^7][1237] = prime!
[1^^1][1239] = prime!
[1^^35][1241] = prime!
[1^^1][1243] = prime!
[1^^3][1247] = prime!
[1^^10][1249] = prime!
[1^^1][1251] = prime!
[1^^2][1253] = prime!
[1^^1][1257] = prime!
[1^^3][1259] = prime!
[1^^1][1261] = prime!
[1^^2][1263] = prime!
[1^^4][1267] = prime!
[1^^2][1269] = prime!
[1^^2][1271] = prime!
[1^^1][1273] = prime!
[1^^5][1277] = prime!
[1^^1][1279] = prime!
[1^^8][1281] = prime!
[1^^3][1283] = prime!
[1^^1][1287] = prime!
[1^^3][1289] = prime!
[1^^18][1291] = prime!
[1^^5][1293] = prime!
[1^^28][1297] = prime!
[1^^1][1299] = prime!
[1^^2][1301] = prime!
[1^^109][1303] = prime!
[1^^9][1307] = prime!
[1^^27][1309] = prime!
[1^^1][1311] = prime!
[1^^5][1313] = prime!
[1^^1][1317] = prime!
[1^^12][1319] = prime!
[1^^1][1321] = prime!
[1^^2][1323] = prime!
[1^^4][1327] = prime!
[1^^1][1329] = prime!
[1^^5][1331] = prime!
[1^^3][1333] = prime!
[1^^2][1337] = prime!
[1^^3][1339] = prime!
[1^^2][1341] = prime!
[1^^6][1343] = prime!
[1^^2][1347] = prime!
[1^^33][1349] = prime!
[1^^1][1351] = prime!
[1^^1][1353] = prime!
[1^^24][1357] = prime!
[1^^5][1359] = prime!
[1^^3][1361] = prime!
[1^^6][1363] = prime!
[1^^8][1367] = prime!
[1^^1][1369] = prime!
[1^^7][1371] = prime!
[1^^2][1373] = prime!
[1^^439][1377] = prime!
[1^^3][1379] = prime!
[1^^60][1381] = prime!
[1^^1][1383] = prime!
[1^^6][1387] = prime!
[1^^11][1389] = prime!
[1^^5][1391] = prime!
[1^^1][1393] = prime!
[1^^5][1397] = prime!
[1^^1][1399] = prime!
[1^^17][1401] = prime!
[1^^8][1403] = prime!
[1^^4][1407] = prime!
[1^^2][1409] = prime!
[1^^1][1411] = prime!
[1^^4][1413] = prime!
[1^^4][1417] = prime!
[1^^13][1419] = prime!
[1^^5][1421] = prime!
[1^^1][1423] = prime!
[1^^2][1427] = prime!
[1^^12][1429] = prime!
[1^^2][1431] = prime!
[1^^3][1433] = prime!
[1^^1][1437] = prime!
[1^^2][1439] = prime!
[1^^9][1441] = prime!
[1^^1][1443] = prime!
[1^^1][1447] = prime!
[1^^7][1449] = prime!
[1^^56][1451] = prime!
[1^^108][1453] = prime!
[1^^3][1457] = prime!
[1^^6][1459] = prime!
[1^^19][1461] = prime!
[1^^57][1463] = prime!
[1^^1][1467] = prime!
[1^^104][1469] = prime!
[1^^1][1471] = prime!
[1^^94][1473] = prime!
[1^^31][1477] = prime!
[1^^8][1479] = prime!
[1^^12][1481] = prime!
[1^^1][1483] = prime!
[1^^2][1487] = prime!
[1^^1][1489] = prime!
[1^^1][1491] = prime!
[1^^2][1493] = prime!
[1^^1][1497] = prime!
[1^^3][1499] = prime!
[1^^34][1501] = prime!
[1^^1][1503] = prime!
[1^^435][1507] = prime!
[1^^2][1509] = prime!
[1^^8][1511] = prime!
[1^^6][1513] = prime!
[1^^n][1517] = always composite set of six divisors (11, 7, 11, 3, 11, 37) that appear periodically
[1^^1][1519] = prime!
[1^^2][1521] = prime!
[1^^5][1523] = prime!
[1^^1][1527] = prime!
[1^^5][1529] = prime!
[1^^3][1531] = prime!
[1^^2][1533] = prime!
[1^^24][1537] = prime!
[1^^2][1539] = prime!
[1^^12][1541] = prime!
[1^^3][1543] = prime!
[1^^3][1547] = prime!
[1^^1][1549] = prime!
[1^^1][1551] = prime!
[1^^3][1553] = prime!
[1^^8][1557] = prime!
[1^^3][1559] = prime!
[1^^16][1561] = prime!
[1^^11][1563] = prime!
[1^^15][1567] = prime!
[1^^59][1569] = prime!
[1^^5][1571] = prime!
[1^^3][1573] = prime!
[1^^2][1577] = prime!
[1^^1][1579] = prime!
[1^^2][1581] = prime!
[1^^8][1583] = prime!
[1^^1][1587] = prime!
[1^^68][1589] = prime!
[1^^10][1591] = prime!
[1^^1][1593] = prime!
[1^^1][1597] = prime!
[1^^2][1599] = prime!
[1^^6][1601] = prime!
[1^^370][1603] = prime!
[1^^5][1607] = prime!
[1^^10][1609] = prime!
[1^^2][1611] = prime!
[1^^6][1613] = prime!
[1^^1][1617] = prime!
[1^^17][1619] = prime!
[1^^1][1621] = prime!
[1^^2][1623] = prime!
[1^^6][1627] = prime!
[1^^34][1629] = prime!
[1^^5][1631] = prime!
[1^^1][1633] = prime!
[1^^2][1637] = prime!
[1^^3][1639] = prime!
[1^^2][1641] = prime!
[1^^24][1643] = prime!
[1^^5][1647] = prime!
[1^^18][1649] = prime!
[1^^3][1651] = prime!
[1^^2][1653] = prime!
[1^^1][1657] = prime!
[1^^2][1659] = prime!
[1^^3][1661] = prime!
[1^^7][1663] = prime!
[1^^2][1667] = prime!
[1^^10][1669] = prime!
[1^^10][1671] = prime!
[1^^3][1673] = prime!
[1^^1][1677] = prime!
[1^^21][1679] = prime!
[1^^1][1681] = prime!
[1^^17][1683] = prime!
[1^^3][1687] = prime!
[1^^1][1689] = prime!
[1^^6][1691] = prime!
[1^^6][1693] = prime!
[1^^2][1697] = prime!
[1^^1][1699] = prime!
[1^^1][1701] = prime!
[1^^3][1703] = prime!
[1^^4][1707] = prime!
[1^^5][1709] = prime!
[1^^3][1711] = prime!
[1^^11][1713] = prime!
[1^^1][1717] = prime!
[1^^1][1719] = prime!
[1^^2][1721] = prime!
[1^^3][1723] = prime!
[1^^3][1727] = prime!
[1^^513][1729] = prime!
[1^^1][1731] = prime!
[1^^2][1733] = prime!
[1^^8][1737] = prime!
[1^^8][1739] = prime!
[1^^3][1741] = prime!
[1^^1][1743] = prime!
[1^^4][1747] = prime!
[1^^7][1749] = prime!
[1^^2][1751] = prime!
[1^^4][1753] = prime!
[1^^3][1757] = prime!
[1^^142][1759] = prime!
[1^^7][1761] = prime!
[1^^134][1763] = prime!
[1^^2][1767] = prime!
[1^^5][1769] = prime!
[1^^3][1771] = prime!
[1^^2][1773] = prime!
[1^^1][1777] = prime!
[1^^1][1779] = prime!
[1^^2][1781] = prime!
[1^^1][1783] = prime!
[1^^3][1787] = prime!
[1^^1][1789] = prime!
[1^^2][1791] = prime!
[1^^3][1793] = prime!
[1^^35][1797] = prime!
[1^^2][1799] = prime!
[1^^1][1801] = prime!
[1^^20][1803] = prime!
[1^^1][1807] = prime!
[1^^4][1809] = prime!
[1^^45][1811] = prime!
[1^^1][1813] = prime!
[1^^74][1817] = prime!
[1^^4][1819] = prime!
[1^^1][1821] = prime!
[1^^5][1823] = prime!
[1^^1][1827] = prime!
[1^^2][1829] = prime!
[1^^1][1831] = prime!
[1^^1][1833] = prime!
[1^^9][1837] = prime!
[1^^1][1839] = prime!
[1^^3][1841] = prime!
[1^^6][1843] = prime!
[1^^2][1847] = prime!
[1^^15][1849] = prime!
[1^^262][1851] = prime!
[1^^3][1853] = prime!
[1^^2][1857] = prime!
[1^^11][1859] = prime!
[1^^16][1861] = prime!
[1^^1][1863] = prime!
[1^^1][1867] = prime!
[1^^2][1869] = prime!
[1^^2][1871] = prime!
[1^^19][1873] = prime!
[1^^11][1877] = prime!
[1^^207][1879] = prime!
[1^^11][1881] = prime!
[1^^92][1883] = prime!
[1^^1][1887] = prime!
[1^^8][1889] = prime!
[1^^18][1891] = prime!
[1^^2][1893] = prime!
[1^^1][1897] = prime!
[1^^4][1899] = prime!
[1^^36][1901] = prime!
[1^^1][1903] = prime!
[1^^24][1907] = prime!
[1^^1][1909] = prime!
[1^^4][1911] = prime!
[1^^2][1913] = prime!
[1^^7][1917] = prime!
[1^^2][1919] = prime!
[1^^3][1921] = prime!
[1^^1][1923] = prime!
[1^^1][1927] = prime!
[1^^8][1929] = prime!
[1^^9][1931] = prime!
[1^^1][1933] = prime!
[1^^35][1937] = prime!
[1^^1][1939] = prime!
[1^^1][1941] = prime!
[1^^18][1943] = prime!
[1^^11][1947] = prime!
[1^^2][1949] = prime!
[1^^909][1951] = prime!
[1^^1][1953] = prime!
[1^^6][1957] = prime!
[1^^1][1959] = prime!
[1^^185][1961] = prime!
[1^^3][1963] = prime!
[1^^3][1967] = prime!
[1^^1][1969] = prime!
[1^^1][1971] = prime!
[1^^2][1973] = prime!
[1^^2][1977] = prime!
[1^^174][1979] = prime!
[1^^1][1981] = prime!
[1^^4][1983] = prime!
[1^^1][1987] = prime!
[1^^5][1989] = prime!
[1^^3][1991] = prime!
[1^^4][1993] = prime!
[1^^2][1997] = prime!
[1^^6][1999] = prime!
[1^^10][2001] = prime!
[1^^3][2003] = prime!
[1^^1][2007] = prime!
[1^^129][2009] = prime!
[1^^1][2011] = prime!
[1^^59][2013] = prime!
[1^^3][2017] = prime!
[1^^2][2019] = prime!
[1^^6][2021] = prime!
[1^^n][2023] = always composite set of six divisors (11, 3, 11, 13, 11, 7) that appear periodically
[1^^48][2027] = prime!
[1^^6][2029] = prime!
[1^^2][2031] = prime!
[1^^14][2033] = prime!
[1^^1][2037] = prime!
[1^^5][2039] = prime!
[1^^1][2041] = prime!
[1^^1][2043] = prime!
[1^^3][2047] = prime!
[1^^1][2049] = prime!
[1^^155][2051] = prime!
[1^^25][2053] = prime!
[1^^3][2057] = prime!
[1^^73][2059] = prime!
[1^^2][2061] = prime!
[1^^6][2063] = prime!
[1^^2][2067] = prime!
[1^^2][2069] = prime!
[1^^1][2071] = prime!
[1^^1][2073] = prime!
[1^^3][2077] = prime!
[1^^7][2079] = prime!
[1^^3][2081] = prime!
[1^^12][2083] = prime!
[1^^2][2087] = prime!
[1^^10][2089] = prime!
[1^^4][2091] = prime!
[1^^3][2093] = prime!
[1^^1][2097] = prime!
[1^^6][2099] = prime!
[1^^1][2101] = prime!
[1^^2][2103] = prime!
[1^^1][2107] = prime!
[1^^1][2109] = prime!
[1^^2][2111] = prime!
[1^^1][2113] = prime!
[1^^6][2117] = prime!
[1^^1][2119] = prime!
[1^^2][2121] = prime!
[1^^47][2123] = prime!
[1^^104][2127] = prime!
[1^^2][2129] = prime!
[1^^3][2131] = prime!
[1^^1024][2133] = prime!
[1^^4][2137] = prime!
[1^^2][2139] = prime!
[1^^3][2141] = prime!
[1^^1][2143] = prime!
[1^^3][2147] = prime!
[1^^1][2149] = prime!
[1^^19][2151] = prime!
[1^^2][2153] = prime!
[1^^1][2157] = prime!
[1^^3][2159] = prime!
[1^^1][2161] = prime!
[1^^1][2163] = prime!
[1^^7][2167] = prime!
[1^^13][2169] = prime!
[1^^3][2171] = prime!
[1^^12][2173] = prime!
[1^^n][2177] = always composite set of six divisors (11, 13, 11, 3, 11, 7) that appear periodically
[1^^6][2179] = prime!
[1^^2][2181] = prime!
[1^^362][2183] = prime!
[1^^38][2187] = prime!
[1^^185][2189] = prime!
[1^^7][2191] = prime!
[1^^4][2193] = prime!
[1^^1][2197] = prime!
[1^^2][2199] = prime!
[1^^3][2201] = prime!
[1^^1][2203] = prime!
[1^^2][2207] = prime!
[1^^4][2209] = prime!
[1^^1][2211] = prime!
[1^^2][2213] = prime!
[1^^4][2217] = prime!
[1^^5][2219] = prime!
[1^^10][2221] = prime!
[1^^2][2223] = prime!
[1^^1][2227] = prime!
[1^^16][2229] = prime!
[1^^18][2231] = prime!
[1^^35793][2233] = prime! a new delayed prime record nr 5
[1^^2][2237] = prime!
[1^^1][2239] = prime!
[1^^1][2241] = prime!
[1^^6][2243] = prime!
[1^^2][2247] = prime!
[1^^2][2249] = prime!
[1^^1][2251] = prime!
[1^^1][2253] = prime!
[1^^n][2257] = always composite set of six divisors (7, 3, 37, 13, 3, 37) that appear periodically
[1^^4][2259] = prime!
[1^^2][2261] = prime!
[1^^1][2263] = prime!
[1^^8][2267] = prime!
[1^^1][2269] = prime!
[1^^8][2271] = prime!
[1^^3][2273] = prime!
[1^^1][2277] = prime!
[1^^2][2279] = prime!
[1^^1][2281] = prime!
[1^^5][2283] = prime!
[1^^4][2287] = prime!
[1^^1][2289] = prime!
[1^^2][2291] = prime!
[1^^36][2293] = prime!
[1^^2][2297] = prime!
[1^^9][2299] = prime!
[1^^1][2301] = prime!
[1^^2][2303] = prime!
[1^^5][2307] = prime!
[1^^6][2309] = prime!
[1^^6][2311] = prime!
[1^^10][2313] = prime!
[1^^4][2317] = prime!
[1^^4][2319] = prime!
[1^^5][2321] = prime!
[1^^1][2323] = prime!
[1^^2][2327] = prime!
[1^^1][2329] = prime!
[1^^2][2331] = prime!
[1^^3][2333] = prime!
[1^^2][2337] = prime!
[1^^2][2339] = prime!
[1^^3][2341] = prime!
[1^^1][2343] = prime!
[1^^1][2347] = prime!
[1^^2][2349] = prime!
[1^^3][2351] = prime!
[1^^n][2353] = always composite set of six divisors (11, 3, 11, 7, 11, 13) that appear periodically
[1^^6][2357] = prime!
[1^^3][2359] = prime!
[1^^2][2361] = prime!
[1^^2][2363] = prime!
[1^^35][2367] = prime!
[1^^3][2369] = prime!
[1^^4][2371] = prime!
[1^^1][2373] = prime!
[1^^1][2377] = prime!
[1^^1][2379] = prime!
[1^^3][2381] = prime!
[1^^3][2383] = prime!
[1^^9][2387] = prime!
[1^^3][2389] = prime!
[1^^1][2391] = prime!
[1^^8][2393] = prime!
[1^^2][2397] = prime!
[1^^9][2399] = prime!
[1^^1][2401] = prime!
[1^^2][2403] = prime!
[1^^6][2407] = prime!
[1^^1][2409] = prime!
[1^^5][2411] = prime!
[1^^1][2413] = prime!
[1^^38][2417] = prime!
[1^^18][2419] = prime!
[1^^1][2421] = prime!
[1^^18][2423] = prime!
[1^^10][2427] = prime!
[1^^2][2429] = prime!
[1^^37][2431] = prime!
[1^^1][2433] = prime!
[1^^1][2437] = prime!
[1^^11][2439] = prime!
[1^^12][2441] = prime!
[1^^9][2443] = prime!
[1^^5][2447] = prime!
[1^^4][2449] = prime!
[1^^1][2451] = prime!
[1^^21][2453] = prime!
[1^^1][2457] = prime!
[1^^2][2459] = prime!
[1^^4][2461] = prime!
[1^^16][2463] = prime!
[1^^3][2467] = prime!
[1^^n][2469] = always composite set of six divisors (37, 7, 3, 37, 13, 3) that appear periodically
[1^^3][2471] = prime!
[1^^1][2473] = prime!
[1^^3][2477] = prime!
[1^^1][2479] = prime!
[1^^2][2481] = prime!
[1^^3][2483] = prime!
[1^^1][2487] = prime!
[1^^11][2489] = prime!
[1^^1][2491] = prime!
[1^^140][2493] = prime!
[1^^1][2497] = prime!
[1^^11][2499] = prime!
[1^^2][2501] = prime!
[1^^1][2503] = prime!
[1^^2][2507] = prime!
[1^^3][2509] = prime!
[1^^1][2511] = prime!
[1^^3][2513] = prime!
[1^^1][2517] = prime!
[1^^3][2519] = prime!
[1^^6][2521] = prime!
[1^^14][2523] = prime!
[1^^1][2527] = prime!
[1^^64][2529] = prime!
[1^^6][2531] = prime!
[1^^13][2533] = prime!
[1^^35][2537] = prime!
[1^^1][2539] = prime!
[1^^1][2541] = prime!
[1^^2][2543] = prime!
[1^^1][2547] = prime!
[1^^3][2549] = prime!
[1^^4][2551] = prime!
[1^^1][2553] = prime!
[1^^4][2557] = prime!
[1^^2][2559] = prime!
[1^^3][2561] = prime!
[1^^9][2563] = prime!
[1^^3][2567] = prime!
[1^^1][2569] = prime!
[1^^2][2571] = prime!
[1^^2][2573] = prime!
[1^^1][2577] = prime!
[1^^8][2579] = prime!
[1^^3][2581] = prime!
[1^^1][2583] = prime!
[1^^28][2587] = prime!
[1^^1][2589] = prime!
[1^^3][2591] = prime!
[1^^4][2593] = prime!
[1^^3][2597] = prime!
[1^^6][2599] = prime!
[1^^1][2601] = prime!
[1^^2][2603] = prime!
[1^^41][2607] = prime!
[1^^12][2609] = prime!
[1^^1][2611] = prime!
[1^^1][2613] = prime!
[1^^12][2617] = prime!
[1^^1][2619] = prime!
[1^^2][2621] = prime!
[1^^3][2623] = prime!
[1^^11][2627] = prime!
[1^^547][2629] = prime!
[1^^4][2631] = prime!
[1^^9][2633] = prime!
[1^^1][2637] = prime!
[1^^20][2639] = prime!
[1^^1][2641] = prime!
[1^^2][2643] = prime!
[1^^1][2647] = prime!
[1^^4][2649] = prime!
[1^^3][2651] = prime!
[1^^1][2653] = prime!
[1^^2][2657] = prime!
[1^^1][2659] = prime!
[1^^n][2661] = possible candidate! n > 100000 a new delayed prime record nr 6
[1^^2][2663] = prime!
[1^^5][2667] = prime!
[1^^5][2669] = prime!
[1^^1][2671] = prime!
[1^^115][2673] = prime!
[1^^3][2677] = prime!
[1^^5][2679] = prime!
[1^^146][2681] = prime!
[1^^6][2683] = prime!
[1^^2][2687] = prime!
[1^^1][2689] = prime!
[1^^2][2691] = prime!
[1^^6][2693] = prime!
[1^^1][2697] = prime!
[1^^11][2699] = prime!
[1^^70][2701] = prime!
[1^^1][2703] = prime!
[1^^3][2707] = prime!
[1^^5][2709] = prime!
[1^^9][2711] = prime!
[1^^1][2713] = prime!
[1^^17][2717] = prime!
[1^^16][2719] = prime!
[1^^1][2721] = prime!
[1^^3][2723] = prime!
[1^^10][2727] = prime!
[1^^3][2729] = prime!
[1^^3][2731] = prime!
[1^^4][2733] = prime!
[1^^3][2737] = prime!
[1^^1][2739] = prime!
[1^^2][2741] = prime!
[1^^1][2743] = prime!
[1^^3][2747] = prime!
[1^^6][2749] = prime!
[1^^77][2751] = prime!
[1^^20][2753] = prime!
[1^^1][2757] = prime!
[1^^2][2759] = prime!
[1^^n][2761] = always composite set of six divisors (7, 11, 13, 11, 3, 11) that appear periodically
[1^^1][2763] = prime!
[1^^6][2767] = prime!
[1^^4][2769] = prime!
[1^^2][2771] = prime!
[1^^36][2773] = prime!
[1^^3][2777] = prime!
[1^^3][2779] = prime!
[1^^1][2781] = prime!
[1^^5][2783] = prime!
[1^^2][2787] = prime!
[1^^3][2789] = prime!
[1^^1][2791] = prime!
[1^^8][2793] = prime!
[1^^22][2797] = prime!
[1^^1][2799] = prime!
[1^^11][2801] = prime!
[1^^15][2803] = prime!
[1^^2][2807] = prime!
[1^^1][2809] = prime!
[1^^4][2811] = prime!
[1^^54][2813] = prime!
[1^^101][2817] = prime!
[1^^5][2819] = prime!
[1^^1][2821] = prime!
[1^^1][2823] = prime!
[1^^3][2827] = prime!
[1^^1][2829] = prime!
[1^^2][2831] = prime!
[1^^3][2833] = prime!
[1^^68][2837] = prime!
[1^^78][2839] = prime!
[1^^1][2841] = prime!
[1^^2][2843] = prime!
[1^^4][2847] = prime!
[1^^437][2849] = prime!
[1^^18][2851] = prime!
[1^^1][2853] = prime!
[1^^3][2857] = prime!
[1^^2][2859] = prime!
[1^^6][2861] = prime!
[1^^7][2863] = prime!
[1^^14][2867] = prime!
[1^^12][2869] = prime!
[1^^7][2871] = prime!
[1^^5][2873] = prime!
[1^^2][2877] = prime!
[1^^5][2879] = prime!
[1^^408][2881] = prime!
[1^^16][2883] = prime!
[1^^12][2887] = prime!
[1^^1][2889] = prime!
[1^^8][2891] = prime!
[1^^1][2893] = prime!
[1^^3][2897] = prime!
[1^^1][2899] = prime!
[1^^2][2901] = prime!
[1^^6][2903] = prime!
[1^^1][2907] = prime!
[1^^2][2909] = prime!
[1^^1][2911] = prime!
[1^^2][2913] = prime!
[1^^1][2917] = prime!
[1^^1][2919] = prime!
[1^^2][2921] = prime!
[1^^1][2923] = prime!
[1^^2][2927] = prime!
[1^^729][2929] = prime!
[1^^13][2931] = prime!
[1^^5][2933] = prime!
[1^^7][2937] = prime!
[1^^2][2939] = prime!
[1^^1][2941] = prime!
[1^^4][2943] = prime!
[1^^4][2947] = prime!
[1^^4][2949] = prime!
[1^^2][2951] = prime!
[1^^1][2953] = prime!
[1^^5][2957] = prime!
[1^^1][2959] = prime!
[1^^4][2961] = prime!
[1^^27][2963] = prime!
[1^^1][2967] = prime!
[1^^6][2969] = prime!
[1^^3][2971] = prime!
[1^^1][2973] = prime!
[1^^3][2977] = prime!
[1^^1][2979] = prime!
[1^^33][2981] = prime!
[1^^1][2983] = prime!
[1^^5][2987] = prime!
[1^^4][2989] = prime!
[1^^32][2991] = prime!
[1^^29][2993] = prime!
[1^^2][2997] = prime!
[1^^8][2999] = prime!
[1^^1][3001] = prime!
[1^^1][3003] = prime!
[1^^1][3007] = prime!
[1^^1][3009] = prime!
[1^^2][3011] = prime!
[1^^12][3013] = prime!
[1^^2][3017] = prime!
[1^^3][3019] = prime!
[1^^2][3021] = prime!
[1^^2][3023] = prime!
[1^^2][3027] = prime!
[1^^3][3029] = prime!
[1^^4][3031] = prime!
[1^^1][3033] = prime!
[1^^1][3037] = prime!
[1^^2][3039] = prime!
[1^^2][3041] = prime!
[1^^1][3043] = prime!
[1^^11][3047] = prime!
[1^^1][3049] = prime!
[1^^2][3051] = prime!
[1^^5][3053] = prime!
[1^^40][3057] = prime!
[1^^3][3059] = prime!
[1^^12][3061] = prime!
[1^^1][3063] = prime!
[1^^13][3067] = prime!
[1^^329][3069] = prime!
[1^^n][3071] = possible candidate! n > 5000
[1^^4][3073] = prime!
[1^^92][3077] = prime!
[1^^4][3079] = prime!
[1^^2][3081] = prime!
[1^^2][3083] = prime!
[1^^5][3087] = prime!
[1^^2][3089] = prime!
[1^^n][3091] = always composite set of six divisors (13, 11, 7, 11, 3, 11) that appear periodically
[1^^1][3093] = prime!
[1^^12][3097] = prime!
[1^^1][3099] = prime!
[1^^8][3101] = prime!
[1^^1][3103] = prime!
[1^^32][3107] = prime!
[1^^1][3109] = prime!
[1^^2][3111] = prime!
[1^^5][3113] = prime!
[1^^2][3117] = prime!
[1^^6][3119] = prime!
[1^^1][3121] = prime!
[1^^2][3123] = prime!