24!22-1 trivially factors prime!: 47 (digits:2) 26!22-1 trivially factors prime!: 103 (digits:3) 28!22-1 trivially factors prime!: 167 (digits:3) 30!22-1 trivially factors prime!: 239 (digits:3) 36!22-1 trivially factors prime!: 503 (digits:3) 38!22-1 trivially factors prime!: 607 (digits:3) 40!22-1 trivially factors prime!: 719 (digits:3) 42!22-1 trivially factors prime!: 839 (digits:3) 44!22-1 trivially factors prime!: 967 (digits:3) 46!22-1 trivially factors prime!: 2207 (digits:4) 52!22-1 trivially factors prime!: 12479 (digits:5) 58!22-1 trivially factors prime!: 29231 (digits:5) 60!22-1 trivially factors prime!: 36479 (digits:5) 64!22-1 trivially factors prime!: 53759 (digits:5) 80!22-1 trivially factors prime!: 2338559 (digits:7) 94!22-1 trivially factors prime!: 56851199 (digits:8) 106!22-1 trivially factors prime!: 397474559 (digits:9) 112!22-1 trivially factors prime!: 1513451519 (digits:10) Primality testing 116!22-1 [N+1, BLS] 116!22-1 is prime! (0.000000 seconds) (digits:10) Primality testing 118!22-1 [N+1, BLS] 118!22-1 is prime! (0.010000 seconds) (digits:11) Primality testing 124!22-1 [N+1, BLS] 124!22-1 is prime! (0.010000 seconds) (digits:11) Primality testing 128!22-1 [N+1, BLS] 128!22-1 is prime! (0.000000 seconds) (digits:11) Primality testing 130!22-1 [N+1, BLS] 130!22-1 is prime! (0.020000 seconds) (digits:11) Primality testing 132!22-1 [N+1, BLS] 132!22-1 is prime! (0.010000 seconds) (digits:11) Primality testing 146!22-1 [N+1, BLS] 146!22-1 is prime! (0.020000 seconds) (digits:13) Primality testing 154!22-1 [N+1, BLS] 154!22-1 is prime! (0.010000 seconds) (digits:14) Primality testing 194!22-1 [N+1, BLS] 194!22-1 is prime! (0.020000 seconds) (digits:18) Primality testing 234!22-1 [N+1, BLS] 234!22-1 is prime! (0.020000 seconds) (digits:22) Primality testing 272!22-1 [N+1, BLS] 272!22-1 is prime! (0.020000 seconds) (digits:27) Primality testing 282!22-1 [N+1, BLS] 282!22-1 is prime! (0.010000 seconds) (digits:27) Primality testing 330!22-1 [N+1, BLS] 330!22-1 is prime! (0.020000 seconds) (digits:33) Primality testing 332!22-1 [N+1, BLS] 332!22-1 is prime! (0.020000 seconds) (digits:33) Primality testing 350!22-1 [N+1, BLS] 350!22-1 is prime! (0.020000 seconds) (digits:35) Primality testing 358!22-1 [N+1, BLS] 358!22-1 is prime! (0.021000 seconds) (digits:36) Primality testing 372!22-1 [N+1, BLS] 372!22-1 is prime! (0.010000 seconds) (digits:38) Primality testing 378!22-1 [N+1, BLS] 378!22-1 is prime! (0.020000 seconds) (digits:39) Primality testing 612!22-1 [N+1, BLS] 612!22-1 is prime! (0.040000 seconds) (digits:67) Primality testing 630!22-1 [N+1, BLS] 630!22-1 is prime! (0.040000 seconds) (digits:70) Primality testing 634!22-1 [N+1, BLS] 634!22-1 is prime! (0.020000 seconds) (digits:70) Primality testing 684!22-1 [N+1, BLS] 684!22-1 is prime! (0.030000 seconds) (digits:76) Primality testing 722!22-1 [N+1, BLS] 722!22-1 is prime! (0.020000 seconds) (digits:81) Primality testing 814!22-1 [N+1, BLS] 814!22-1 is prime! (0.030000 seconds) (digits:93) Primality testing 894!22-1 [N+1, BLS] 894!22-1 is prime! (0.040000 seconds) (digits:104) Primality testing 920!22-1 [N+1, BLS] 920!22-1 is prime! (0.030000 seconds) (digits:108) Primality testing 938!22-1 [N+1, BLS] 938!22-1 is prime! (0.050000 seconds) (digits:110) Primality testing 1070!22-1 [N+1, BLS] 1070!22-1 is prime! (0.040000 seconds) (digits:128) Primality testing 1270!22-1 [N+1, BLS] 1270!22-1 is prime! (0.060000 seconds) (digits:156) Primality testing 1392!22-1 [N+1, BLS] 1392!22-1 is prime! (0.341000 seconds) (digits:174) Primality testing 1466!22-1 [N+1, BLS] 1466!22-1 is prime! (0.070000 seconds) (digits:184) Primality testing 1656!22-1 [N+1, BLS] 1656!22-1 is prime! (0.100000 seconds) (digits:212) Primality testing 1718!22-1 [N+1, BLS] 1718!22-1 is prime! (0.100000 seconds) (digits:221) Primality testing 2200!22-1 [N+1, BLS] 2200!22-1 is prime! (0.161000 seconds) (digits:293) Primality testing 2230!22-1 [N+1, BLS] 2230!22-1 is prime! (0.220000 seconds) (digits:298) Primality testing 2536!22-1 [N+1, BLS] 2536!22-1 is prime! (0.220000 seconds) (digits:345) Primality testing 2998!22-1 [N+1, BLS] 2998!22-1 is prime! (0.771000 seconds) (digits:417) Primality testing 3428!22-1 [N+1, BLS] 3428!22-1 is prime! (0.992000 seconds) (digits:485) Primality testing 3660!22-1 [N+1, BLS] 3660!22-1 is prime! (2.073000 seconds) (digits:523) Primality testing 3970!22-1 [N+1, BLS] 3970!22-1 is prime! (3.244000 seconds) (digits:574) Primality testing 4428!22-1 [N+1, BLS] 4428!22-1 is prime! (2.404000 seconds) (digits:649) Primality testing 4526!22-1 [N+1, BLS] 4526!22-1 is prime! (0.911000 seconds) (digits:665) Primality testing 4526!22-1 [N+1, BLS] 4526!22-1 is prime! (0.360000 seconds) (digits:665) Primality testing 4946!22-1 [N+1, BLS] 4946!22-1 is prime! (0.719000 seconds) (digits:735) Primality testing 5668!22-1 [N+1, BLS] 5668!22-1 is prime! (0.969000 seconds) (digits:858) Primality testing 7218!22-1 [N+1, BLS] 7218!22-1 is prime! (1.625000 seconds) (digits:1126) Primality testing 7498!22-1 [N+1, BLS] 7498!22-1 is prime! (2.407000 seconds) (digits:1175) Primality testing 9156!22-1 [N+1, BLS] 9156!22-1 is prime! (3.125000 seconds) (digits:1471) Primality testing 10808!22-1 [N+1, BLS] 10808!22-1 is prime! (7.000000 seconds) (digits:1771) Primality testing 11702!22-1 [N+1, BLS] 11702!22-1 is prime! (2.906000 seconds) (digits:1935) Primality testing 13358!22-1 [N+1, BLS] 13358!22-1 is prime! (10.719000 seconds) (digits:2244) Primality testing 13688!22-1 [N+1, BLS] 13688!22-1 is prime! (5.687000 seconds) (digits:2306) Primality testing 15470!22-1 [N+1, BLS] 15470!22-1 is prime! (8.281000 seconds) (digits:2643) Primality testing 17680!22-1 [N+1, BLS] 17680!22-1 is prime! (8.062000 seconds) (digits:3067) Primality testing 18334!22-1 [N+1, BLS] 18334!22-1 is prime! (8.625000 seconds) (digits:3194) Primality testing 18702!22-1 [N+1, BLS] 18702!22-1 is prime! (18.265000 seconds) (digits:3265) Primality testing 18982!22-1 [N+1, BLS] 18982!22-1 is prime! (9.516000 seconds) (digits:3319) Primality testing 20284!22-1 [N+1, BLS] 20284!22-1 is prime! (15.250000 seconds) (digits:3573) Primality testing 22664!22-1 [N+1, BLS] 22664!22-1 is prime! (14.094000 seconds) (digits:4042) Primality testing 27642!22-1 [N+1, BLS] 27642!22-1 is prime! (43.875000 seconds) (digits:5038) Primality testing 30490!22-1 [N+1, BLS] 30490!22-1 is prime! (81.046000 seconds) (digits:5615) Primality testing 31168!22-1 [N+1, BLS] 31168!22-1 is prime! (43.578000 seconds) (digits:5754) Primality testing 34928!22-1 [N+1, BLS] 34928!22-1 is prime! (46.429000 seconds) (digits:6526) Primality testing 37472!22-1 [N+1, BLS] 37472!22-1 is prime! (178.586000 seconds) (digits:7054) Primality testing 40000!22-1 [N+1, BLS] 40000!22-1 is prime! (289.170000 seconds) (digits:7581) Primality testing 45946!22-1 [N+1, BLS] 45946!22-1 is prime! (199.006000 seconds) (digits:8833) Primality testing 45954!22-1 [N+1, BLS] 45954!22-1 is prime! (274.078000 seconds) (digits:8834) Primality testing 47432!22-1 [N+1, BLS] 47432!22-1 is prime! (142.592000 seconds) (digits:9148) Primality testing 48158!22-1 [N+1, BLS] 48158!22-1 is prime! (147.369000 seconds) (digits:9302) Primality testing 49750!22-1 [N+1, BLS] 49750!22-1 is prime! (304.513000 seconds) (digits:9642) Primality testing 52618!22-1 [N+1, BLS] 52618!22-1 is prime! (200.588000 seconds) (digits:10256) Ian Brown p90 Primality testing 55512!22-1 [N+1, BLS] 55512!22-1 is prime! (218.405000 seconds) (digits:10879) Ian Brown p90 Primality testing 58254!22-1 [N+1, BLS] 58254!22-1 is prime! (981.320000 seconds) (digits:11471) Ian Brown p90 Primality testing 65480!22-1 [N+1, BLS] 65480!22-1 is prime! (855.593000 seconds) (digits:13045) Ian Brown p90 Primality testing 65948!22-1 [N+1, BLS] 65948!22-1 is prime! (8363.808000 seconds) (digits:13147) Ian Brown p90 Primality testing 70810!22-1 [N+1, BLS] 70810!22-1 is prime! (930.318000 seconds) (digits:14216) Ian Brown p90 Primality testing 78224!22-1 [N+1, BLS] 78224!22-1 is prime! (1464.987000 seconds) (digits:15858) Ian Brown p90 Primality testing 90376!22-1 [N+1, BLS] 90376!22-1 is prime! (765.801000 seconds) (digits:18578) Ian Brown p90 Primality testing 101644!22-1 [N+1, BLS] 101644!22-1 is prime! (1571.469000 seconds) (digits:21130) Ian Brown p90 Primality testing 101644!22-1 [N+1, BLS] 109452!22-1 is prime! (3761.869000 seconds) (digits:22913) Ian Brown p90 Primality testing 110530!22-1 [N+1, BLS] 110530!22-1 is prime! (2819.754000 seconds) (digits:23160) Ian Brown p90 Primality testing 117450!22-1 [N+1, BLS] 117450!22-1 is prime! (609.5753s+0.0276s) (digits:24751) Ian Brown p90 Primality testing 125066!22-1 [N+1, BLS] 125066!22-1 is prime! (3603.3706s+0.5039s) (digits:26510) Ian Brown p90 Primality testing 137978!22-1 [N+1, BLS] 137978!22-1 is prime! (1350.245000 seconds) (digits:29515) Ian Brown p90 Primality testing 146248!22-1 [N+1, BLS] 146248!22-1 is prime! (2898.335000 seconds) (digits:31452) Ian Brown p90 Primality testing 151896!22-1 [N+1, BLS] 151896!22-1 is prime! (1713.843000 seconds) (digits:32780) Ian Brown p90 Primality testing 164642!22-1 [N+1, BLS] 164642!22-1 is prime! (2114.2771s+0.0892s) (digits:35792) Jason Fraser Primality testing 182510!22-1 [N-1/N+1, BLS] Running N-1 test using base 9241 Running N+1 test using discriminant 9439, base 1+sqrt(9439) Running N+1 test using discriminant 9439, base 2+sqrt(9439) 182510!22-1 is prime! (655.0351s+0.0229s)(digits:40047) Mark Rodenkirch 01/2017 Primality testing 195496!22-1 [N+1, BLS] 195496!22-1 is prime! (2159.9791s+0.1642s) (digits:43162) Jason Fraser Primality testing 238234!22-1 [N+1, BLS] Running N+1 test using discriminant 11959, base 1+sqrt(11959) 238234!22-1 is prime! (668.9245s+0.0557s) (digits:53527) Richard Kapek 08/2010 Primality testing 334994!22-1 [N-1/N+1, BLS] Running N-1 test using base 15233 Running N+1 test using discriminant 15259, base 1+sqrt(15259) Running N+1 test using discriminant 15259, base 2+sqrt(15259) 334994!22-1 is prime! (1910.9465s+0.0467s)(digits:77520) MO 01/2014 Primality testing 406700!22-1 [N-1/N+1, BLS] Running N-1 test using base 11 Running N+1 test using discriminant 20533, base 1+sqrt(20533) Running N+1 test using discriminant 20533, base 2+sqrt(20533) 406700!22-1 is prime! (4063.5818s+0.0403s)(digits:95670) MO 01/2014 Primality testing 428216!22-1 [N-1/N+1, BLS] Running N-1 test using base 11 Running N+1 test using discriminant 21787, base 1+sqrt(21787) Running N+1 test using discriminant 21787, base 2+sqrt(21787) 428216!22-1 is prime! (5792.2671s+0.0887s)(digits:101167) MO 01/2014 Primality testing 476534!22-1 [N-1/N+1, BLS] Running N-1 test using base 23929 Running N+1 test using discriminant 24083, base 1+sqrt(24083) Running N+1 test using discriminant 24083, base 2+sqrt(24083) 476534!22-1 is prime! (7860.6393s+0.0789s)(digits:113587) MO 01/2014 Primality testing 490848!22-1 [N-1/N+1, BLS] Running N-1 test using base 24659 Running N+1 test using discriminant 24923, base 1+sqrt(24923) Running N+1 test using discriminant 24923, base 2+sqrt(24923) 490848!22-1 is prime! (6591.1449s+0.0838s)(digits:117286) MO 01/2014 Primality testing 522416!22-1 [N+1, BLS] Running N+1 test using discriminant 11, base 1+sqrt(11) 522416!22-1 is prime! (1169.4086s+0.8894s)(digits:125472) MO 01/2022 Primality testing 613514!22-1 [N+1, BLS] Running N+1 test using discriminant 27947, base 1+sqrt(27947) 613514!22-1 is prime! (2031.3091s+1.4642s)(digits:149297) MO 01/2022 Primality testing 640600!22-1 [N+1, BLS] Running N+1 test using discriminant 32173, base 1+sqrt(32173) 640600!22-1 is prime! (2265.3282s+0.9506s)(digits:156435) MO 01/2022 Primality testing 715310!22-1 [N+1, BLS] Running N+1 test using discriminant 11, base 1+sqrt(11) 715310!22-1 is prime! (2193.0989s+0.5144s)(digits:176236) MO 01/2022 Primality testing 744920!22-1 [N+1, BLS] Running N+1 test using discriminant 33863, base 1+sqrt(33863) 744920!22-1 is prime! (2184.0814s+0.4506s)(digits:184128) MO 02/2022 Primality testing 757500!22-1 [N+1, BLS] Running N+1 test using discriminant 11, base 1+sqrt(11) 757500!22-1 is prime! (2487.6191s+0.5581s)(digits:187488) MO 02/2022 Primality testing 769932!22-1 [N+1, BLS] Running N+1 test using discriminant 11, base 1+sqrt(11) 769932!22-1 is prime! (2155.9062s+0.4423s)(digits:190812) MO 02/2022