1
2^136279841-1
41024320
2024
Mersenne 52?
2
2^82589933-1
24862048
2018
Mersenne 51
3
2^77232917-1
23249425
2018
Mersenne 50
4
2^74207281-1
22338618
2016
Mersenne 49
5
2^57885161-1
17425170
2013
Mersenne 48
6
2524190^2097152+1
13426224
2025
Generalized Fermat
7
2^43112609-1
12978189
2008
Mersenne 47
8
2^42643801-1
12837064
2009
Mersenne 46
9
516693^2097152-516693^1048576+1
11981518
2023
Generalized unique
10
465859^2097152-465859^1048576+1
11887192
2023
Generalized unique
11
2^37156667-1
11185272
2008
Mersenne 45
12
2^32582657-1
9808358
2006
Mersenne 44
13
10223*2^31172165+1
9383761
2016
14
2^30402457-1
9152052
2005
Mersenne 43
15
4*5^11786358+1
8238312
2024
Generalized Fermat
16
2^25964951-1
7816230
2005
Mersenne 42
17
4052186*69^4052186+1
7451366
2025
Generalized Cullen
18
69*2^24612729-1
7409172
2024
19
2^24036583-1
7235733
2004
Mersenne 41
20
7172162^1048576+1
7188671
2026
Generalized Fermat
21
5336284^1048576+1
7054022
2025
Generalized Fermat
22
107347*2^23427517-1
7052391
2024
23
3*2^23157875-1
6971216
2025
24
3843236^1048576+1
6904556
2024
Generalized Fermat
25
3*2^22103376-1
6653780
2024
26
1963736^1048576+1
6598776
2022
Generalized Fermat
27
1951734^1048576+1
6595985
2022
Generalized Fermat
28
202705*2^21320516+1
6418121
2021
29
2^20996011-1
6320430
2003
Mersenne 40
30
1059094^1048576+1
6317602
2018
Generalized Fermat
31
3*2^20928756-1
6300184
2023
32
919444^1048576+1
6253210
2017
Generalized Fermat
33
81*2^20498148+1
6170560
2023
Generalized Fermat
34
7*2^20267500+1
6101127
2022
Divides GF(20267499,12) [GG]
35
4*5^8431178+1
5893142
2024
Generalized Fermat
36
168451*2^19375200+1
5832522
2017
37
69*2^19374980-1
5832452
2022
38
3*2^18924988-1
5696990
2022
39
69*2^18831865-1
5668959
2021
40
2*3^11879700+1
5668058
2024
41
97139*2^18397548-1
5538219
2023
42
7*2^18233956+1
5488969
2020
Divides Fermat F(18233954)
43
3*2^18196595-1
5477722
2022
44
4*3^11279466+1
5381674
2024
Generalized Fermat
45
3*2^17748034-1
5342692
2021
46
123447^1048576-123447^524288+1
5338805
2017
Generalized unique
47
31*2^17681433-1
5322644
2026
48
15*2^17609618+1
5301025
2026
Divides GF(17609614,5), GF(17609614,12) [GG]
49
3622*5^7558139-1
5282917
2022
50
127174*5^7556055-1
5281461
2026
51
7*6^6772401+1
5269954
2019
52
2*3^10852677+1
5178044
2023
Divides Phi(3^10852674,2)
53
8508301*2^17016603-1
5122515
2018
Woodall
54
8*10^5112847-1
5112848
2024
Near-repdigit
55
13*2^16828072+1
5065756
2023
56
3*2^16819291-1
5063112
2021
57
5287180*3^10574360-1
5045259
2024
Generalized Woodall
58
3*2^16408818+1
4939547
2020
Divides GF(16408814,3), GF(16408817,5)
59
2329989*2^16309923-1
4909783
2024
Generalized Woodall
60
69*2^15866556-1
4776312
2021
61
2036*3^10009192+1
4775602
2024
62
2525532*73^2525532+1
4705888
2021
Generalized Cullen
63
1419499*2^15614489-1
4700436
2024
Generalized Woodall
64
11*2^15502315+1
4666663
2023
Divides GF(15502313,10) [GG]
65
(10^2332974+1)^2-2
4665949
2024
66
37*2^15474010+1
4658143
2022
67
93839*2^15337656-1
4617100
2022
68
2^15317227+2^7658614+1
4610945
2020
Gaussian Mersenne norm 41?, generalized unique
69
13*2^15294536+1
4604116
2023
70
6*5^6546983+1
4576146
2020
71
4788920*3^9577840-1
4569798
2024
Generalized Woodall
72
31*2^15145093-1
4559129
2025
73
69*2^14977631-1
4508719
2021
74
192971*2^14773498-1
4447272
2021
75
4*3^9214845+1
4396600
2024
76
9145334*3^9145334+1
4363441
2023
Generalized Cullen
77
4*5^6181673-1
4320805
2022
78
396101*2^14259638-1
4292585
2024
Generalized Woodall
79
6962*31^2863120-1
4269952
2020
80
37*2^14166940+1
4264676
2022
81
99739*2^14019102+1
4220176
2019
82
69*2^13832885-1
4164116
2022
83
9562633#+1
4151498
2025
Primorial
84
404849*2^13764867+1
4143644
2021
Generalized Cullen
85
25*2^13719266+1
4129912
2022
Generalized Fermat
86
81*2^13708272+1
4126603
2022
Generalized Fermat
87
2740879*2^13704395-1
4125441
2019
Generalized Woodall
88
479216*3^8625889-1
4115601
2019
Generalized Woodall
89
13*2^13584543-1
4089357
2025
90
31*2^13514933-1
4068402
2025
91
143332^786432-143332^393216+1
4055114
2017
Generalized unique
92
81*2^13470584+1
4055052
2022
Generalized Fermat
93
2^13466917-1
4053946
2001
Mersenne 39
94
5778486*5^5778486+1
4038996
2024
Generalized Cullen
95
9*2^13334487+1
4014082
2020
Divides GF(13334485,3)
96
6*10^4000494-1
4000495
2026
Near-repdigit
97
206039*2^13104952-1
3944989
2021
98
2805222*5^5610444+1
3921539
2019
Generalized Cullen
99
5128*22^2919993+1
3919869
2024
100
19249*2^13018586+1
3918990
2007
101
29002212^524288+1
3912464
2026
Generalized Fermat
102
28019492^524288+1
3904615
2026
Generalized Fermat
103
27985952^524288+1
3904342
2026
Generalized Fermat
104
27171622^524288+1
3897618
2026
Generalized Fermat
105
26693202^524288+1
3893573
2026
Generalized Fermat
106
26689978^524288+1
3893546
2026
Generalized Fermat
107
2293*2^12918431-1
3888839
2021
108
25427072^524288+1
3882509
2026
Generalized Fermat
109
23865586^524288+1
3868078
2026
Generalized Fermat
110
23680116^524288+1
3866301
2026
Generalized Fermat
111
22970694^524288+1
3859376
2026
Generalized Fermat
112
81*2^12804541+1
3854553
2022
113
22444816^524288+1
3854102
2026
Generalized Fermat
114
22306708^524288+1
3852697
2026
Generalized Fermat
115
21826264^524288+1
3847739
2026
Generalized Fermat
116
67612*5^5501582+1
3845446
2025
117
20221496^524288+1
3830351
2026
Generalized Fermat
118
19981416^524288+1
3827631
2026
Generalized Fermat
119
19409636^524288+1
3821021
2026
Generalized Fermat
120
18703062^524288+1
3812577
2025
Generalized Fermat
121
18529322^524288+1
3810452
2025
Generalized Fermat
122
18099898^524288+1
3805113
2025
Generalized Fermat
123
17997078^524288+1
3803816
2025
Generalized Fermat
124
17544674^524288+1
3798019
2025
Generalized Fermat
125
17502532^524288+1
3797471
2025
Generalized Fermat
126
17445908^524288+1
3796734
2025
Generalized Fermat
127
17177670^524288+1
3793205
2025
Generalized Fermat
128
16211276^524288+1
3780021
2025
Generalized Fermat
129
15958750^524288+1
3776446
2025
Generalized Fermat
130
15852200^524288+1
3774921
2025
Generalized Fermat
131
751882!/751879#+1
3765621
2025
Compositorial
132
4*5^5380542+1
3760839
2023
Generalized Fermat
133
13520762^524288+1
3738699
2025
Generalized Fermat
134
13427472^524288+1
3737122
2025
Generalized Fermat
135
9*2^12406887+1
3734847
2020
Divides GF(12406885,3)
136
12900356^524288+1
3728004
2025
Generalized Fermat
137
12693488^524288+1
3724323
2025
Generalized Fermat
138
11937916^524288+1
3710349
2024
Generalized Fermat
139
7*2^12286041-1
3698468
2023
140
10913140^524288+1
3689913
2024
Generalized Fermat
141
69*2^12231580-1
3682075
2021
142
27*2^12184319+1
3667847
2021
143
9332124^524288+1
3654278
2024
Generalized Fermat
144
8630170^524288+1
3636472
2024
Generalized Fermat
145
863282*5^5179692-1
3620456
2024
Generalized Woodall
146
670490*12^3352450-1
3617907
2024
Generalized Woodall
147
4*3^7578378+1
3615806
2024
Generalized Fermat
148
11*2^11993994-1
3610554
2024
149
3761*2^11978874-1
3606004
2022
150
95*2^11954552-1
3598681
2024
151
259072*5^5136295-1
3590122
2024
152
3*2^11895718-1
3580969
2015
153
37*2^11855148+1
3568757
2022
154
6339004^524288+1
3566218
2023
Generalized Fermat
155
763795*6^4582771+1
3566095
2023
Generalized Cullen
156
5897794^524288+1
3549792
2022
Generalized Fermat
157
29*2^11749456-1
3536941
2026
158
3*2^11731850-1
3531640
2015
159
69*2^11718455-1
3527609
2020
160
21*2^11715899-1
3526839
2026
161
8629*2^11708579-1
3524638
2024
162
41*2^11676439+1
3514960
2022
163
4896418^524288+1
3507424
2022
Generalized Fermat
164
81*2^11616017+1
3496772
2022
165
69*2^11604348-1
3493259
2020
166
4450871*6^4450871+1
3463458
2023
Generalized Cullen
167
9*2^11500843+1
3462100
2020
Divides GF(11500840,12)
168
3*2^11484018-1
3457035
2014
169
193997*2^11452891+1
3447670
2018
170
29914*5^4930904+1
3446559
2024
171
3638450^524288+1
3439810
2020
Generalized Fermat
172
9221*2^11392194-1
3429397
2021
173
9*2^11366286+1
3421594
2020
Generalized Fermat
174
3328218^524288-3328218^262144+1
3419518
2025
Generalized unique
175
5*2^11355764-1
3418427
2021
176
732050*6^4392301+1
3417881
2023
Generalized Cullen
177
3268739^524288-3268739^262144+1
3415412
2025
Generalized unique
178
3214654^524288+1
3411613
2019
Generalized Fermat
179
632760!-1
3395992
2024
Factorial
180
146561*2^11280802-1
3395865
2020
181
51208*5^4857576+1
3395305
2024
182
2985036^524288+1
3394739
2019
Generalized Fermat
183
4591*2^11270837-1
3392864
2025
184
6929*2^11255424-1
3388225
2022
185
2877652^524288+1
3386397
2019
Generalized Fermat
186
2788032^524288+1
3379193
2019
Generalized Fermat
187
2733014^524288+1
3374655
2019
Generalized Fermat
188
2637072^524288-2637072^262144+1
3366518
2025
Generalized unique
189
9*2^11158963+1
3359184
2020
Divides GF(11158962,5)
190
9271*2^11134335-1
3351773
2021
191
136804*5^4777253-1
3339162
2024
192
2312092^524288+1
3336572
2018
Generalized Fermat
193
987324*48^1974648-1
3319866
2024
Generalized Woodall
194
2061748^524288+1
3310478
2018
Generalized Fermat
195
1880370^524288+1
3289511
2018
Generalized Fermat
196
27*2^10902757-1
3282059
2022
197
3*2^10829346+1
3259959
2014
Divides GF(10829343,3), GF(10829345,5)
198
11*2^10803449+1
3252164
2022
Divides GF(10803448,6)
199
11*2^10797109+1
3250255
2022
200
7*2^10612737-1
3194754
2022
201
7351117#+1
3191401
2024
Primorial
202
37*2^10599476+1
3190762
2022
Divides GF(10599475,10)
203
5*2^10495620-1
3159498
2021
204
3^6608603-3^3304302+1
3153105
2023
Generalized unique
205
5*2^10349000-1
3115361
2021
206
844833^524288-844833^262144+1
3107335
2017
Generalized unique
207
17*2^10248660-1
3085156
2025
208
52922*5^4399812-1
3075342
2023
209
712012^524288-712012^262144+1
3068389
2017
Generalized unique
210
177742*5^4386703-1
3066180
2023
211
4*3^6402015+1
3054539
2024
212
874208*54^1748416-1
3028951
2019
Generalized Woodall
213
475856^524288+1
2976633
2012
Generalized Fermat
214
2*3^6236772+1
2975697
2022
215
15*2^9830108+1
2959159
2023
216
9*2^9778263+1
2943552
2020
217
198*558^1061348+1
2915138
2024
218
1806676*41^1806676+1
2913785
2018
Generalized Cullen
219
356926^524288+1
2911151
2012
Generalized Fermat
220
341112^524288+1
2900832
2012
Generalized Fermat
221
213988*5^4138363-1
2892597
2022
222
43*2^9596983-1
2888982
2022
223
121*2^9584444+1
2885208
2020
Generalized Fermat
224
15*2^9482269-1
2854449
2024
225
6533299#-1
2835864
2024
Primorial
226
11*2^9381365+1
2824074
2020
Divides GF(9381364,6)
227
15*2^9312889+1
2803461
2023
228
97*2^9305542+1
2801250
2025
229
93*2^9235048+1
2780029
2025
230
49*2^9187790+1
2765803
2022
Generalized Fermat
231
6369619#+1
2765105
2024
Primorial
232
27653*2^9167433+1
2759677
2005
233
6354977#-1
2758832
2024
Primorial
234
90527*2^9162167+1
2758093
2010
235
71*2^9161150-1
2757783
2026
236
6795*2^9144320-1
2752719
2021
237
31*2^9088085-1
2735788
2024
238
75*2^9079482+1
2733199
2023
239
1323365*116^1323365+1
2732038
2018
Generalized Cullen
240
57*2^9075622-1
2732037
2022
241
10^2718281-5*10^1631138-5*10^1087142-1
2718281
2024
Palindrome
242
63838*5^3887851-1
2717497
2022
243
13*2^8989858+1
2706219
2020
244
271357*2^8943013-1
2692121
2025
245
4159*2^8938471-1
2690752
2022
246
273809*2^8932416-1
2688931
2017
247
93*2^8898285+1
2678653
2024
248
2*3^5570081+1
2657605
2020
Divides Phi(3^5570081,2) [g427]
249
25*2^8788628+1
2645643
2021
Generalized Fermat
250
2038*366^1028507-1
2636562
2016
251
64598*5^3769854-1
2635020
2022
252
63*2^8741225+1
2631373
2024
253
8*785^900325+1
2606325
2022
254
17*2^8636199+1
2599757
2021
Divides GF(8636198,10)
255
75898^524288+1
2558647
2011
Generalized Fermat
256
25*2^8456828+1
2545761
2021
Divides GF(8456827,12), generalized Fermat
257
39*2^8413422+1
2532694
2021
258
31*2^8348000+1
2513000
2021
259
27*2^8342438-1
2511326
2021
260
17*2^8330892-1
2507850
2025
261
3687*2^8261084-1
2486838
2021
262
101*2^8152967+1
2454290
2023
Divides GF(8152966,12)
263
9*2^8128075-1
2446796
2025
264
273662*5^3493296-1
2441715
2021
265
81*2^8109236+1
2441126
2022
Generalized Fermat
266
11*2^8103463+1
2439387
2020
Divides GF(8103462,12)
267
102818*5^3440382-1
2404729
2021
268
9*2^7979119-1
2401956
2025
269
11*2^7971110-1
2399545
2019
270
27*2^7963247+1
2397178
2021
Divides Fermat F(7963245)
271
3177*2^7954621-1
2394584
2021
272
39*2^7946769+1
2392218
2021
Divides GF(7946767,12)
273
7*6^3072198+1
2390636
2019
274
3765*2^7904593-1
2379524
2021
275
29*2^7899985+1
2378134
2021
Divides GF(7899984,6)
276
5113*2^7895471-1
2376778
2022
277
861*2^7895451-1
2376771
2021
278
75*2^7886683+1
2374131
2023
279
3243959*2^7862047+1
2366719
2025
280
2661*2^7861390-1
2366518
2024
281
21*2^7838882-1
2359740
2025
282
30397*2^7838120+1
2359514
2025
283
99*2^7830910+1
2357341
2024
284
28433*2^7830457+1
2357207
2004
285
2589*2^7803339-1
2349043
2022
286
59*2^7792307+1
2345720
2024
287
101*2^7784453+1
2343356
2024
288
95*2^7778585+1
2341590
2024
289
8401*2^7767655-1
2338302
2023
290
9693*2^7767343-1
2338208
2023
291
1581658*30^1581658+1
2336307
2026
Generalized Cullen
292
5*2^7755002-1
2334489
2021
293
2945*2^7753232-1
2333959
2022
294
2*836^798431+1
2333181
2024
295
63*2^7743186+1
2330934
2024
296
2545*2^7732265-1
2327648
2021
297
5539*2^7730709-1
2327180
2021
298
4817*2^7719584-1
2323831
2021
299
2151*2^7719549-1
2323820
2026
300
183*558^842752+1
2314734
2024
301
1341174*53^1341174+1
2312561
2017
Generalized Cullen
302
9467*2^7680034-1
2311925
2022
303
45*2^7661004+1
2306194
2020
304
15*2^7619838+1
2293801
2020
305
3645*2^7610003-1
2290843
2025
306
3597*2^7580693-1
2282020
2021
307
5256037#+1
2281955
2024
Primorial
308
38118498221*2^7552807+1
2273633
2025
309
3129*2^7545557-1
2271443
2023
310
7401*2^7523295-1
2264742
2021
311
45*2^7513661+1
2261839
2020
312
558640^393216-558640^196608+1
2259865
2017
Generalized unique
313
2739*2^7483537-1
2252773
2025
314
9*2^7479919-1
2251681
2023
315
1875*2^7474308-1
2249995
2022
316
69*2^7452023+1
2243285
2023
Divides GF(7452020,3) [GG]
317
1281979*2^7447178+1
2241831
2023
318
9107*2^7417464-1
2232884
2025
319
4*5^3189669-1
2229484
2022
320
19*2^7383785-1
2222743
2025
321
29*2^7374577+1
2219971
2020
Divides GF(7374576,3)
322
2653*2^7368343-1
2218096
2024
323
21555*2^7364128-1
2216828
2024
324
3197*2^7359542-1
2215447
2022
325
109838*5^3168862-1
2214945
2020
326
95*2^7354869+1
2214039
2023
327
101*2^7345194-1
2211126
2019
328
85*2^7333444+1
2207589
2023
329
15*2^7300254+1
2197597
2020
330
6733*2^7285527-1
2193166
2025
331
422429!+1
2193027
2022
Factorial
332
1759*2^7284439-1
2192838
2021
333
1909683*14^1909683+1
2188748
2023
Generalized Cullen
334
737*2^7269322-1
2188287
2017
335
6909*2^7258896-1
2185150
2024
336
93*2^7241494+1
2179909
2023
337
118568*5^3112069+1
2175248
2020
338
4215*2^7221386-1
2173858
2024
339
40*257^901632+1
2172875
2024
340
1685*2^7213108-1
2171366
2025
341
580633*2^7208783-1
2170066
2024
342
6039*2^7207973-1
2169820
2021
343
1871*2^7207954-1
2169814
2025
344
502573*2^7181987-1
2162000
2014
345
1503*2^7175467-1
2160034
2026
346
402539*2^7173024-1
2159301
2014
347
3343*2^7166019-1
2157191
2016
348
4137*2^7132569-1
2147121
2025
349
161041*2^7107964+1
2139716
2015
350
294*213^918952-1
2139672
2023
351
17*2^7101254-1
2137692
2025
352
27*2^7046834+1
2121310
2018
353
1759*2^7046791-1
2121299
2021
354
327*2^7044001-1
2120459
2021
355
5*2^7037188-1
2118406
2021
356
3*2^7033641+1
2117338
2011
Divides GF(7033639,3)
357
625783*2^7031319-1
2116644
2024
358
33661*2^7031232+1
2116617
2007
359
237804^393216-237804^196608+1
2114016
2017
Generalized unique
360
207494*5^3017502-1
2109149
2020
361
15*2^6993631-1
2105294
2021
362
8943501*2^6972593-1
2098967
2022
363
6020095*2^6972593-1
2098967
2022
364
2^6972593-1
2098960
1999
Mersenne 38
365
100206278^262144+1
2097387
2026
Generalized Fermat
366
100013182^262144+1
2097168
2026
Generalized Fermat
367
273*2^6963847-1
2096330
2022
368
98348488^262144+1
2095257
2026
Generalized Fermat
369
6219*2^6958945-1
2094855
2021
370
97861580^262144+1
2094692
2026
Generalized Fermat
371
97314420^262144+1
2094053
2026
Generalized Fermat
372
96721520^262144+1
2093357
2026
Generalized Fermat
373
96633068^262144+1
2093253
2026
Generalized Fermat
374
95511706^262144+1
2091924
2026
Generalized Fermat
375
51*2^6945567+1
2090826
2020
Divides GF(6945564,12) [p286]
376
94446258^262144+1
2090647
2026
Generalized Fermat
377
93676308^262144+1
2089715
2026
Generalized Fermat
378
93590610^262144+1
2089611
2026
Generalized Fermat
379
92943822^262144+1
2088822
2026
Generalized Fermat
380
92605848^262144+1
2088407
2026
Generalized Fermat
381
91898096^262144+1
2087534
2026
Generalized Fermat
382
91056676^262144+1
2086486
2026
Generalized Fermat
383
90874290^262144+1
2086258
2026
Generalized Fermat
384
90569054^262144+1
2085875
2026
Generalized Fermat
385
89868368^262144+1
2084991
2026
Generalized Fermat
386
8*10^2084563-1
2084564
2025
Near-repdigit
387
89239070^262144+1
2084191
2026
Generalized Fermat
388
3323*2^6921196-1
2083492
2024
389
88088376^262144+1
2082713
2026
Generalized Fermat
390
238694*5^2979422-1
2082532
2020
391
87887018^262144+1
2082453
2026
Generalized Fermat
392
87801308^262144+1
2082342
2026
Generalized Fermat
393
87124982^262144+1
2081461
2026
Generalized Fermat
394
86369496^262144+1
2080470
2026
Generalized Fermat
395
4*72^1119849-1
2079933
2016
396
84561734^262144+1
2078062
2026
Generalized Fermat
397
129*2^6900230+1
2077179
2025
398
83479504^262144+1
2076595
2026
Generalized Fermat
399
83211382^262144+1
2076229
2026
Generalized Fermat
400
33*2^6894190-1
2075360
2021
401
82060924^262144+1
2074644
2026
Generalized Fermat
402
4778027#-1
2073926
2024
Primorial
403
105*2^6884697+1
2072503
2025
404
80514060^262144+1
2072477
2026
Generalized Fermat
405
2345*2^6882320-1
2071789
2022
406
79523718^262144+1
2071068
2026
Generalized Fermat
407
77784266^262144+1
2068550
2026
Generalized Fermat
408
77708974^262144+1
2068440
2026
Generalized Fermat
409
77662142^262144+1
2068372
2026
Generalized Fermat
410
77586084^262144+1
2068260
2026
Generalized Fermat
411
77412518^262144+1
2068005
2026
Generalized Fermat
412
76013952^262144+1
2065929
2025
Generalized Fermat
413
75810636^262144+1
2065624
2025
Generalized Fermat
414
75753274^262144+1
2065538
2025
Generalized Fermat
415
57*2^6857990+1
2064463
2023
416
146264*5^2953282-1
2064261
2020
417
74732694^262144+1
2063994
2025
Generalized Fermat
418
74716572^262144+1
2063970
2025
Generalized Fermat
419
74399970^262144+1
2063486
2025
Generalized Fermat
420
74336726^262144+1
2063389
2025
Generalized Fermat
421
73597220^262144+1
2062251
2025
Generalized Fermat
422
73589294^262144+1
2062239
2025
Generalized Fermat
423
73465436^262144+1
2062047
2025
Generalized Fermat
424
73116844^262144+1
2061505
2025
Generalized Fermat
425
72862906^262144+1
2061109
2025
Generalized Fermat
426
72752758^262144+1
2060937
2025
Generalized Fermat
427
72718062^262144+1
2060883
2025
Generalized Fermat
428
72071732^262144+1
2059866
2025
Generalized Fermat
429
71737620^262144+1
2059337
2025
Generalized Fermat
430
71380700^262144+1
2058770
2025
Generalized Fermat
431
69*2^6838971-1
2058738
2020
432
35816*5^2945294-1
2058677
2020
433
71107798^262144+1
2058333
2025
Generalized Fermat
434
127*2^6836153-1
2057890
2018
435
105*2^6835099+1
2057572
2025
436
70520422^262144+1
2057389
2025
Generalized Fermat
437
70349734^262144+1
2057113
2025
Generalized Fermat
438
19*2^6833086+1
2056966
2020
439
69844790^262144+1
2056293
2025
Generalized Fermat
440
69810332^262144+1
2056237
2025
Generalized Fermat
441
69290228^262144+1
2055386
2025
Generalized Fermat
442
69170386^262144+1
2055189
2025
Generalized Fermat
443
68717884^262144+1
2054441
2025
Generalized Fermat
444
68000464^262144+1
2053246
2025
Generalized Fermat
445
67886950^262144+1
2053056
2025
Generalized Fermat
446
67673558^262144+1
2052698
2025
Generalized Fermat
447
67535128^262144+1
2052465
2025
Generalized Fermat
448
67433562^262144+1
2052293
2025
Generalized Fermat
449
67167678^262144+1
2051844
2025
Generalized Fermat
450
67141518^262144+1
2051799
2025
Generalized Fermat
451
67062340^262144+1
2051665
2025
Generalized Fermat
452
66498472^262144+1
2050704
2025
Generalized Fermat
453
66342922^262144+1
2050437
2025
Generalized Fermat
454
66266188^262144+1
2050305
2025
Generalized Fermat
455
65*2^6810465+1
2050157
2023
456
40597*2^6808509-1
2049571
2013
457
283*2^6804731-1
2048431
2020
458
65136498^262144+1
2048348
2025
Generalized Fermat
459
64989720^262144+1
2048091
2025
Generalized Fermat
460
64074894^262144+1
2046477
2025
Generalized Fermat
461
64010198^262144+1
2046362
2025
Generalized Fermat
462
63833640^262144+1
2046047
2025
Generalized Fermat
463
8*10^2045966-1
2045967
2025
Near-repdigit
464
63784742^262144+1
2045960
2025
Generalized Fermat
465
63558122^262144+1
2045555
2025
Generalized Fermat
466
63448958^262144+1
2045359
2025
Generalized Fermat
467
63286690^262144+1
2045068
2025
Generalized Fermat
468
62767176^262144+1
2044129
2025
Generalized Fermat
469
62747994^262144+1
2044095
2025
Generalized Fermat
470
1861709*2^6789999+1
2044000
2020
471
5781*2^6789459-1
2043835
2021
472
62311952^262144+1
2043301
2025
Generalized Fermat
473
62199610^262144+1
2043095
2025
Generalized Fermat
474
62152830^262144+1
2043010
2025
Generalized Fermat
475
62136706^262144+1
2042980
2025
Generalized Fermat
476
8435*2^6786180-1
2042848
2021
477
61238184^262144+1
2041322
2025
Generalized Fermat
478
119*2^6777781+1
2040318
2025
479
59145944^262144+1
2037364
2025
Generalized Fermat
480
58936230^262144+1
2036960
2025
Generalized Fermat
481
58870004^262144+1
2036832
2025
Generalized Fermat
482
58846688^262144+1
2036787
2025
Generalized Fermat
483
58333324^262144+1
2035789
2025
Generalized Fermat
484
58288282^262144+1
2035701
2025
Generalized Fermat
485
57643582^262144+1
2034435
2025
Generalized Fermat
486
57594478^262144+1
2034338
2025
Generalized Fermat
487
57478518^262144+1
2034108
2025
Generalized Fermat
488
57429230^262144+1
2034011
2025
Generalized Fermat
489
51*2^6753404+1
2032979
2020
490
93*2^6750726+1
2032173
2023
491
56303352^262144+1
2031757
2025
Generalized Fermat
492
56295176^262144+1
2031740
2025
Generalized Fermat
493
55952434^262144+1
2031045
2025
Generalized Fermat
494
55892864^262144+1
2030923
2025
Generalized Fermat
495
69*2^6745775+1
2030683
2023
496
55702322^262144+1
2030535
2025
Generalized Fermat
497
55695224^262144+1
2030520
2025
Generalized Fermat
498
55169618^262144+1
2029441
2025
Generalized Fermat
499
55007338^262144+1
2029105
2025
Generalized Fermat
500
54852328^262144+1
2028784
2025
Generalized Fermat
501
54528918^262144+1
2028111
2025
Generalized Fermat
502
54044092^262144+1
2027094
2025
Generalized Fermat
503
53903472^262144+1
2026797
2025
Generalized Fermat
504
53750036^262144+1
2026473
2025
Generalized Fermat
505
53616962^262144+1
2026191
2025
Generalized Fermat
506
53311612^262144+1
2025540
2025
Generalized Fermat
507
4681*2^6728157-1
2025381
2025
508
53008094^262144+1
2024890
2025
Generalized Fermat
509
52648144^262144+1
2024115
2025
Generalized Fermat
510
52599274^262144+1
2024009
2025
Generalized Fermat
511
52592976^262144+1
2023995
2025
Generalized Fermat
512
117*2^6719464+1
2022763
2025
513
51992174^262144+1
2022687
2025
Generalized Fermat
514
51852794^262144+1
2022382
2025
Generalized Fermat
515
51714136^262144+1
2022077
2025
Generalized Fermat
516
51283286^262144+1
2021124
2025
Generalized Fermat
517
51125138^262144+1
2020773
2025
Generalized Fermat
518
9995*2^6711008-1
2020219
2021
519
50454356^262144+1
2019269
2025
Generalized Fermat
520
50449664^262144+1
2019259
2025
Generalized Fermat
521
50366208^262144+1
2019070
2025
Generalized Fermat
522
50121532^262144+1
2018516
2025
Generalized Fermat
523
49536902^262144+1
2017180
2025
Generalized Fermat
524
49235348^262144+1
2016485
2025
Generalized Fermat
525
49209090^262144+1
2016424
2025
Generalized Fermat
526
48055302^262144+1
2013723
2025
Generalized Fermat
527
47707672^262144+1
2012896
2025
Generalized Fermat
528
39*2^6684941+1
2012370
2020
529
47351862^262144+1
2012044
2025
Generalized Fermat
530
47281922^262144+1
2011876
2025
Generalized Fermat
531
47255958^262144+1
2011813
2025
Generalized Fermat
532
6679881*2^6679881+1
2010852
2009
Cullen
533
46831458^262144+1
2010786
2025
Generalized Fermat
534
46378776^262144+1
2009680
2025
Generalized Fermat
535
45073202^262144+1
2006429
2025
Generalized Fermat
536
45007104^262144+1
2006262
2025
Generalized Fermat
537
44819108^262144+1
2005786
2025
Generalized Fermat
538
44666524^262144+1
2005397
2025
Generalized Fermat
539
6*579^725792+1
2005131
2026
540
37*2^6660841-1
2005115
2014
541
44144624^262144+1
2004059
2024
Generalized Fermat
542
44030166^262144+1
2003764
2024
Generalized Fermat
543
43330794^262144+1
2001941
2024
Generalized Fermat
544
39*2^6648997+1
2001550
2020
545
42781592^262144+1
2000489
2024
Generalized Fermat
546
10^2000007-10^1127194-10^872812-1
2000007
2024
Palindrome
547
10^2000005-10^1051046-10^948958-1
2000005
2024
Palindrome
548
304207*2^6643565-1
1999918
2013
549
42474318^262144+1
1999668
2024
Generalized Fermat
550
69*2^6639971-1
1998833
2020
551
42006214^262144+1
1998406
2024
Generalized Fermat
552
6471*2^6631137-1
1996175
2021
553
40460760^262144+1
1994139
2024
Generalized Fermat
554
39896728^262144+1
1992541
2024
Generalized Fermat
555
39164812^262144+1
1990433
2024
Generalized Fermat
556
8*10^1990324-1
1990325
2025
Near-repdigit
557
38786786^262144+1
1989328
2024
Generalized Fermat
558
38786700^262144+1
1989328
2024
Generalized Fermat
559
38738332^262144+1
1989186
2024
Generalized Fermat
560
9935*2^6603610-1
1987889
2023
561
38214850^262144+1
1987637
2024
Generalized Fermat
562
38108804^262144+1
1987321
2024
Generalized Fermat
563
37986650^262144+1
1986955
2024
Generalized Fermat
564
37787006^262144+1
1986355
2024
Generalized Fermat
565
37700936^262144+1
1986096
2024
Generalized Fermat
566
37689944^262144+1
1986063
2024
Generalized Fermat
567
37349040^262144+1
1985028
2024
Generalized Fermat
568
37047448^262144+1
1984105
2024
Generalized Fermat
569
36778106^262144+1
1983274
2024
Generalized Fermat
570
36748386^262144+1
1983182
2024
Generalized Fermat
571
36717890^262144+1
1983088
2024
Generalized Fermat
572
36210400^262144+1
1981503
2024
Generalized Fermat
573
35196086^262144+1
1978269
2024
Generalized Fermat
574
34443124^262144+1
1975807
2024
Generalized Fermat
575
33798406^262144+1
1973655
2024
Generalized Fermat
576
33491530^262144+1
1972617
2024
Generalized Fermat
577
33061466^262144+1
1971146
2024
Generalized Fermat
578
32497152^262144+1
1969186
2024
Generalized Fermat
579
32171198^262144+1
1968038
2024
Generalized Fermat
580
32067848^262144+1
1967672
2024
Generalized Fermat
581
31371484^262144+1
1965172
2024
Generalized Fermat
582
30941436^262144+1
1963601
2024
Generalized Fermat
583
554051*2^6517658-1
1962017
2023
584
115*2^6515714+1
1961428
2025
585
29645358^262144+1
1958729
2023
Generalized Fermat
586
29614286^262144+1
1958610
2023
Generalized Fermat
587
1319*2^6506224-1
1958572
2021
588
3163*2^6504943-1
1958187
2023
589
29445800^262144+1
1957960
2023
Generalized Fermat
590
322498*5^2800819-1
1957694
2019
591
29353924^262144+1
1957604
2023
Generalized Fermat
592
99*2^6502814+1
1957545
2023
593
29333122^262144+1
1957524
2023
Generalized Fermat
594
88444*5^2799269-1
1956611
2019
595
29097000^262144+1
1956604
2023
Generalized Fermat
596
28342134^262144+1
1953611
2023
Generalized Fermat
597
28259150^262144+1
1953277
2023
Generalized Fermat
598
68311*2^6487924+1
1953065
2025
599
28004468^262144+1
1952246
2023
Generalized Fermat
600
27789002^262144+1
1951367
2023
Generalized Fermat
601
13*2^6481780+1
1951212
2020
602
27615064^262144+1
1950652
2023
Generalized Fermat
603
21*2^6468257-1
1947141
2021
604
26640150^262144+1
1946560
2023
Generalized Fermat
605
26128000^262144+1
1944350
2023
Generalized Fermat
606
25875054^262144+1
1943243
2023
Generalized Fermat
607
25690360^262144+1
1942427
2023
Generalized Fermat
608
25635940^262144+1
1942186
2023
Generalized Fermat
609
25461468^262144+1
1941408
2023
Generalized Fermat
610
25333402^262144+1
1940834
2023
Generalized Fermat
611
24678636^262144+1
1937853
2023
Generalized Fermat
612
138514*5^2771922+1
1937496
2019
613
24429706^262144+1
1936699
2023
Generalized Fermat
614
33*2^6432160-1
1936275
2022
615
15*2^6429089-1
1935350
2021
616
23591460^262144+1
1932724
2023
Generalized Fermat
617
23479122^262144+1
1932181
2023
Generalized Fermat
618
398023*2^6418059-1
1932034
2013
619
22984886^262144+1
1929758
2023
Generalized Fermat
620
3^4043119+3^2021560+1
1929059
2023
Generalized unique
621
22790808^262144+1
1928793
2023
Generalized Fermat
622
141*2^6406088+1
1928427
2025
Divides GF(6406084,6)
623
22480000^262144+1
1927230
2023
Generalized Fermat
624
22479752^262144+1
1927229
2023
Generalized Fermat
625
22470828^262144+1
1927183
2023
Generalized Fermat
626
55*2^6395254+1
1925166
2023
627
20866766^262144+1
1918752
2023
Generalized Fermat
628
4*3^4020126+1
1918089
2024
Generalized Fermat
629
20710506^262144+1
1917896
2023
Generalized Fermat
630
20543682^262144+1
1916975
2023
Generalized Fermat
631
20105956^262144+1
1914523
2023
Generalized Fermat
632
631*2^6359347-1
1914357
2021
633
4965*2^6356707-1
1913564
2022
634
19859450^262144+1
1913119
2023
Generalized Fermat
635
83*2^6350644-1
1911737
2026
636
19527922^262144+1
1911202
2023
Generalized Fermat
637
19322744^262144+1
1910000
2023
Generalized Fermat
638
1995*2^6333396-1
1906546
2021
639
1582137*2^6328550+1
1905090
2009
Cullen
640
18395930^262144+1
1904404
2022
Generalized Fermat
641
17191822^262144+1
1896697
2022
Generalized Fermat
642
8681*2^6298558-1
1896059
2026
643
87*2^6293522+1
1894541
2023
644
16769618^262144+1
1893866
2022
Generalized Fermat
645
141*2^6286573+1
1892450
2025
646
16048460^262144+1
1888862
2022
Generalized Fermat
647
10^1888529-10^944264-1
1888529
2021
Near-repdigit, palindrome
648
15913772^262144+1
1887902
2022
Generalized Fermat
649
15859176^262144+1
1887511
2022
Generalized Fermat
650
3303*2^6264946-1
1885941
2021
651
15417192^262144+1
1884293
2022
Generalized Fermat
652
14741470^262144+1
1879190
2022
Generalized Fermat
653
4328927#+1
1878843
2024
Primorial
654
165*2^6237224+1
1877594
2025
655
14399216^262144+1
1876516
2021
Generalized Fermat
656
1344935*2^6231985+1
1876021
2023
657
14103144^262144+1
1874151
2021
Generalized Fermat
658
13911580^262144+1
1872594
2021
Generalized Fermat
659
165*2^6213489+1
1870449
2025
660
13640376^262144+1
1870352
2021
Generalized Fermat
661
99*2^6212108-1
1870033
2026
662
13553882^262144+1
1869628
2021
Generalized Fermat
663
8825*2^6199424-1
1866217
2023
664
13039868^262144+1
1865227
2021
Generalized Fermat
665
7*6^2396573+1
1864898
2019
666
12959788^262144+1
1864525
2021
Generalized Fermat
667
93*2^6192795-1
1864220
2026
668
69*2^6186659+1
1862372
2023
669
12582496^262144+1
1861162
2021
Generalized Fermat
670
12529818^262144+1
1860684
2020
Generalized Fermat
671
141*2^6175704+1
1859075
2025
672
12304152^262144+1
1858615
2020
Generalized Fermat
673
12189878^262144+1
1857553
2020
Generalized Fermat
674
39*2^6164630+1
1855741
2020
Divides GF(6164629,5)
675
119*2^6150335+1
1851438
2025
676
11081688^262144+1
1846702
2020
Generalized Fermat
677
10979776^262144+1
1845650
2020
Generalized Fermat
678
10829576^262144+1
1844082
2020
Generalized Fermat
679
194368*5^2638045-1
1843920
2018
680
10793312^262144+1
1843700
2020
Generalized Fermat
681
10627360^262144+1
1841936
2020
Generalized Fermat
682
10578478^262144+1
1841411
2020
Generalized Fermat
683
66916*5^2628609-1
1837324
2018
684
521921*2^6101122-1
1836627
2023
685
3*2^6090515-1
1833429
2010
686
9812766^262144+1
1832857
2020
Generalized Fermat
687
9750938^262144+1
1832137
2020
Generalized Fermat
688
8349*2^6082397-1
1830988
2021
689
9450844^262144+1
1828578
2020
Generalized Fermat
690
71*2^6070943+1
1827538
2023
691
91*2^6070821-1
1827502
2026
692
32*470^683151+1
1825448
2021
693
9125820^262144+1
1824594
2019
Generalized Fermat
694
8883864^262144+1
1821535
2019
Generalized Fermat
695
21*2^6048861+1
1820890
2020
Divides GF(6048860,5)
696
9999*2^6037057-1
1817340
2021
697
8521794^262144+1
1816798
2019
Generalized Fermat
698
6285*2^6027986-1
1814609
2024
699
33*2^6019138-1
1811943
2022
700
67*2^6018626+1
1811789
2023
701
122*123^865890+1
1809631
2024
702
6*10^1807300-1
1807301
2025
Near-repdigit
703
1583*2^5989282-1
1802957
2015
704
55*2^5982526+1
1800922
2025
Divides GF(5982524,10)
705
101806*15^1527091-1
1796004
2023
Generalized Woodall
706
91*2^5960816+1
1794387
2025
707
163*2^5945098+1
1789656
2025
708
189*2^5932506+1
1785865
2025
709
6291332^262144+1
1782250
2018
Generalized Fermat
710
6287774^262144+1
1782186
2018
Generalized Fermat
711
32*402^683113-1
1778983
2025
712
327926*5^2542838-1
1777374
2018
713
81556*5^2539960+1
1775361
2018
714
179*2^5894939+1
1774556
2025
715
5828034^262144+1
1773542
2018
Generalized Fermat
716
993*10^1768283-1
1768286
2019
Near-repdigit
717
135*2^5854694+1
1762441
2025
718
9*10^1762063-1
1762064
2020
Near-repdigit
719
93606^354294+93606^177147+1
1761304
2023
Generalized unique
720
5205422^262144+1
1760679
2018
Generalized Fermat
721
5152128^262144+1
1759508
2018
Generalized Fermat
722
195*2^5841059+1
1758337
2025
723
183*2^5814122+1
1750228
2025
724
205*2^5805562+1
1747651
2025
725
99*2^5798449+1
1745510
2025
Divides Fermat F(5798447)
726
4489246^262144+1
1743828
2018
Generalized Fermat
727
2240501*6^2240501+1
1743456
2023
Generalized Cullen
728
57*2^5785428+1
1741590
2025
729
2*3^3648969+1
1741001
2020
Divides Phi(3^3648964,2) [g427]
730
7*2^5775996+1
1738749
2012
731
101*2^5774879+1
1738414
2025
732
4246258^262144+1
1737493
2018
Generalized Fermat
733
13*2^5769387-1
1736760
2025
734
57*2^5759943+1
1733918
2025
735
3933508^262144+1
1728783
2018
Generalized Fermat
736
3853792^262144+1
1726452
2018
Generalized Fermat
737
5317*60^969015-1
1723059
2026
738
17*2^5722284-1
1722581
2026
739
3673932^262144+1
1721010
2017
Generalized Fermat
740
(10^859669-1)^2-2
1719338
2022
Near-repdigit
741
3596074^262144+1
1718572
2017
Generalized Fermat
742
3547726^262144+1
1717031
2017
Generalized Fermat
743
8*10^1715905-1
1715906
2020
Near-repdigit
744
1243*2^5686715-1
1711875
2016
745
65*2^5671355+1
1707250
2024
746
25*2^5658915-1
1703505
2021
747
1486287*14^1486287+1
1703482
2023
Generalized Cullen
748
41*2^5651731+1
1701343
2020
749
3060772^262144+1
1700222
2017
Generalized Fermat
750
9*2^5642513+1
1698567
2013
751
165*2^5633373+1
1695817
2024
752
10*3^3550446+1
1693995
2020
753
2622*11^1621920-1
1689060
2015
754
141*2^5600116+1
1685806
2024
755
81*2^5600028+1
1685779
2022
Generalized Fermat
756
2676404^262144+1
1684945
2017
Generalized Fermat
757
301562*5^2408646-1
1683577
2017
758
2611294^262144+1
1682141
2017
Generalized Fermat
759
55599^354294+55599^177147+1
1681149
2023
Generalized unique
760
2533333^262144-2533333^131072+1
1678690
2026
Generalized unique
761
171362*5^2400996-1
1678230
2017
762
2514168^262144+1
1677825
2017
Generalized Fermat
763
2507493^262144-2507493^131072+1
1677523
2025
Generalized unique
764
31*2^5560820+1
1673976
2020
Divides GF(5560819,6)
765
163*2^5550632+1
1670909
2024
766
205*2^5532904+1
1665573
2024
767
191*2^5531015+1
1665004
2024
768
13*2^5523860+1
1662849
2020
Divides Fermat F(5523858)
769
89*2^5519481+1
1661532
2024
770
252191*2^5497878-1
1655032
2012
771
2044075^262144-2044075^131072+1
1654259
2025
Generalized unique
772
2042774^262144+1
1654187
2016
Generalized Fermat
773
8*10^1652593-1
1652594
2025
Near-repdigit
774
247*2^5477512+1
1648898
2024
775
129*2^5453363+1
1641628
2024
776
1828858^262144+1
1641593
2016
Generalized Fermat
777
258317*2^5450519+1
1640776
2008
778
7*6^2104746+1
1637812
2019
779
91*2^5435752+1
1636327
2024
780
159*2^5432226+1
1635266
2024
781
193*2^5431414+1
1635021
2024
782
5*2^5429494-1
1634442
2017
783
77*2^5422903+1
1632459
2024
Divides GF(5422902,12)
784
165*2^5416628+1
1630570
2024
785
147*2^5410159+1
1628623
2024
786
285*2^5408709+1
1628187
2024
787
43*2^5408183-1
1628027
2018
788
8*815^559138-1
1627740
2024
789
1615588^262144+1
1627477
2016
Generalized Fermat
790
245*2^5404089+1
1626796
2024
791
2*296598^296598-1
1623035
2022
792
127*2^5391378+1
1622969
2024
793
1349*2^5385004-1
1621051
2017
794
1488256^262144+1
1618131
2016
Generalized Fermat
795
1243041*2^5371459-1
1616977
2025
796
153*2^5369765+1
1616463
2024
797
1415198^262144+1
1612400
2016
Generalized Fermat
798
84*730^560037+1
1603569
2024
799
93*2^5323466+1
1602525
2024
800
237*2^5315983+1
1600273
2024
801
45*2^5308037+1
1597881
2019
802
5468*70^864479-1
1595053
2022
803
131*2^5298475+1
1595003
2024
804
237*2^5291999+1
1593053
2024
805
19*2^5290209-1
1592513
2026
806
221*2^5284643+1
1590839
2024
807
92*10^1585996-1
1585998
2023
Near-repdigit
808
9*10^1585829-1
1585830
2025
Near-repdigit
809
1082083^262144-1082083^131072+1
1581846
2017
Generalized unique
810
247*2^5254234+1
1581685
2024
811
273*2^5242597+1
1578182
2024
812
7*2^5229669-1
1574289
2021
813
180062*5^2249192-1
1572123
2016
814
124125*6^2018254+1
1570512
2019
815
27*2^5213635+1
1569462
2015
816
227*2^5213195+1
1569331
2024
817
9992*10^1567410-1
1567414
2020
Near-repdigit
818
27*252^652196+1
1566186
2024
819
149*2^5196375+1
1564267
2024
820
277*2^5185268+1
1560924
2024
821
308084!+1
1557176
2022
Factorial
822
843575^262144-843575^131072+1
1553498
2017
Generalized unique
823
25*2^5152151-1
1550954
2020
824
125*2^5149981+1
1550301
2024
825
147*2^5146964+1
1549393
2024
826
53546*5^2216664-1
1549387
2016
827
773620^262144+1
1543643
2012
Generalized Fermat
828
39*2^5119458+1
1541113
2019
829
607*26^1089034+1
1540957
2021
830
7911*88^791998-1
1540031
2026
831
81*2^5115131+1
1539810
2022
Divides GF(5115128,12) [GG]
832
223*2^5105835-1
1537012
2019
833
99*10^1536527-1
1536529
2019
Near-repdigit
834
81*2^5100331+1
1535355
2022
Divides GF(5100327,6) [GG]
835
992*10^1533933-1
1533936
2019
Near-repdigit
836
51*2^5085142-1
1530782
2014
837
3*2^5082306+1
1529928
2009
Divides GF(5082303,3), GF(5082305,5)
838
676754^262144+1
1528413
2012
Generalized Fermat
839
296024*5^2185270-1
1527444
2016
840
181*2^5057960+1
1522600
2024
841
5359*2^5054502+1
1521561
2003
842
175*2^5049344+1
1520007
2024
843
183*2^5042357+1
1517903
2024
844
1405486*12^1405486-1
1516781
2023
Generalized Woodall
845
53*2^5019181+1
1510926
2023
846
6*7^1786775-1
1510001
2025
847
131*2^5013361+1
1509175
2024
848
13*2^4998362+1
1504659
2014
849
136*859^512270+1
1502999
2025
850
525094^262144+1
1499526
2012
Generalized Fermat
851
92158*5^2145024+1
1499313
2016
852
499238*10^1497714-1
1497720
2019
Generalized Woodall
853
357*2^4972628+1
1496913
2024
854
2127231*2^4972165-1
1496778
2025
855
77072*5^2139921+1
1495746
2016
856
175*2^4965756+1
1494844
2024
857
221*2^4960867+1
1493373
2024
858
375*2^4950021+1
1490108
2024
859
2*3^3123036+1
1490068
2020
860
1425*2^4943072-1
1488017
2026
861
75*2^4940218+1
1487156
2024
Divides GF(4940214,12)
862
95*2^4929067+1
1483799
2024
863
161*2^4928111+1
1483512
2024
864
51*2^4923905+1
1482245
2023
865
289*2^4911870+1
1478623
2024
Generalized Fermat
866
519397*2^4908893-1
1477730
2022
867
306398*5^2112410-1
1476517
2016
868
990520018379*2^4904483+1
1476409
2026
869
183*2^4894125+1
1473281
2024
Divides GF(4894123,3), GF(4894124,5)
870
39*684^519468-1
1472723
2023
871
195*2^4887935+1
1471418
2024
872
281*2^4886723+1
1471053
2024
873
281*2^4879761+1
1468957
2024
874
96*789^506568+1
1467569
2024
875
243*2^4872108+1
1466654
2024
876
405*2^4870240+1
1466091
2026
877
213*2^4865126+1
1464552
2024
878
265711*2^4858008+1
1462412
2008
879
154222*5^2091432+1
1461854
2015
880
1271*2^4850526-1
1460157
2012
881
507*2^4848744+1
1459621
2026
882
333*2^4846958-1
1459083
2022
883
357*2^4843507+1
1458044
2024
884
156*532^534754-1
1457695
2023
885
362978^262144-362978^131072+1
1457490
2015
Generalized unique
886
361658^262144+1
1457075
2011
Generalized Fermat
887
231*2^4836124+1
1455821
2024
888
7*10^1454508+1
1454509
2024
889
303*2^4829593+1
1453855
2024
890
100186*5^2079747-1
1453686
2015
891
375*2^4824253+1
1452248
2024
892
288465!+1
1449771
2022
Factorial
893
477*2^4810488+1
1448104
2026
894
613*2^4806816+1
1446999
2026
895
823*2^4801402+1
1445369
2026
896
15*2^4800315+1
1445040
2019
Divides GF(4800313,3), GF(4800310,5)
897
235*2^4799708+1
1444859
2024
898
347*2^4798851+1
1444601
2024
899
507*2^4797728+1
1444263
2026
900
2361*2^4797322-1
1444142
2026
901
239*2^4795541+1
1443605
2024
902
2^4792057-2^2396029+1
1442553
2014
Gaussian Mersenne norm 40, generalized unique
903
1533*2^4789999-1
1441937
2026
904
611*2^4789025+1
1441643
2026
905
469*2^4785662+1
1440631
2026
906
92*10^1439761-1
1439763
2020
Near-repdigit
907
269*2^4777025+1
1438031
2024
908
2319*2^4773769-1
1437052
2026
909
1365*2^4768348+1
1435419
2025
910
653*10^1435026-1
1435029
2014
911
615*2^4766449+1
1434847
2026
912
197*2^4765318-1
1434506
2021
913
1161*2^4763034-1
1433820
2026
914
1401*2^4759435-1
1432736
2023
915
565*2^4758676+1
1432507
2026
916
2169*2^4754343-1
1431204
2023
917
188*468^535963+1
1431156
2019
918
1809*2^4752792-1
1430737
2022
919
61*2^4749928+1
1429873
2024
920
2427*2^4749044-1
1429609
2022
921
303*2^4748019-1
1429299
2023
922
2259*2^4746735-1
1428913
2022
923
309*2^4745713-1
1428605
2023
924
44035*2^4743708+1
1428004
2025
925
545*2^4742405+1
1427609
2026
926
183*2^4740056+1
1426902
2024
927
637*2^4736974+1
1425975
2026
928
569*2^4731063+1
1424195
2026
929
2223*2^4729304-1
1423666
2022
930
633*2^4728557+1
1423441
2026
931
1851*2^4727663-1
1423172
2022
932
1725*2^4727375-1
1423085
2022
933
1611*2^4724014-1
1422074
2022
934
819*2^4720419+1
1420991
2026
935
1383*2^4719270-1
1420645
2022
936
1749*2^4717431-1
1420092
2022
937
321*2^4715725+1
1419578
2024
938
371*2^4715211+1
1419423
2024
939
2325*2^4713991-1
1419057
2022
940
3267113#-1
1418398
2021
Primorial
941
291*2^4708553+1
1417419
2024
942
625*2^4707792+1
1417190
2026
Generalized Fermat
943
641*2^4707429+1
1417081
2026
944
100*406^543228+1
1417027
2020
Generalized Fermat
945
2337*2^4705660-1
1416549
2022
946
1229*2^4703492-1
1415896
2018
947
1011*2^4702339-1
1415549
2026
948
1425*2^4700603+1
1415026
2025
949
8722*60^795580-1
1414666
2026
950
303*2^4694937+1
1413320
2024
951
717*2^4693575+1
1412910
2026
952
541*2^4692348+1
1412541
2026
953
753*2^4691853+1
1412392
2026
954
3719*30^956044-1
1412197
2023
955
6*894^478421-1
1411983
2023
956
263*2^4688269+1
1411313
2024
957
155*2^4687127+1
1410969
2024
958
144052*5^2018290+1
1410730
2015
959
195*2^4685711-1
1410542
2021
960
9*2^4683555-1
1409892
2012
961
8999*2^4682244-1
1409500
2026
962
413*2^4680833+1
1409074
2026
963
31*2^4673544+1
1406879
2019
964
34*993^469245+1
1406305
2018
965
197*2^4666979+1
1404903
2024
966
583*2^4665310+1
1404402
2026
967
483*2^4659902+1
1402773
2026
968
435*2^4659617+1
1402688
2026
969
79*2^4658115-1
1402235
2018
970
411*2^4658004+1
1402202
2026
971
39*2^4657951+1
1402185
2019
972
168*298^566667+1
1402059
2026
973
405*2^4656611+1
1401783
2026
974
413*2^4655781+1
1401533
2026
975
4*650^498101-1
1401116
2021
976
543*2^4649628+1
1399681
2026
977
441*2^4646611+1
1398772
2026
978
599*2^4646047+1
1398603
2026
979
11*2^4643238-1
1397755
2014
980
884411*38^884411+1
1397184
2023
Generalized Cullen
981
68*995^465908-1
1396712
2017
982
7*6^1793775+1
1395830
2019
983
269*2^4636583+1
1395753
2024
984
819*2^4633742+1
1394899
2026
985
765*2^4633190+1
1394733
2026
986
117*2^4632990+1
1394672
2024
987
415*2^4629610+1
1393655
2026
988
1981*2^4629036+1
1393482
2026
989
659*2^4627699+1
1393080
2026
990
213*2^4625484+1
1392412
2024
991
2*914^469757+1
1390926
2025
992
1425*2^4618342+1
1390263
2024
993
153*48^825719+1
1388236
2026
994
4*7^1640811+1
1386647
2024
995
192098^262144-192098^131072+1
1385044
2015
Generalized unique
996
455*2^4598467+1
1384280
2026
997
561*2^4595457+1
1383374
2026
998
339*2^4592225+1
1382401
2024
999
763*2^4591746+1
1382257
2026
1000
6*10^1380098+1
1380099
2023
1001
27*2^4583717-1
1379838
2014
1002
221*2^4578577+1
1378292
2024
1003
359*2^4578161+1
1378167
2024
1004
3^2888387-3^1444194+1
1378111
2023
Generalized unique
1005
775*2^4571316+1
1376107
2026
1006
823*2^4570664+1
1375910
2026
1007
823*2^4564836+1
1374156
2026
1008
817*2^4564042+1
1373917
2026
1009
579*2^4563430+1
1373733
2026
1010
1198433*14^1198433+1
1373564
2023
Generalized Cullen
1011
67*2^4561350+1
1373105
2024
1012
779*2^4558221+1
1372165
2026
1013
121*2^4553899-1
1370863
2012
1014
695*2^4553531+1
1370753
2026
1015
231*2^4552115+1
1370326
2024
1016
223*2^4549924+1
1369666
2024
1017
46278*5^1957771+1
1368428
2025
1018
9473*2^4543680-1
1367788
2022
1019
27*2^4542344-1
1367384
2014
1020
417*2^4539143+1
1366421
2026
1021
29*2^4532463+1
1364409
2019
1022
801*2^4519857+1
1360616
2026
1023
4*797^468702+1
1359920
2017
Generalized Fermat
1024
535*2^4517274+1
1359838
2026
1025
547*2^4511988+1
1358247
2026
1026
607*2^4504926+1
1356121
2026
1027
445*2^4501292+1
1355027
2026
1028
649*2^4498870+1
1354298
2026
1029
599*2^4498795+1
1354276
2026
1030
923*2^4497653+1
1353932
2026
1031
241*24^980881-1
1353826
2025
1032
145310^262144+1
1353265
2011
Generalized Fermat
1033
2*3^2834778-1
1352534
2024
1034
479*2^4492481+1
1352375
2024
1035
881*2^4489747+1
1351552
2026
1036
373*2^4487274+1
1350807
2024
1037
527*2^4486247+1
1350498
2024
1038
23964*5^1931969-1
1350393
2025
1039
1047*2^4484668+1
1350023
2026
1040
25*2^4481024+1
1348925
2019
Generalized Fermat
1041
83*2^4479409+1
1348439
2024
1042
591*2^4475388+1
1347229
2026
1043
779*2^4475055+1
1347129
2026
1044
417*2^4473466+1
1346651
2024
1045
81*536^493229+1
1346106
2023
1046
303*2^4471002-1
1345909
2022
1047
1425*2^4469783+1
1345542
2023
1048
945*2^4468533+1
1345166
2026
1049
2*1283^432757+1
1345108
2019
Divides Phi(1283^432757,2)
1050
735*2^4464323+1
1343898
2026
1051
869*2^4464279+1
1343885
2026
1052
1-V(-2,-2,3074821)-2^3074821
1342125
2024
1053
447*2^4457132+1
1341734
2024
1054
1093*2^4457068+1
1341715
2026
1055
36772*6^1723287-1
1340983
2014
1056
673*2^4450598+1
1339767
2026
1057
583854*14^1167708-1
1338349
2019
Generalized Woodall
1058
725*2^4437841+1
1335927
2026
1059
20*634^476756-1
1335915
2023
1060
297*2^4432947+1
1334453
2023
1061
85*2^4432870+1
1334429
2023
1062
969*2^4432638+1
1334360
2026
1063
1045*2^4430448+1
1333701
2026
1064
1581*24^965869-1
1333107
2025
1065
1065*2^4425698+1
1332271
2026
1066
719*2^4424985+1
1332057
2026
1067
151*2^4424321-1
1331856
2016
1068
849*2^4422543+1
1331322
2026
1069
231*2^4422227+1
1331226
2023
1070
131*2^4421071+1
1330878
2023
1071
225*2^4419349+1
1330359
2023
1072
889*2^4417858+1
1329911
2026
1073
1485*2^4416137+1
1329393
2024
1074
469*2^4414802+1
1328991
2023
1075
655*2^4413710+1
1328662
2026
1076
62*905^449123+1
1327901
2026
1077
549*2^4411029+1
1327855
2023
1078
445*2^4410256+1
1327622
2023
1079
613*2^4410230+1
1327615
2026
1080
609*2^4401634+1
1325027
2026
1081
957*2^4398690+1
1324141
2026
1082
259*2^4395550+1
1323195
2023
1083
219*2^4394846+1
1322983
2023
1084
1087*2^4392660+1
1322326
2026
1085
733*2^4386196+1
1320380
2026
1086
1099*2^4384042+1
1319732
2026
1087
1425*2^4382970-1
1319409
2026
1088
943*2^4382844+1
1319371
2026
1089
1071*2^4382605+1
1319299
2026
1090
831*2^4380595+1
1318694
2026
1091
963*2^4380310+1
1318608
2026
1092
719*2^4379169+1
1318265
2026
1093
927*2^4379168+1
1318264
2026
1094
165*2^4379097+1
1318242
2023
1095
183*2^4379002+1
1318214
2023
1096
937*2^4378180+1
1317967
2026
1097
1455*2^4376470+1
1317452
2023
1098
713*2^4375865+1
1317270
2026
1099
165*2^4375458+1
1317147
2023
1100
903*2^4374933+1
1316990
2026
1101
195*2^4373994-1
1316706
2020
1102
381*2^4373129+1
1316446
2023
1103
2008551*2^4371904+1
1316081
2025
1104
(10^657559-1)^2-2
1315118
2022
Near-repdigit
1105
855*2^4368658+1
1315101
2026
1106
1023*2^4366941+1
1314584
2026
1107
49*2^4365175-1
1314051
2017
1108
49*2^4360869-1
1312755
2017
1109
253*2^4358512+1
1312046
2023
1110
219*2^4354805+1
1310930
2023
1111
605*2^4353245+1
1310461
2026
1112
249*2^4351621+1
1309971
2023
1113
159*2^4348734+1
1309102
2023
1114
115*2^4347620+1
1308767
2023
1115
1029*2^4346502+1
1308431
2026
1116
533*2^4338237+1
1305943
2023
1117
141*2^4337804+1
1305812
2023
1118
813*2^4335309+1
1305061
2026
1119
999*2^4334852-1
1304924
2026
1120
363*2^4334518+1
1304823
2023
1121
299*2^4333939+1
1304649
2023
1122
1031*2^4333919+1
1304643
2026
1123
13*2^4333087-1
1304391
2018
1124
1007*2^4332776-1
1304299
2025
1125
353159*2^4331116-1
1303802
2011
1126
195*2^4330189+1
1303520
2023
1127
939*2^4328599+1
1303042
2026
1128
1121*2^4327799+1
1302801
2026
1129
145*2^4327756+1
1302787
2023
1130
609*2^4321418+1
1300880
2026
1131
1017*2^4311380+1
1297858
2026
1132
31*980^433853-1
1297754
2025
1133
855*2^4310877+1
1297707
2026
1134
843*2^4310840+1
1297696
2026
1135
9959*2^4308760-1
1297071
2022
1136
195*2^4304861+1
1295895
2023
1137
843*2^4301562+1
1294903
2026
1138
23*2^4300741+1
1294654
2019
1139
682156*79^682156+1
1294484
2016
Generalized Cullen
1140
141941*2^4299438-1
1294265
2011
1141
1143*2^4297937+1
1293812
2026
1142
87*2^4297718+1
1293744
2023
1143
699*2^4295654+1
1293124
2026
1144
22*905^437285-1
1292900
2024
1145
435*2^4292968+1
1292315
2023
1146
795*2^4292436+1
1292155
2026
1147
993149*20^993149+1
1292123
2023
Generalized Cullen
1148
645*2^4290935+1
1291703
2026
1149
765*2^4288778+1
1291054
2026
1150
623*2^4288273+1
1290902
2026
1151
899*2^4285635+1
1290108
2026
1152
915*2^4283070+1
1289336
2026
1153
1009*2^4282501-1
1289165
2025
1154
415*2^4280864+1
1288672
2023
1155
79*2^4279006+1
1288112
2023
1156
1165*2^4276638+1
1287400
2026
1157
981*2^4275641+1
1287100
2026
1158
205*2^4270310+1
1285494
2023
1159
483*2^4270112+1
1285435
2023
1160
1003*2^4270098+1
1285431
2026
1161
957*2^4268430+1
1284929
2026
1162
123*2^4266441+1
1284329
2023
1163
617*2^4263387+1
1283411
2026
1164
753*2^4260184+1
1282447
2026
1165
1089*2^4259323+1
1282188
2026
1166
1023*2^4256244+1
1281261
2026
1167
999*2^4255666+1
1281087
2026
1168
612749*2^4254500-1
1280738
2022
1169
3883403*2^4254462-1
1280728
2025
1170
739*2^4253438+1
1280416
2026
1171
223*2^4252660+1
1280181
2023
1172
1644731*6^1644731+1
1279856
2023
Generalized Cullen
1173
38*380^495986-1
1279539
2023
1174
1023*2^4249746+1
1279305
2026
1175
2*1151^417747+1
1278756
2019
Divides Phi(1151^417747,2)
1176
166*716^447858+1
1278598
2026
1177
15*2^4246384+1
1278291
2013
Divides GF(4246381,6)
1178
803*2^4241601+1
1276853
2026
1179
905*2^4238049+1
1275783
2026
1180
3*2^4235414-1
1274988
2008
1181
2*1259^411259+1
1274914
2020
Divides Phi(1259^411259,2)
1182
93*2^4232892+1
1274230
2023
1183
131*2^4227493+1
1272605
2023
1184
45*436^481613+1
1271213
2020
1185
855*2^4217734+1
1269668
2026
1186
109208*5^1816285+1
1269534
2014
1187
435*2^4216447+1
1269280
2023
1188
995*2^4216057+1
1269163
2026
1189
1091*2^4215518-1
1269001
2018
1190
989*2^4215379+1
1268959
2026
1191
879*2^4212887+1
1268209
2026
1192
1085*2^4212787+1
1268179
2026
1193
1095*2^4212443+1
1268075
2026
1194
1011*2^4211111+1
1267674
2026
1195
959*2^4208867+1
1266999
2026
1196
191*2^4203426-1
1265360
2012
1197
807*2^4202631+1
1265121
2026
1198
10666*24^916019-1
1264304
2025
1199
269*2^4198809+1
1263970
2023
1200
545*2^4198333+1
1263827
2023
1201
53*2^4197093+1
1263453
2023
1202
1023*2^4196940+1
1263408
2026
1203
1259*2^4196028-1
1263134
2016
1204
647*2^4195295+1
1262913
2026
1205
329*2^4193199+1
1262282
2023
1206
141*2^4192911+1
1262195
2023
Divides Fermat F(4192909)
1207
20219*24^914407+1
1262080
2025
1208
967*2^4191198+1
1261680
2026
1209
325918*5^1803339-1
1260486
2014
1210
955*2^4184016+1
1259518
2026
1211
1159*2^4179814+1
1258253
2026
1212
1160*745^438053-1
1258160
2025
1213
16723*820^431579+1
1257546
2025
1214
345*2^4173969+1
1256493
2023
1215
599*2^4173177+1
1256255
2026
1216
729*2^4172578+1
1256074
2026
Generalized Fermat
1217
753*2^4171717+1
1255815
2026
1218
1047*2^4166992+1
1254393
2026
1219
161*2^4164267+1
1253572
2023
1220
20611*24^908013-1
1253255
2025
1221
135*2^4162529+1
1253049
2023
Divides GF(4162525,10)
1222
177*2^4162494+1
1253038
2023
1223
237*2^4153348+1
1250285
2023
1224
1029*2^4152071+1
1249901
2026
1225
69*2^4151165+1
1249628
2023
1226
747*2^4150119+1
1249314
2026
1227
697*2^4146780+1
1248309
2026
1228
133778*5^1785689+1
1248149
2014
1229
201*2^4146003+1
1248074
2023
1230
755*2^4143781+1
1247406
2026
1231
15921*24^903076+1
1246440
2025
1232
1147*2^4136176+1
1245117
2026
1233
329*2^4136019+1
1245069
2023
1234
562*87^641685-1
1244564
2026
1235
81*2^4131975+1
1243851
2022
1236
459*2^4129577+1
1243130
2023
1237
551*2^4126303+1
1242144
2023
1238
1115*2^4124111+1
1241485
2026
1239
363*2^4119017+1
1239951
2023
1240
20731*24^897326+1
1238504
2025
1241
105*2^4113039+1
1238151
2023
1242
204*532^454080-1
1237785
2023
1243
41*684^436354+1
1237090
2023
1244
955*2^4107822+1
1236581
2026
1245
17*2^4107544-1
1236496
2015
1246
261*2^4106385+1
1236148
2023
1247
24032*5^1768249+1
1235958
2014
1248
172*159^561319-1
1235689
2017
1249
1077*2^4102616+1
1235014
2026
1250
731*2^4102409+1
1234952
2026
1251
1115*2^4101159+1
1234575
2026
1252
10^1234567-20342924302*10^617278-1
1234567
2021
Palindrome
1253
10^1234567-1927633367291*10^617277-1
1234567
2023
Palindrome
1254
10^1234567-3626840486263*10^617277-1
1234567
2021
Palindrome
1255
10^1234567-4708229228074*10^617277-1
1234567
2021
Palindrome
1256
67*2^4100746+1
1234450
2023
1257
191*2^4099097+1
1233954
2023
1258
325*2^4097700+1
1233534
2023
1259
519*2^4095491+1
1232869
2023
1260
111*2^4091044+1
1231530
2023
Divides GF(4091041,3)
1261
1182072*11^1182072-1
1231008
2023
Generalized Woodall
1262
1019*2^4088075+1
1230637
2026
1263
64*425^467857-1
1229712
2021
1264
1007*2^4084946-1
1229695
2025
1265
643*2^4082060+1
1228826
2026
1266
9721*24^890258+1
1228749
2025
1267
8*558^447047+1
1227876
2024
1268
163*778^424575+1
1227440
2024
1269
705*2^4075468+1
1226841
2026
1270
381*2^4069617+1
1225080
2023
1271
569*2^4069283+1
1224979
2026
1272
9*10^1224889-1
1224890
2025
Near-repdigit
1273
97*2^4066717-1
1224206
2019
1274
1079*2^4066213+1
1224056
2026
1275
95*2^4063895+1
1223357
2023
1276
79*2^4062818+1
1223032
2023
1277
987*2^4061658+1
1222684
2026
1278
1031*2^4054974-1
1220672
2017
1279
723*2^4054404+1
1220501
2026
1280
309*2^4054114+1
1220413
2023
1281
2022202116^131072+1
1219734
2022
Generalized Fermat
1282
1039*2^4051670+1
1219678
2026
1283
585*2^4049347+1
1218978
2026
1284
37*2^4046360+1
1218078
2019
1285
199*754^423309+1
1218020
2026
1286
837*2^4044971+1
1217661
2026
1287
141*2^4043116+1
1217102
2023
1288
21744*5^1740189+1
1216345
2025
1289
807*2^4037587+1
1215438
2025
1290
1031*2^4037201+1
1215322
2025
1291
897*2^4035223+1
1214727
2025
1292
160*984^405697+1
1214252
2026
1293
172*360^474814+1
1213771
2025
1294
39653*430^460397-1
1212446
2016
1295
1777034894^131072+1
1212377
2022
Generalized Fermat
1296
141*2^4024411+1
1211471
2023
1297
745*2^4023044+1
1211060
2025
1298
515*2^4021165+1
1210494
2023
1299
605*2^4021103+1
1210476
2025
1300
981*2^4018797+1
1209782
2025
1301
73*2^4016912+1
1209213
2023
1302
873*2^4016748+1
1209165
2025
1303
40734^262144+1
1208473
2011
Generalized Fermat
1304
235*2^4013398+1
1208156
2023
1305
755*2^4010351+1
1207239
2025
1306
9*2^4005979-1
1205921
2012
1307
417*2^4003224+1
1205094
2023
1308
567*2^4001998+1
1204725
2025
1309
18576*5^1723294+1
1204536
2025
1310
12*68^656921+1
1203815
2016
1311
921*2^3996981+1
1203215
2025
1312
1926*187^529606-1
1203185
2026
1313
855*2^3996465+1
1203059
2025
1314
67*688^423893+1
1202836
2017
1315
221*2^3992723+1
1201932
2023
1316
213*2^3990702+1
1201324
2023
1317
1003*2^3988048+1
1200526
2025
1318
1185*2^3987910+1
1200484
2025
1319
1993191*2^3986382-1
1200027
2015
Generalized Woodall
1320
1429787556^131072+1
1200000
2025
Generalized Fermat
1321
163*2^3984604+1
1199488
2023
1322
725*2^3983355+1
1199113
2023
1323
(146^276995+1)^2-2
1199030
2022
1324
455*2^3981067+1
1198424
2023
1325
138172*5^1714207-1
1198185
2014
1326
50*383^463313+1
1196832
2021
1327
561*48^711808+1
1196724
2026
1328
339*2^3974295+1
1196385
2023
1329
699*2^3974045+1
1196310
2023
1330
416711656411*2^3972589-1
1195881
2026
1331
1202113^196608-1202113^98304+1
1195366
2016
Generalized unique
1332
795*2^3969719+1
1195008
2025
1333
855*2^3968567+1
1194661
2025
1334
29*2^3964697+1
1193495
2019
1335
921*2^3964356+1
1193394
2025
1336
599*2^3963655+1
1193182
2023
1337
683*2^3962937+1
1192966
2023
1338
39*2^3961129+1
1192421
2019
1339
165*2^3960664+1
1192281
2023
1340
79*2^3957238+1
1191250
2023
1341
1083*2^3956937+1
1191160
2025
1342
687*2^3955918+1
1190853
2023
Divides GF(3955915,6)
1343
163*2^3954818+1
1190522
2023
1344
987*2^3954743+1
1190500
2025
1345
431*2^3953647+1
1190169
2023
1346
466542*355^466542-1
1189795
2025
Generalized Woodall
1347
13347*42^732816-1
1189548
2026
1348
767*2^3949751+1
1188997
2025
1349
1110815^196608-1110815^98304+1
1188622
2016
Generalized unique
1350
127162!^2+1
1187715
2025
1351
997*2^3944690+1
1187474
2025
1352
1085*2^3943263+1
1187044
2025
Divides Fermat F(3943261)
1353
341*2^3938565+1
1185629
2023
1354
503*2^3936845+1
1185112
2023
1355
717*2^3934760+1
1184484
2023
1356
6555*2^3934018-1
1184262
2025
1357
759*2^3933042+1
1183967
2025
1358
1003*2^3932090+1
1183681
2025
Divides GF(3932089,6)
1359
57*2^3930950-1
1183336
2026
1360
493*2^3929192+1
1182808
2023
1361
273*2^3929128+1
1182788
2023
1362
609*2^3928682+1
1182654
2023
1363
609*2^3928441+1
1182582
2023
1364
1334*7^1398969-1
1182270
2025
1365
281*2^3926467+1
1181987
2023
1366
867*2^3923783+1
1181180
2025
1367
153*2^3922478+1
1180786
2023
1368
69*2^3920863+1
1180300
2023
1369
1017*2^3920512+1
1180195
2025
1370
273*2^3919321+1
1179836
2023
1371
531*2^3918985+1
1179735
2023
1372
1000032472^131072+1
1179650
2022
Generalized Fermat
1373
555*2^3916875+1
1179100
2023
1374
571*2^3910616+1
1177216
2023
1375
913*2^3906468+1
1175968
2025
1376
421*2^3905144+1
1175569
2023
1377
837*2^3902111+1
1174656
2025
1378
807*2^3901696+1
1174531
2025
1379
975*2^3900804+1
1174263
2025
1380
P1174253
1174253
2022
1381
567*2^3897588+1
1173294
2023
1382
417*2^3895404+1
1172637
2023
1383
539*2^3894953+1
1172501
2023
1384
817*2^3894442+1
1172347
2025
1385
47*2^3894414-1
1172338
2026
1386
645*2^3893849+1
1172169
2023
1387
929*2^3893187+1
1171970
2025
1388
818764*3^2456293-1
1171956
2023
Generalized Woodall
1389
22478*5^1675150-1
1170884
2014
1390
1199*2^3889576-1
1170883
2018
1391
298989*2^3886857+1
1170067
2014
Generalized Cullen
1392
93*10^1170023-1
1170025
2022
Near-repdigit
1393
711*2^3886480+1
1169950
2023
1394
1099*2^3886398+1
1169926
2025
1395
791763*30^791763+1
1169536
2026
Generalized Cullen
1396
375*2^3884634+1
1169394
2023
1397
445583*2^3883406-1
1169028
2025
1398
885*2^3883077+1
1168926
2025
1399
94*872^397354+1
1168428
2019
1400
571140*111^571140+1
1168172
2025
Generalized Cullen
1401
1031*2^3877849+1
1167352
2025
1402
269*2^3877485+1
1167242
2023
1403
111*2^3875095-1
1166522
2025
1404
1029*2^3874683+1
1166399
2025
1405
163*2^3874556+1
1166360
2023
Divides GF(3874552,5)
1406
1365*2^3872811+1
1165836
2023
1407
313*2^3869536+1
1164849
2023
1408
1023*2^3868914+1
1164663
2025
1409
95*2^3866678-1
1163989
2026
1410
159*2^3860863+1
1162238
2023
1411
445*2^3860780+1
1162214
2023
1412
397*2^3859450+1
1161813
2023
1413
685*2^3856790+1
1161013
2023
1414
27*2^3855094-1
1160501
2012
1415
937*2^3855022+1
1160481
2025
1416
537*2^3853860+1
1160131
2022
1417
927*2^3853850+1
1160128
2025
1418
164*978^387920-1
1160015
2018
1419
865*2^3853066+1
1159892
2025
1420
175*2^3850344+1
1159072
2022
1421
685*2^3847268+1
1158146
2022
1422
655*2^3846352+1
1157871
2022
1423
583*2^3846196+1
1157824
2022
1424
615*2^3844151+1
1157208
2022
1425
14772*241^485468-1
1156398
2022
1426
525*2^3840963+1
1156248
2022
1427
313*2^3837304+1
1155147
2022
1428
1005*2^3837247+1
1155130
2025
1429
49*2^3837090+1
1155081
2019
Generalized Fermat
1430
431*2^3835247+1
1154528
2022
1431
97*2^3833722+1
1154068
2022
1432
1003*2^3833686+1
1154058
2025
1433
1167*2^3832603+1
1153732
2025
1434
793*2^3832174+1
1153603
2025
1435
957*2^3829576+1
1152821
2025
1436
2*839^394257+1
1152714
2019
Divides Phi(839^394257,2)
1437
125*392^444161+1
1151839
2022
1438
817*2^3826096+1
1151773
2025
1439
12969*24^834325+1
1151549
2025
1440
255*2^3824348+1
1151246
2022
1441
30*514^424652-1
1151218
2017
1442
569*2^3823191+1
1150898
2022
1443
24518^262144+1
1150678
2008
Generalized Fermat
1444
959*2^3821971+1
1150531
2025
1445
563*2^3819237+1
1149708
2022
1446
345*2^3817949+1
1149320
2022
1447
700219^196608-700219^98304+1
1149220
2016
Generalized unique
1448
241*2^3815727-1
1148651
2019
1449
351*2^3815467+1
1148573
2022
1450
9*10^1148275-1
1148276
2025
Near-repdigit
1451
109*980^383669-1
1147643
2018
1452
427*2^3811610+1
1147412
2022
1453
569*2^3810475+1
1147071
2022
1454
213*2^3807864+1
1146284
2022
1455
765*2^3807519+1
1146181
2025
1456
87*2^3806438+1
1145854
2022
1457
369*2^3805321+1
1145519
2022
1458
123547*2^3804809-1
1145367
2011
1459
2564*75^610753+1
1145203
2014
1460
539*2^3801705+1
1144430
2022
1461
159*2^3801463+1
1144357
2022
1462
235*2^3801284+1
1144303
2022
1463
660955^196608-660955^98304+1
1144293
2016
Generalized unique
1464
893*2^3800793+1
1144156
2025
1465
519*2^3800625+1
1144105
2022
1466
779*2^3799613+1
1143801
2025
1467
855*2^3798877+1
1143579
2025
1468
281*2^3798465+1
1143455
2022
1469
1061*2^3798429+1
1143445
2025
1470
166*443^432000+1
1143249
2020
1471
85*2^3797698+1
1143223
2022
1472
326834*5^1634978-1
1142807
2014
1473
873*2^3796065+1
1142733
2025
1474
459*2^3795969+1
1142704
2022
1475
5317*60^642543-1
1142543
2026
1476
789*2^3795409+1
1142535
2025
1477
517090142^131072+1
1142105
2026
Generalized Fermat
1478
516939298^131072+1
1142088
2026
Generalized Fermat
1479
516611188^131072+1
1142052
2026
Generalized Fermat
1480
516529280^131072+1
1142043
2026
Generalized Fermat
1481
515889462^131072+1
1141973
2026
Generalized Fermat
1482
515522886^131072+1
1141932
2026
Generalized Fermat
1483
515322576^131072+1
1141910
2026
Generalized Fermat
1484
515051740^131072+1
1141880
2026
Generalized Fermat
1485
515034940^131072+1
1141878
2026
Generalized Fermat
1486
105*298^461505-1
1141866
2023
1487
514644574^131072+1
1141835
2026
Generalized Fermat
1488
514375406^131072+1
1141805
2026
Generalized Fermat
1489
514152400^131072+1
1141781
2026
Generalized Fermat
1490
514144280^131072+1
1141780
2026
Generalized Fermat
1491
514091306^131072+1
1141774
2026
Generalized Fermat
1492
513954708^131072+1
1141759
2026
Generalized Fermat
1493
513899816^131072+1
1141753
2026
Generalized Fermat
1494
513397270^131072+1
1141697
2026
Generalized Fermat
1495
513292702^131072+1
1141685
2026
Generalized Fermat
1496
513113534^131072+1
1141666
2026
Generalized Fermat
1497
512953166^131072+1
1141648
2026
Generalized Fermat
1498
512798124^131072+1
1141631
2026
Generalized Fermat
1499
512234556^131072+1
1141568
2026
Generalized Fermat
1500
512120390^131072+1
1141555
2026
Generalized Fermat
1501
511972770^131072+1
1141539
2026
Generalized Fermat
1502
511540874^131072+1
1141491
2026
Generalized Fermat
1503
511506568^131072+1
1141487
2026
Generalized Fermat
1504
511053144^131072+1
1141437
2026
Generalized Fermat
1505
511007700^131072+1
1141432
2026
Generalized Fermat
1506
510345404^131072+1
1141358
2026
Generalized Fermat
1507
510027638^131072+1
1141322
2026
Generalized Fermat
1508
509989132^131072+1
1141318
2026
Generalized Fermat
1509
509362786^131072+1
1141248
2026
Generalized Fermat
1510
509282934^131072+1
1141239
2026
Generalized Fermat
1511
509082780^131072+1
1141217
2026
Generalized Fermat
1512
508723028^131072+1
1141176
2026
Generalized Fermat
1513
508657154^131072+1
1141169
2026
Generalized Fermat
1514
508541758^131072+1
1141156
2026
Generalized Fermat
1515
507959226^131072+1
1141091
2026
Generalized Fermat
1516
507855678^131072+1
1141079
2026
Generalized Fermat
1517
507844568^131072+1
1141078
2026
Generalized Fermat
1518
507520102^131072+1
1141042
2026
Generalized Fermat
1519
507405420^131072+1
1141029
2026
Generalized Fermat
1520
507175716^131072+1
1141003
2026
Generalized Fermat
1521
506781324^131072+1
1140959
2026
Generalized Fermat
1522
506629450^131072+1
1140942
2026
Generalized Fermat
1523
506049198^131072+1
1140876
2026
Generalized Fermat
1524
506027936^131072+1
1140874
2026
Generalized Fermat
1525
505991970^131072+1
1140870
2026
Generalized Fermat
1526
505880306^131072+1
1140857
2026
Generalized Fermat
1527
505561152^131072+1
1140822
2026
Generalized Fermat
1528
505203610^131072+1
1140781
2026
Generalized Fermat
1529
505176432^131072+1
1140778
2026
Generalized Fermat
1530
504805078^131072+1
1140736
2026
Generalized Fermat
1531
504389626^131072+1
1140689
2026
Generalized Fermat
1532
504302784^131072+1
1140680
2026
Generalized Fermat
1533
504254636^131072+1
1140674
2026
Generalized Fermat
1534
503044648^131072+1
1140537
2026
Generalized Fermat
1535
502778194^131072+1
1140507
2026
Generalized Fermat
1536
502370852^131072+1
1140461
2026
Generalized Fermat
1537
501994154^131072+1
1140418
2026
Generalized Fermat
1538
501787222^131072+1
1140395
2026
Generalized Fermat
1539
501739586^131072+1
1140390
2026
Generalized Fermat
1540
501419782^131072+1
1140353
2026
Generalized Fermat
1541
501275064^131072+1
1140337
2026
Generalized Fermat
1542
501100136^131072+1
1140317
2026
Generalized Fermat
1543
500849792^131072+1
1140289
2026
Generalized Fermat
1544
500722726^131072+1
1140274
2026
Generalized Fermat
1545
500689702^131072+1
1140270
2026
Generalized Fermat
1546
500629134^131072+1
1140263
2026
Generalized Fermat
1547
500599700^131072+1
1140260
2026
Generalized Fermat
1548
500574592^131072+1
1140257
2026
Generalized Fermat
1549
500529760^131072+1
1140252
2026
Generalized Fermat
1550
500046444^131072+1
1140197
2026
Generalized Fermat
1551
500008398^131072+1
1140193
2026
Generalized Fermat
1552
499641302^131072+1
1140151
2026
Generalized Fermat
1553
499079964^131072+1
1140087
2026
Generalized Fermat
1554
499073026^131072+1
1140086
2026
Generalized Fermat
1555
498919766^131072+1
1140069
2026
Generalized Fermat
1556
498895596^131072+1
1140066
2026
Generalized Fermat
1557
498146262^131072+1
1139980
2026
Generalized Fermat
1558
498094922^131072+1
1139975
2026
Generalized Fermat
1559
497895320^131072+1
1139952
2026
Generalized Fermat
1560
945*2^3786772+1
1139935
2025
1561
497747906^131072+1
1139935
2026
Generalized Fermat
1562
497147380^131072+1
1139866
2026
Generalized Fermat
1563
496592584^131072+1
1139803
2026
Generalized Fermat
1564
496436806^131072+1
1139785
2026
Generalized Fermat
1565
496205914^131072+1
1139758
2026
Generalized Fermat
1566
963*2^3786073+1
1139725
2025
1567
495874722^131072+1
1139720
2026
Generalized Fermat
1568
495725870^131072+1
1139703
2026
Generalized Fermat
1569
495708556^131072+1
1139701
2026
Generalized Fermat
1570
495565984^131072+1
1139685
2026
Generalized Fermat
1571
494897788^131072+1
1139608
2026
Generalized Fermat
1572
494294752^131072+1
1139539
2026
Generalized Fermat
1573
493925434^131072+1
1139496
2026
Generalized Fermat
1574
493315732^131072+1
1139426
2026
Generalized Fermat
1575
492787090^131072+1
1139365
2026
Generalized Fermat
1576
492765052^131072+1
1139362
2026
Generalized Fermat
1577
492760866^131072+1
1139362
2026
Generalized Fermat
1578
492225698^131072+1
1139300
2026
Generalized Fermat
1579
492204374^131072+1
1139297
2026
Generalized Fermat
1580
492013510^131072+1
1139275
2026
Generalized Fermat
1581
491891628^131072+1
1139261
2026
Generalized Fermat
1582
491453490^131072+1
1139210
2026
Generalized Fermat
1583
490890886^131072+1
1139145
2026
Generalized Fermat
1584
490415264^131072+1
1139090
2026
Generalized Fermat
1585
490324942^131072+1
1139080
2026
Generalized Fermat
1586
490019832^131072+1
1139044
2026
Generalized Fermat
1587
489887458^131072+1
1139029
2026
Generalized Fermat
1588
489268682^131072+1
1138957
2026
Generalized Fermat
1589
489256184^131072+1
1138955
2026
Generalized Fermat
1590
488384592^131072+1
1138854
2026
Generalized Fermat
1591
488211624^131072+1
1138834
2026
Generalized Fermat
1592
487954252^131072+1
1138804
2026
Generalized Fermat
1593
487863880^131072+1
1138793
2026
Generalized Fermat
1594
487846298^131072+1
1138791
2026
Generalized Fermat
1595
487795790^131072+1
1138785
2026
Generalized Fermat
1596
487495766^131072+1
1138750
2026
Generalized Fermat
1597
487166312^131072+1
1138712
2026
Generalized Fermat
1598
487060178^131072+1
1138699
2026
Generalized Fermat
1599
486554562^131072+1
1138640
2026
Generalized Fermat
1600
485638920^131072+1
1138533
2026
Generalized Fermat
1601
485373018^131072+1
1138502
2026
Generalized Fermat
1602
485228042^131072+1
1138485
2026
Generalized Fermat
1603
484962424^131072+1
1138454
2026
Generalized Fermat
1604
484160156^131072+1
1138359
2026
Generalized Fermat
1605
484122466^131072+1
1138355
2026
Generalized Fermat
1606
483955252^131072+1
1138335
2026
Generalized Fermat
1607
483619722^131072+1
1138296
2026
Generalized Fermat
1608
482720488^131072+1
1138190
2026
Generalized Fermat
1609
482421348^131072+1
1138155
2026
Generalized Fermat
1610
482157264^131072+1
1138123
2026
Generalized Fermat
1611
482009080^131072+1
1138106
2026
Generalized Fermat
1612
481745250^131072+1
1138075
2026
Generalized Fermat
1613
481717484^131072+1
1138071
2026
Generalized Fermat
1614
481278824^131072+1
1138020
2026
Generalized Fermat
1615
481191450^131072+1
1138009
2026
Generalized Fermat
1616
447*2^3780151+1
1137942
2022
1617
480335494^131072+1
1137908
2026
Generalized Fermat
1618
480315980^131072+1
1137906
2026
Generalized Fermat
1619
480297328^131072+1
1137903
2026
Generalized Fermat
1620
345*2^3779921+1
1137873
2022
1621
477*2^3779871+1
1137858
2022
1622
479605186^131072+1
1137821
2026
Generalized Fermat
1623
479591498^131072+1
1137820
2026
Generalized Fermat
1624
479410634^131072+1
1137798
2026
Generalized Fermat
1625
479319442^131072+1
1137787
2026
Generalized Fermat
1626
116778*5^1627724-1
1137736
2025
1627
478812392^131072+1
1137727
2026
Generalized Fermat
1628
478527428^131072+1
1137693
2026
Generalized Fermat
1629
478288216^131072+1
1137665
2026
Generalized Fermat
1630
478061994^131072+1
1137638
2026
Generalized Fermat
1631
477997996^131072+1
1137630
2026
Generalized Fermat
1632
477771668^131072+1
1137603
2026
Generalized Fermat
1633
477622706^131072+1
1137586
2026
Generalized Fermat
1634
477603046^131072+1
1137583
2026
Generalized Fermat
1635
477422094^131072+1
1137562
2026
Generalized Fermat
1636
477054410^131072+1
1137518
2026
Generalized Fermat
1637
476759632^131072+1
1137483
2026
Generalized Fermat
1638
476541126^131072+1
1137456
2026
Generalized Fermat
1639
476087386^131072+1
1137402
2026
Generalized Fermat
1640
476072412^131072+1
1137400
2026
Generalized Fermat
1641
1145*2^3778331+1
1137395
2025
1642
475762892^131072+1
1137363
2026
Generalized Fermat
1643
475451680^131072+1
1137326
2026
Generalized Fermat
1644
475393394^131072+1
1137319
2026
Generalized Fermat
1645
475324932^131072+1
1137311
2026
Generalized Fermat
1646
475159914^131072+1
1137291
2026
Generalized Fermat
1647
474896988^131072+1
1137260
2026
Generalized Fermat
1648
474530394^131072+1
1137216
2026
Generalized Fermat
1649
474474916^131072+1
1137209
2026
Generalized Fermat
1650
474074356^131072+1
1137161
2026
Generalized Fermat
1651
474046496^131072+1
1137158
2026
Generalized Fermat
1652
473855670^131072+1
1137135
2026
Generalized Fermat
1653
473636218^131072+1
1137108
2026
Generalized Fermat
1654
473124614^131072+1
1137047
2026
Generalized Fermat
1655
472835098^131072+1
1137012
2026
Generalized Fermat
1656
472331690^131072+1
1136951
2026
Generalized Fermat
1657
472042908^131072+1
1136917
2026
Generalized Fermat
1658
471998822^131072+1
1136911
2026
Generalized Fermat
1659
471646550^131072+1
1136869
2026
Generalized Fermat
1660
471517682^131072+1
1136853
2026
Generalized Fermat
1661
470766964^131072+1
1136763
2026
Generalized Fermat
1662
470711260^131072+1
1136756
2026
Generalized Fermat
1663
470427566^131072+1
1136721
2026
Generalized Fermat
1664
470409204^131072+1
1136719
2026
Generalized Fermat
1665
470396738^131072+1
1136718
2026
Generalized Fermat
1666
470031008^131072+1
1136673
2026
Generalized Fermat
1667
469743508^131072+1
1136639
2026
Generalized Fermat
1668
469412882^131072+1
1136599
2026
Generalized Fermat
1669
469391346^131072+1
1136596
2026
Generalized Fermat
1670
468660786^131072+1
1136507
2026
Generalized Fermat
1671
468655466^131072+1
1136507
2026
Generalized Fermat
1672
468600100^131072+1
1136500
2026
Generalized Fermat
1673
468290810^131072+1
1136462
2026
Generalized Fermat
1674
468169190^131072+1
1136448
2026
Generalized Fermat
1675
468153816^131072+1
1136446
2026
Generalized Fermat
1676
468124386^131072+1
1136442
2026
Generalized Fermat
1677
467931832^131072+1
1136419
2026
Generalized Fermat
1678
467885520^131072+1
1136413
2026
Generalized Fermat
1679
467126782^131072+1
1136321
2026
Generalized Fermat
1680
251*2^3774587+1
1136267
2022
1681
466557260^131072+1
1136251
2026
Generalized Fermat
1682
466551436^131072+1
1136250
2026
Generalized Fermat
1683
466044540^131072+1
1136189
2026
Generalized Fermat
1684
465940300^131072+1
1136176
2026
Generalized Fermat
1685
465860088^131072+1
1136166
2026
Generalized Fermat
1686
465817892^131072+1
1136161
2026
Generalized Fermat
1687
465700982^131072+1
1136147
2026
Generalized Fermat
1688
1017*2^3774168+1
1136141
2025
1689
465577674^131072+1
1136132
2026
Generalized Fermat
1690
439*2^3773958+1
1136078
2022
1691
464857142^131072+1
1136043
2026
Generalized Fermat
1692
464846196^131072+1
1136042
2026
Generalized Fermat
1693
464838742^131072+1
1136041
2026
Generalized Fermat
1694
464814562^131072+1
1136038
2026
Generalized Fermat
1695
464684362^131072+1
1136022
2026
Generalized Fermat
1696
464174626^131072+1
1135960
2026
Generalized Fermat
1697
464024064^131072+1
1135941
2026
Generalized Fermat
1698
43*182^502611-1
1135939
2020
1699
463973664^131072+1
1135935
2026
Generalized Fermat
1700
463969394^131072+1
1135935
2026
Generalized Fermat
1701
463587088^131072+1
1135888
2026
Generalized Fermat
1702
462991376^131072+1
1135814
2026
Generalized Fermat
1703
462689854^131072+1
1135777
2026
Generalized Fermat
1704
462556350^131072+1
1135761
2026
Generalized Fermat
1705
462536364^131072+1
1135759
2026
Generalized Fermat
1706
462067002^131072+1
1135701
2026
Generalized Fermat
1707
462060150^131072+1
1135700
2026
Generalized Fermat
1708
461927090^131072+1
1135683
2026
Generalized Fermat
1709
461762782^131072+1
1135663
2026
Generalized Fermat
1710
461706078^131072+1
1135656
2026
Generalized Fermat
1711
461602570^131072+1
1135643
2026
Generalized Fermat
1712
461331614^131072+1
1135610
2026
Generalized Fermat
1713
461328618^131072+1
1135610
2026
Generalized Fermat
1714
461268310^131072+1
1135602
2026
Generalized Fermat
1715
460859850^131072+1
1135552
2026
Generalized Fermat
1716
460705216^131072+1
1135533
2026
Generalized Fermat
1717
460314542^131072+1
1135484
2026
Generalized Fermat
1718
460214036^131072+1
1135472
2026
Generalized Fermat
1719
415267*2^3771929-1
1135470
2011
1720
11*2^3771821+1
1135433
2013
1721
459786260^131072+1
1135419
2026
Generalized Fermat
1722
459723294^131072+1
1135411
2026
Generalized Fermat
1723
459471112^131072+1
1135380
2026
Generalized Fermat
1724
459470162^131072+1
1135380
2026
Generalized Fermat
1725
459245604^131072+1
1135352
2026
Generalized Fermat
1726
458720100^131072+1
1135287
2026
Generalized Fermat
1727
458512666^131072+1
1135261
2026
Generalized Fermat
1728
458167558^131072+1
1135218
2026
Generalized Fermat
1729
457935694^131072+1
1135189
2026
Generalized Fermat
1730
457755342^131072+1
1135167
2026
Generalized Fermat
1731
457579196^131072+1
1135145
2026
Generalized Fermat
1732
456899482^131072+1
1135061
2026
Generalized Fermat
1733
456350088^131072+1
1134992
2026
Generalized Fermat
1734
456209042^131072+1
1134974
2026
Generalized Fermat
1735
456155918^131072+1
1134968
2026
Generalized Fermat
1736
456121176^131072+1
1134963
2026
Generalized Fermat
1737
456061560^131072+1
1134956
2026
Generalized Fermat
1738
456037258^131072+1
1134953
2026
Generalized Fermat
1739
455872824^131072+1
1134932
2026
Generalized Fermat
1740
455750822^131072+1
1134917
2026
Generalized Fermat
1741
455401740^131072+1
1134874
2026
Generalized Fermat
1742
455191882^131072+1
1134847
2026
Generalized Fermat
1743
455171206^131072+1
1134845
2026
Generalized Fermat
1744
455002544^131072+1
1134824
2026
Generalized Fermat
1745
454202684^131072+1
1134724
2026
Generalized Fermat
1746
454190694^131072+1
1134722
2026
Generalized Fermat
1747
453985824^131072+1
1134696
2026
Generalized Fermat
1748
453681554^131072+1
1134658
2026
Generalized Fermat
1749
453316528^131072+1
1134612
2026
Generalized Fermat
1750
453181374^131072+1
1134595
2026
Generalized Fermat
1751
453000688^131072+1
1134573
2026
Generalized Fermat
1752
452963866^131072+1
1134568
2026
Generalized Fermat
1753
452839182^131072+1
1134552
2026
Generalized Fermat
1754
452212062^131072+1
1134474
2026
Generalized Fermat
1755
452136676^131072+1
1134464
2026
Generalized Fermat
1756
452060194^131072+1
1134454
2026
Generalized Fermat
1757
451874846^131072+1
1134431
2026
Generalized Fermat
1758
451720968^131072+1
1134412
2026
Generalized Fermat
1759
451658922^131072+1
1134404
2026
Generalized Fermat
1760
451654004^131072+1
1134403
2026
Generalized Fermat
1761
451004622^131072+1
1134321
2026
Generalized Fermat
1762
427*2^3768104+1
1134315
2022
1763
1455*2^3768024-1
1134292
2022
1764
450464008^131072+1
1134253
2026
Generalized Fermat
1765
450383536^131072+1
1134243
2026
Generalized Fermat
1766
450079700^131072+1
1134204
2026
Generalized Fermat
1767
450044692^131072+1
1134200
2026
Generalized Fermat
1768
711*2^3767492+1
1134131
2022
1769
449388984^131072+1
1134117
2026
Generalized Fermat
1770
765*2^3767432+1
1134113
2025
1771
448252904^131072+1
1133973
2026
Generalized Fermat
1772
448124438^131072+1
1133957
2026
Generalized Fermat
1773
448082206^131072+1
1133951
2026
Generalized Fermat
1774
448045664^131072+1
1133947
2026
Generalized Fermat
1775
447992080^131072+1
1133940
2026
Generalized Fermat
1776
447939188^131072+1
1133933
2026
Generalized Fermat
1777
447362504^131072+1
1133860
2026
Generalized Fermat
1778
447352760^131072+1
1133859
2026
Generalized Fermat
1779
447240860^131072+1
1133844
2026
Generalized Fermat
1780
447235386^131072+1
1133844
2026
Generalized Fermat
1781
447053222^131072+1
1133820
2026
Generalized Fermat
1782
446891680^131072+1
1133800
2026
Generalized Fermat
1783
446877260^131072+1
1133798
2026
Generalized Fermat
1784
446628514^131072+1
1133766
2026
Generalized Fermat
1785
446593652^131072+1
1133762
2026
Generalized Fermat
1786
446323762^131072+1
1133727
2026
Generalized Fermat
1787
446076252^131072+1
1133696
2026
Generalized Fermat
1788
445999394^131072+1
1133686
2026
Generalized Fermat
1789
445793220^131072+1
1133660
2026
Generalized Fermat
1790
250224!/250199#+1
1133656
2025
Compositorial
1791
445699138^131072+1
1133648
2026
Generalized Fermat
1792
445210486^131072+1
1133585
2026
Generalized Fermat
1793
444364596^131072+1
1133477
2026
Generalized Fermat
1794
444071992^131072+1
1133440
2026
Generalized Fermat
1795
265*2^3765189-1
1133438
2018
1796
443997374^131072+1
1133430
2026
Generalized Fermat
1797
297*2^3765140+1
1133423
2022
1798
443610724^131072+1
1133380
2026
Generalized Fermat
1799
443501084^131072+1
1133366
2026
Generalized Fermat
1800
442963322^131072+1
1133297
2026
Generalized Fermat
1801
442759658^131072+1
1133271
2026
Generalized Fermat
1802
442112806^131072+1
1133188
2026
Generalized Fermat
1803
381*2^3764189+1
1133137
2022
1804
441565644^131072+1
1133117
2026
Generalized Fermat
1805
441459110^131072+1
1133104
2026
Generalized Fermat
1806
441135258^131072+1
1133062
2026
Generalized Fermat
1807
441087106^131072+1
1133056
2026
Generalized Fermat
1808
440677054^131072+1
1133003
2026
Generalized Fermat
1809
440601828^131072+1
1132993
2026
Generalized Fermat
1810
440530522^131072+1
1132984
2026
Generalized Fermat
1811
440515272^131072+1
1132982
2026
Generalized Fermat
1812
440505876^131072+1
1132981
2026
Generalized Fermat
1813
115*2^3763650+1
1132974
2022
1814
440399330^131072+1
1132967
2026
Generalized Fermat
1815
440021442^131072+1
1132918
2026
Generalized Fermat
1816
439950936^131072+1
1132909
2026
Generalized Fermat
1817
439773936^131072+1
1132886
2026
Generalized Fermat
1818
439680122^131072+1
1132874
2026
Generalized Fermat
1819
439427954^131072+1
1132841
2026
Generalized Fermat
1820
439332398^131072+1
1132829
2026
Generalized Fermat
1821
438333524^131072+1
1132699
2026
Generalized Fermat
1822
438098426^131072+1
1132669
2026
Generalized Fermat
1823
438085354^131072+1
1132667
2026
Generalized Fermat
1824
437885186^131072+1
1132641
2026
Generalized Fermat
1825
437607302^131072+1
1132605
2026
Generalized Fermat
1826
437345588^131072+1
1132571
2026
Generalized Fermat
1827
437133122^131072+1
1132543
2026
Generalized Fermat
1828
437026982^131072+1
1132529
2026
Generalized Fermat
1829
437026126^131072+1
1132529
2026
Generalized Fermat
1830
436613374^131072+1
1132475
2026
Generalized Fermat
1831
436471350^131072+1
1132457
2026
Generalized Fermat
1832
436197732^131072+1
1132421
2026
Generalized Fermat
1833
436061652^131072+1
1132403
2026
Generalized Fermat
1834
436001504^131072+1
1132395
2026
Generalized Fermat
1835
435031020^131072+1
1132269
2026
Generalized Fermat
1836
434841740^131072+1
1132244
2026
Generalized Fermat
1837
434433602^131072+1
1132190
2026
Generalized Fermat
1838
434098216^131072+1
1132146
2026
Generalized Fermat
1839
433780876^131072+1
1132105
2026
Generalized Fermat
1840
433598920^131072+1
1132081
2026
Generalized Fermat
1841
433567136^131072+1
1132077
2026
Generalized Fermat
1842
433433942^131072+1
1132059
2026
Generalized Fermat
1843
433362446^131072+1
1132050
2026
Generalized Fermat
1844
432733962^131072+1
1131967
2026
Generalized Fermat
1845
432715620^131072+1
1131965
2026
Generalized Fermat
1846
432260108^131072+1
1131905
2026
Generalized Fermat
1847
432097366^131072+1
1131883
2026
Generalized Fermat
1848
432000840^131072+1
1131871
2026
Generalized Fermat
1849
431850178^131072+1
1131851
2026
Generalized Fermat
1850
431740724^131072+1
1131836
2026
Generalized Fermat
1851
431534824^131072+1
1131809
2026
Generalized Fermat
1852
431382210^131072+1
1131789
2026
Generalized Fermat
1853
431089208^131072+1
1131750
2026
Generalized Fermat
1854
430915922^131072+1
1131728
2026
Generalized Fermat
1855
430738314^131072+1
1131704
2026
Generalized Fermat
1856
430342498^131072+1
1131652
2026
Generalized Fermat
1857
430243246^131072+1
1131639
2026
Generalized Fermat
1858
430233048^131072+1
1131637
2026
Generalized Fermat
1859
411*2^3759067+1
1131595
2022
1860
429843934^131072+1
1131586
2026
Generalized Fermat
1861
429812598^131072+1
1131582
2026
Generalized Fermat
1862
429785684^131072+1
1131578
2026
Generalized Fermat
1863
429777050^131072+1
1131577
2026
Generalized Fermat
1864
429629176^131072+1
1131557
2026
Generalized Fermat
1865
429562606^131072+1
1131549
2026
Generalized Fermat
1866
429320748^131072+1
1131516
2026
Generalized Fermat
1867
429267826^131072+1
1131509
2026
Generalized Fermat
1868
429193154^131072+1
1131500
2026
Generalized Fermat
1869
429172048^131072+1
1131497
2026
Generalized Fermat
1870
1115*2^3758721+1
1131491
2025
Divides GF(3758718,5)
1871
428822984^131072+1
1131450
2026
Generalized Fermat
1872
428702274^131072+1
1131434
2026
Generalized Fermat
1873
428412262^131072+1
1131396
2026
Generalized Fermat
1874
427736228^131072+1
1131306
2026
Generalized Fermat
1875
427530934^131072+1
1131279
2026
Generalized Fermat
1876
427363252^131072+1
1131256
2026
Generalized Fermat
1877
426961028^131072+1
1131203
2026
Generalized Fermat
1878
426945004^131072+1
1131201
2026
Generalized Fermat
1879
426891862^131072+1
1131194
2026
Generalized Fermat
1880
426505810^131072+1
1131142
2026
Generalized Fermat
1881
426486542^131072+1
1131139
2026
Generalized Fermat
1882
426462720^131072+1
1131136
2026
Generalized Fermat
1883
1965*2^3757436-1
1131105
2026
1884
426046334^131072+1
1131081
2026
Generalized Fermat
1885
405*2^3757192+1
1131031
2022
1886
425560256^131072+1
1131016
2026
Generalized Fermat
1887
424772790^131072+1
1130910
2026
Generalized Fermat
1888
424433750^131072+1
1130865
2026
Generalized Fermat
1889
423925120^131072+1
1130797
2026
Generalized Fermat
1890
423776042^131072+1
1130777
2026
Generalized Fermat
1891
423758776^131072+1
1130774
2026
Generalized Fermat
1892
423713474^131072+1
1130768
2026
Generalized Fermat
1893
423500600^131072+1
1130740
2026
Generalized Fermat
1894
423478978^131072+1
1130737
2026
Generalized Fermat
1895
423122926^131072+1
1130689
2026
Generalized Fermat
1896
423118964^131072+1
1130688
2026
Generalized Fermat
1897
422476072^131072+1
1130602
2026
Generalized Fermat
1898
422125314^131072+1
1130554
2026
Generalized Fermat
1899
422021206^131072+1
1130540
2026
Generalized Fermat
1900
421991400^131072+1
1130536
2026
Generalized Fermat
1901
421904818^131072+1
1130525
2026
Generalized Fermat
1902
421782596^131072+1
1130508
2026
Generalized Fermat
1903
421394704^131072+1
1130456
2026
Generalized Fermat
1904
420876060^131072+1
1130386
2026
Generalized Fermat
1905
1981*2^3754984+1
1130367
2025
Divides GF(3754983,12) [GG]
1906
420606472^131072+1
1130349
2026
Generalized Fermat
1907
420575140^131072+1
1130345
2026
Generalized Fermat
1908
420433550^131072+1
1130326
2026
Generalized Fermat
1909
419922048^131072+1
1130256
2026
Generalized Fermat
1910
419604630^131072+1
1130213
2026
Generalized Fermat
1911
419212610^131072+1
1130160
2026
Generalized Fermat
1912
419173210^131072+1
1130155
2026
Generalized Fermat
1913
419051636^131072+1
1130138
2026
Generalized Fermat
1914
418502690^131072+1
1130064
2026
Generalized Fermat
1915
418365960^131072+1
1130045
2026
Generalized Fermat
1916
817*2^3753850+1
1130025
2025
1917
418119234^131072+1
1130012
2026
Generalized Fermat
1918
417975870^131072+1
1129992
2026
Generalized Fermat
1919
417616944^131072+1
1129943
2026
Generalized Fermat
1920
417399630^131072+1
1129913
2026
Generalized Fermat
1921
417243586^131072+1
1129892
2026
Generalized Fermat
1922
416617466^131072+1
1129807
2026
Generalized Fermat
1923
938237*2^3752950-1
1129757
2007
Woodall
1924
416244616^131072+1
1129756
2026
Generalized Fermat
1925
415887310^131072+1
1129707
2026
Generalized Fermat
1926
415805378^131072+1
1129696
2026
Generalized Fermat
1927
415607998^131072+1
1129669
2026
Generalized Fermat
1928
414913548^131072+1
1129573
2026
Generalized Fermat
1929
414811564^131072+1
1129559
2026
Generalized Fermat
1930
414811412^131072+1
1129559
2026
Generalized Fermat
1931
414791744^131072+1
1129557
2026
Generalized Fermat
1932
414480092^131072+1
1129514
2026
Generalized Fermat
1933
414431696^131072+1
1129507
2026
Generalized Fermat
1934
414430364^131072+1
1129507
2026
Generalized Fermat
1935
414137710^131072+1
1129467
2026
Generalized Fermat
1936
413751120^131072+1
1129414
2026
Generalized Fermat
1937
413546606^131072+1
1129386
2026
Generalized Fermat
1938
413181064^131072+1
1129335
2026
Generalized Fermat
1939
413070448^131072+1
1129320
2026
Generalized Fermat
1940
412451352^131072+1
1129235
2026
Generalized Fermat
1941
411998310^131072+1
1129172
2026
Generalized Fermat
1942
484*198^491623-1
1129097
2025
1943
411389270^131072+1
1129088
2026
Generalized Fermat
1944
411314740^131072+1
1129078
2026
Generalized Fermat
1945
411099540^131072+1
1129048
2026
Generalized Fermat
1946
410901662^131072+1
1129020
2026
Generalized Fermat
1947
410790460^131072+1
1129005
2026
Generalized Fermat
1948
410621276^131072+1
1128981
2026
Generalized Fermat
1949
410541286^131072+1
1128970
2026
Generalized Fermat
1950
410451100^131072+1
1128958
2026
Generalized Fermat
1951
410443444^131072+1
1128957
2026
Generalized Fermat
1952
410139738^131072+1
1128915
2026
Generalized Fermat
1953
409833596^131072+1
1128872
2026
Generalized Fermat
1954
409824410^131072+1
1128871
2026
Generalized Fermat
1955
409638622^131072+1
1128845
2026
Generalized Fermat
1956
409602998^131072+1
1128840
2026
Generalized Fermat
1957
409160956^131072+1
1128779
2026
Generalized Fermat
1958
409103312^131072+1
1128771
2026
Generalized Fermat
1959
408718738^131072+1
1128717
2026
Generalized Fermat
1960
408553568^131072+1
1128694
2026
Generalized Fermat
1961
408121484^131072+1
1128634
2026
Generalized Fermat
1962
407767148^131072+1
1128584
2026
Generalized Fermat
1963
407496460^131072+1
1128547
2026
Generalized Fermat
1964
407336342^131072+1
1128524
2026
Generalized Fermat
1965
407175872^131072+1
1128502
2026
Generalized Fermat
1966
406668778^131072+1
1128431
2026
Generalized Fermat
1967
406421704^131072+1
1128396
2026
Generalized Fermat
1968
406358882^131072+1
1128388
2026
Generalized Fermat
1969
406153134^131072+1
1128359
2026
Generalized Fermat
1970
406072966^131072+1
1128347
2026
Generalized Fermat
1971
405976658^131072+1
1128334
2026
Generalized Fermat
1972
405850588^131072+1
1128316
2026
Generalized Fermat
1973
405684188^131072+1
1128293
2026
Generalized Fermat
1974
405557238^131072+1
1128275
2026
Generalized Fermat
1975
405310826^131072+1
1128241
2026
Generalized Fermat
1976
404671970^131072+1
1128151
2026
Generalized Fermat
1977
404076138^131072+1
1128067
2026
Generalized Fermat
1978
404075252^131072+1
1128067
2026
Generalized Fermat
1979
404013064^131072+1
1128058
2026
Generalized Fermat
1980
403791410^131072+1
1128027
2026
Generalized Fermat
1981
403367352^131072+1
1127967
2026
Generalized Fermat
1982
403186464^131072+1
1127941
2026
Generalized Fermat
1983
403057696^131072+1
1127923
2026
Generalized Fermat
1984
402744472^131072+1
1127879
2026
Generalized Fermat
1985
402522050^131072+1
1127847
2026
Generalized Fermat
1986
402019744^131072+1
1127776
2026
Generalized Fermat
1987
401782348^131072+1
1127743
2026
Generalized Fermat
1988
401778236^131072+1
1127742
2026
Generalized Fermat
1989
401461068^131072+1
1127697
2026
Generalized Fermat
1990
401424242^131072+1
1127692
2026
Generalized Fermat
1991
21*2^3745951-1
1127645
2025
1992
401038588^131072+1
1127637
2026
Generalized Fermat
1993
400767344^131072+1
1127599
2026
Generalized Fermat
1994
400725120^131072+1
1127593
2026
Generalized Fermat
1995
400582670^131072+1
1127573
2026
Generalized Fermat
1996
400541224^131072+1
1127567
2026
Generalized Fermat
1997
400288172^131072+1
1127531
2026
Generalized Fermat
1998
400098274^131072+1
1127504
2026
Generalized Fermat
1999
400036164^131072+1
1127495
2026
Generalized Fermat
2000
399866798^131072+1
1127471
2019
Generalized Fermat
2001
399018880^131072+1
1127350
2026
Generalized Fermat
2002
398507768^131072+1
1127277
2026
Generalized Fermat
2003
701*2^3744713+1
1127274
2022
2004
398287058^131072+1
1127245
2026
Generalized Fermat
2005
398006932^131072+1
1127205
2026
Generalized Fermat
2006
397639580^131072+1
1127153
2026
Generalized Fermat
2007
207394*5^1612573-1
1127146
2014
2008
684*10^1127118+1
1127121
2017
2009
396902752^131072+1
1127047
2026
Generalized Fermat
2010
396618722^131072+1
1127006
2026
Generalized Fermat
2011
396547250^131072+1
1126996
2026
Generalized Fermat
2012
395832914^131072+1
1126894
2026
Generalized Fermat
2013
395812328^131072+1
1126891
2026
Generalized Fermat
2014
395761400^131072+1
1126883
2026
Generalized Fermat
2015
395217344^131072+1
1126805
2026
Generalized Fermat
2016
395189734^131072+1
1126801
2026
Generalized Fermat
2017
395162076^131072+1
1126797
2026
Generalized Fermat
2018
394904134^131072+1
1126760
2026
Generalized Fermat
2019
394500168^131072+1
1126702
2026
Generalized Fermat
2020
394310954^131072+1
1126674
2026
Generalized Fermat
2021
393858560^131072+1
1126609
2026
Generalized Fermat
2022
393815202^131072+1
1126603
2026
Generalized Fermat
2023
393705078^131072+1
1126587
2026
Generalized Fermat
2024
393104302^131072+1
1126500
2026
Generalized Fermat
2025
393044214^131072+1
1126491
2026
Generalized Fermat
2026
23964*5^1611569-1
1126443
2025
2027
392699186^131072+1
1126441
2026
Generalized Fermat
2028
535386^196608-535386^98304+1
1126302
2016
Generalized unique
2029
391700942^131072+1
1126296
2026
Generalized Fermat
2030
391599608^131072+1
1126282
2026
Generalized Fermat
2031
391588232^131072+1
1126280
2026
Generalized Fermat
2032
391427228^131072+1
1126256
2026
Generalized Fermat
2033
390305940^131072+1
1126093
2026
Generalized Fermat
2034
390084334^131072+1
1126061
2026
Generalized Fermat
2035
390083254^131072+1
1126061
2026
Generalized Fermat
2036
389880178^131072+1
1126031
2026
Generalized Fermat
2037
389673716^131072+1
1126001
2026
Generalized Fermat
2038
389336844^131072+1
1125952
2026
Generalized Fermat
2039
389258800^131072+1
1125940
2026
Generalized Fermat
2040
389000290^131072+1
1125902
2026
Generalized Fermat
2041
388951342^131072+1
1125895
2026
Generalized Fermat
2042
388753202^131072+1
1125866
2026
Generalized Fermat
2043
388743508^131072+1
1125865
2026
Generalized Fermat
2044
104944*5^1610735-1
1125861
2014
2045
388640174^131072+1
1125850
2026
Generalized Fermat
2046
388412038^131072+1
1125816
2026
Generalized Fermat
2047
388331252^131072+1
1125804
2026
Generalized Fermat
2048
387944374^131072+1
1125748
2026
Generalized Fermat
2049
387867148^131072+1
1125736
2026
Generalized Fermat
2050
387714200^131072+1
1125714
2026
Generalized Fermat
2051
387691402^131072+1
1125711
2026
Generalized Fermat
2052
387623132^131072+1
1125701
2026
Generalized Fermat
2053
387616664^131072+1
1125700
2026
Generalized Fermat
2054
387616292^131072+1
1125700
2026
Generalized Fermat
2055
23451*2^3739388+1
1125673
2015
2056
387431392^131072+1
1125672
2026
Generalized Fermat
2057
78*622^402915-1
1125662
2023
2058
386819266^131072+1
1125582
2026
Generalized Fermat
2059
386720290^131072+1
1125568
2026
Generalized Fermat
2060
386562830^131072+1
1125545
2026
Generalized Fermat
2061
386550608^131072+1
1125543
2026
Generalized Fermat
2062
386534292^131072+1
1125540
2026
Generalized Fermat
2063
386267442^131072+1
1125501
2026
Generalized Fermat
2064
386099812^131072+1
1125476
2026
Generalized Fermat
2065
386026812^131072+1
1125466
2026
Generalized Fermat
2066
907*2^3738564+1
1125423
2025
Divides GF(3738563,3)
2067
385496362^131072+1
1125387
2026
Generalized Fermat
2068
384834062^131072+1
1125289
2026
Generalized Fermat
2069
384771488^131072+1
1125280
2026
Generalized Fermat
2070
384647884^131072+1
1125262
2026
Generalized Fermat
2071
384646530^131072+1
1125262
2026
Generalized Fermat
2072
615*2^3738023+1
1125260
2022
2073
384565974^131072+1
1125250
2026
Generalized Fermat
2074
384521718^131072+1
1125243
2026
Generalized Fermat
2075
384493004^131072+1
1125239
2026
Generalized Fermat
2076
384450036^131072+1
1125233
2026
Generalized Fermat
2077
384369920^131072+1
1125221
2026
Generalized Fermat
2078
347*2^3737875+1
1125216
2022
2079
384143768^131072+1
1125187
2025
Generalized Fermat
2080
383637278^131072+1
1125112
2025
Generalized Fermat
2081
383262398^131072+1
1125057
2026
Generalized Fermat
2082
383074656^131072+1
1125029
2025
Generalized Fermat
2083
383067358^131072+1
1125028
2025
Generalized Fermat
2084
383001722^131072+1
1125018
2025
Generalized Fermat
2085
382963992^131072+1
1125012
2025
Generalized Fermat
2086
382521116^131072+1
1124946
2025
Generalized Fermat
2087
382398560^131072+1
1124928
2025
Generalized Fermat
2088
382386994^131072+1
1124926
2025
Generalized Fermat
2089
382192798^131072+1
1124897
2025
Generalized Fermat
2090
381956882^131072+1
1124862
2025
Generalized Fermat
2091
381938134^131072+1
1124859
2025
Generalized Fermat
2092
381838602^131072+1
1124845
2025
Generalized Fermat
2093
381667286^131072+1
1124819
2025
Generalized Fermat
2094
381368080^131072+1
1124774
2025
Generalized Fermat
2095
381041624^131072+1
1124726
2025
Generalized Fermat
2096
380969980^131072+1
1124715
2025
Generalized Fermat
2097
2172*48^668935-1
1124645
2026
2098
380075660^131072+1
1124581
2025
Generalized Fermat
2099
163*2^3735726+1
1124568
2022
Divides GF(3735725,6)
2100
379796278^131072+1
1124539
2025
Generalized Fermat
2101
379787680^131072+1
1124538
2025
Generalized Fermat
2102
379659564^131072+1
1124519
2025
Generalized Fermat
2103
379652568^131072+1
1124518
2025
Generalized Fermat
2104
379135698^131072+1
1124440
2025
Generalized Fermat
2105
378967604^131072+1
1124415
2025
Generalized Fermat
2106
378549186^131072+1
1124352
2025
Generalized Fermat
2107
378447490^131072+1
1124337
2025
Generalized Fermat
2108
378189120^131072+1
1124298
2025
Generalized Fermat
2109
378073786^131072+1
1124281
2025
Generalized Fermat
2110
377703722^131072+1
1124225
2025
Generalized Fermat
2111
377680844^131072+1
1124221
2025
Generalized Fermat
2112
377190902^131072+1
1124148
2025
Generalized Fermat
2113
376770784^131072+1
1124084
2025
Generalized Fermat
2114
376765124^131072+1
1124083
2025
Generalized Fermat
2115
376282286^131072+1
1124010
2025
Generalized Fermat
2116
376242888^131072+1
1124004
2025
Generalized Fermat
2117
376091770^131072+1
1123981
2025
Generalized Fermat
2118
375879964^131072+1
1123949
2025
Generalized Fermat
2119
375844528^131072+1
1123944
2025
Generalized Fermat
2120
375751988^131072+1
1123930
2025
Generalized Fermat
2121
375631906^131072+1
1123912
2025
Generalized Fermat
2122
375620420^131072+1
1123910
2025
Generalized Fermat
2123
375*2^3733510+1
1123902
2022
2124
375119434^131072+1
1123834
2025
Generalized Fermat
2125
25*2^3733144+1
1123790
2019
Generalized Fermat
2126
374354074^131072+1
1123718
2025
Generalized Fermat
2127
18576*5^1607646+1
1123701
2025
2128
373798848^131072+1
1123633
2025
Generalized Fermat
2129
373746530^131072+1
1123625
2025
Generalized Fermat
2130
373642010^131072+1
1123609
2025
Generalized Fermat
2131
373331858^131072+1
1123562
2025
Generalized Fermat
2132
372195620^131072+1
1123389
2025
Generalized Fermat
2133
371709366^131072+1
1123314
2025
Generalized Fermat
2134
371639716^131072+1
1123304
2025
Generalized Fermat
2135
371582902^131072+1
1123295
2025
Generalized Fermat
2136
629*2^3731479+1
1123290
2022
2137
371029718^131072+1
1123210
2025
Generalized Fermat
2138
370773648^131072+1
1123171
2025
Generalized Fermat
2139
370094662^131072+1
1123066
2025
Generalized Fermat
2140
369881742^131072+1
1123034
2025
Generalized Fermat
2141
369768362^131072+1
1123016
2025
Generalized Fermat
2142
369286820^131072+1
1122942
2025
Generalized Fermat
2143
369195802^131072+1
1122928
2025
Generalized Fermat
2144
369042336^131072+1
1122904
2025
Generalized Fermat
2145
34864*45^679202+1
1122870
2026
2146
368670150^131072+1
1122847
2025
Generalized Fermat
2147
368603412^131072+1
1122837
2025
Generalized Fermat
2148
367436176^131072+1
1122656
2025
Generalized Fermat
2149
367403680^131072+1
1122651
2025
Generalized Fermat
2150
366889726^131072+1
1122571
2025
Generalized Fermat
2151
366390832^131072+1
1122494
2025
Generalized Fermat
2152
366239240^131072+1
1122470
2025
Generalized Fermat
2153
365995134^131072+1
1122432
2025
Generalized Fermat
2154
365962846^131072+1
1122427
2025
Generalized Fermat
2155
365233422^131072+1
1122314
2025
Generalized Fermat
2156
365076078^131072+1
1122289
2025
Generalized Fermat
2157
113*2^3728113+1
1122276
2022
2158
364868948^131072+1
1122257
2025
Generalized Fermat
2159
364593526^131072+1
1122214
2025
Generalized Fermat
2160
364500114^131072+1
1122199
2025
Generalized Fermat
2161
364246694^131072+1
1122160
2025
Generalized Fermat
2162
363776570^131072+1
1122086
2025
Generalized Fermat
2163
363423146^131072+1
1122031
2025
Generalized Fermat
2164
363276136^131072+1
1122008
2025
Generalized Fermat
2165
939*2^3727057+1
1121959
2025
2166
362256066^131072+1
1121848
2025
Generalized Fermat
2167
362246504^131072+1
1121846
2025
Generalized Fermat
2168
361913206^131072+1
1121794
2025
Generalized Fermat
2169
361776104^131072+1
1121772
2025
Generalized Fermat
2170
361544758^131072+1
1121736
2025
Generalized Fermat
2171
361467126^131072+1
1121724
2025
Generalized Fermat
2172
361402590^131072+1
1121714
2025
Generalized Fermat
2173
361170018^131072+1
1121677
2025
Generalized Fermat
2174
361129912^131072+1
1121671
2025
Generalized Fermat
2175
360976084^131072+1
1121646
2025
Generalized Fermat
2176
360926726^131072+1
1121639
2025
Generalized Fermat
2177
360333892^131072+1
1121545
2025
Generalized Fermat
2178
360331718^131072+1
1121545
2025
Generalized Fermat
2179
360194030^131072+1
1121523
2025
Generalized Fermat
2180
360172726^131072+1
1121519
2025
Generalized Fermat
2181
360078180^131072+1
1121505
2025
Generalized Fermat
2182
359903130^131072+1
1121477
2025
Generalized Fermat
2183
303*2^3725438+1
1121472
2022
2184
359693996^131072+1
1121444
2025
Generalized Fermat
2185
359533444^131072+1
1121418
2025
Generalized Fermat
2186
359529844^131072+1
1121418
2025
Generalized Fermat
2187
359511110^131072+1
1121415
2025
Generalized Fermat
2188
359465736^131072+1
1121408
2025
Generalized Fermat
2189
359012068^131072+1
1121336
2025
Generalized Fermat
2190
358863220^131072+1
1121312
2025
Generalized Fermat
2191
358747772^131072+1
1121294
2025
Generalized Fermat
2192
358465776^131072+1
1121249
2025
Generalized Fermat
2193
357751492^131072+1
1121136
2025
Generalized Fermat
2194
357702788^131072+1
1121128
2025
Generalized Fermat
2195
357575604^131072+1
1121108
2025
Generalized Fermat
2196
187*2^3723972+1
1121030
2022
2197
357070956^131072+1
1121027
2025
Generalized Fermat
2198
356295678^131072+1
1120903
2025
Generalized Fermat
2199
355982986^131072+1
1120853
2025
Generalized Fermat
2200
355489216^131072+1
1120774
2025
Generalized Fermat
2201
2*1103^368361+1
1120767
2019
Divides Phi(1103^368361,2)
2202
355369712^131072+1
1120755
2025
Generalized Fermat
2203
355196086^131072+1
1120727
2025
Generalized Fermat
2204
354983678^131072+1
1120693
2025
Generalized Fermat
2205
354747846^131072+1
1120656
2025
Generalized Fermat
2206
354666958^131072+1
1120643
2025
Generalized Fermat
2207
354569968^131072+1
1120627
2025
Generalized Fermat
2208
353899590^131072+1
1120519
2025
Generalized Fermat
2209
353637166^131072+1
1120477
2025
Generalized Fermat
2210
353457578^131072+1
1120448
2025
Generalized Fermat
2211
353261310^131072+1
1120417
2025
Generalized Fermat
2212
353226578^131072+1
1120411
2025
Generalized Fermat
2213
353120152^131072+1
1120394
2025
Generalized Fermat
2214
352906026^131072+1
1120359
2025
Generalized Fermat
2215
352766996^131072+1
1120337
2025
Generalized Fermat
2216
352444404^131072+1
1120285
2025
Generalized Fermat
2217
352035688^131072+1
1120219
2025
Generalized Fermat
2218
351867654^131072+1
1120192
2025
Generalized Fermat
2219
351352524^131072+1
1120108
2025
Generalized Fermat
2220
350812044^131072+1
1120021
2025
Generalized Fermat
2221
105*2^3720512+1
1119988
2022
2222
350518526^131072+1
1119973
2025
Generalized Fermat
2223
349848992^131072+1
1119864
2025
Generalized Fermat
2224
349655888^131072+1
1119833
2025
Generalized Fermat
2225
349569992^131072+1
1119819
2025
Generalized Fermat
2226
348958392^131072+1
1119719
2025
Generalized Fermat
2227
348716246^131072+1
1119679
2025
Generalized Fermat
2228
348550920^131072+1
1119652
2025
Generalized Fermat
2229
915*2^3719305+1
1119626
2025
2230
348331024^131072+1
1119616
2025
Generalized Fermat
2231
348138302^131072+1
1119585
2025
Generalized Fermat
2232
347869428^131072+1
1119541
2025
Generalized Fermat
2233
447*2^3719024+1
1119541
2022
2234
347654842^131072+1
1119506
2025
Generalized Fermat
2235
347652016^131072+1
1119505
2025
Generalized Fermat
2236
347642266^131072+1
1119504
2025
Generalized Fermat
2237
347533108^131072+1
1119486
2025
Generalized Fermat
2238
347218234^131072+1
1119434
2025
Generalized Fermat
2239
347205260^131072+1
1119432
2025
Generalized Fermat
2240
346910756^131072+1
1119384
2025
Generalized Fermat
2241
1183*2^3718480+1
1119378
2025
2242
346785118^131072+1
1119363
2025
Generalized Fermat
2243
346590566^131072+1
1119331
2025
Generalized Fermat
2244
345832974^131072+1
1119207
2025
Generalized Fermat
2245
345735266^131072+1
1119191
2025
Generalized Fermat
2246
345526904^131072+1
1119156
2025
Generalized Fermat
2247
177*2^3717746+1
1119156
2022
2248
345277562^131072+1
1119115
2025
Generalized Fermat
2249
345222826^131072+1
1119106
2025
Generalized Fermat
2250
344953718^131072+1
1119062
2025
Generalized Fermat
2251
344920764^131072+1
1119056
2025
Generalized Fermat
2252
344891620^131072+1
1119052
2025
Generalized Fermat
2253
344632060^131072+1
1119009
2025
Generalized Fermat
2254
344487298^131072+1
1118985
2025
Generalized Fermat
2255
344261660^131072+1
1118948
2025
Generalized Fermat
2256
344203526^131072+1
1118938
2025
Generalized Fermat
2257
2*131^528469+1
1118913
2019
Divides Phi(131^528469,2)
2258
123*2^3716758+1
1118858
2022
2259
313*2^3716716+1
1118846
2022
2260
342944058^131072+1
1118729
2025
Generalized Fermat
2261
342928514^131072+1
1118727
2025
Generalized Fermat
2262
342390794^131072+1
1118637
2025
Generalized Fermat
2263
342324252^131072+1
1118626
2025
Generalized Fermat
2264
342321746^131072+1
1118626
2025
Generalized Fermat
2265
342261232^131072+1
1118616
2025
Generalized Fermat
2266
342195906^131072+1
1118605
2025
Generalized Fermat
2267
342100874^131072+1
1118589
2025
Generalized Fermat
2268
341948210^131072+1
1118564
2025
Generalized Fermat
2269
341497492^131072+1
1118489
2025
Generalized Fermat
2270
1093*2^3715306+1
1118422
2025
2271
340623306^131072+1
1118343
2025
Generalized Fermat
2272
340569992^131072+1
1118334
2025
Generalized Fermat
2273
340505972^131072+1
1118323
2025
Generalized Fermat
2274
340054480^131072+1
1118248
2025
Generalized Fermat
2275
339945476^131072+1
1118229
2025
Generalized Fermat
2276
339584204^131072+1
1118169
2025
Generalized Fermat
2277
339503122^131072+1
1118155
2025
Generalized Fermat
2278
339477102^131072+1
1118151
2025
Generalized Fermat
2279
339175788^131072+1
1118100
2025
Generalized Fermat
2280
339137184^131072+1
1118094
2025
Generalized Fermat
2281
338934862^131072+1
1118060
2025
Generalized Fermat
2282
338918848^131072+1
1118057
2025
Generalized Fermat
2283
338800734^131072+1
1118037
2025
Generalized Fermat
2284
338188646^131072+1
1117934
2025
Generalized Fermat
2285
337982668^131072+1
1117900
2025
Generalized Fermat
2286
337667556^131072+1
1117847
2025
Generalized Fermat
2287
779*2^3713283+1
1117813
2025
2288
337377976^131072+1
1117798
2025
Generalized Fermat
2289
337239448^131072+1
1117774
2025
Generalized Fermat
2290
336909928^131072+1
1117719
2025
Generalized Fermat
2291
367*2^3712952+1
1117713
2022
2292
336776604^131072+1
1117696
2025
Generalized Fermat
2293
336659214^131072+1
1117676
2025
Generalized Fermat
2294
336511772^131072+1
1117651
2025
Generalized Fermat
2295
1005*2^3712712+1
1117641
2025
2296
336225072^131072+1
1117603
2025
Generalized Fermat
2297
336163680^131072+1
1117593
2025
Generalized Fermat
2298
336061324^131072+1
1117575
2025
Generalized Fermat
2299
335827642^131072+1
1117536
2025
Generalized Fermat
2300
335774748^131072+1
1117527
2025
Generalized Fermat
2301
335651494^131072+1
1117506
2025
Generalized Fermat
2302
335493020^131072+1
1117479
2025
Generalized Fermat
2303
335369868^131072+1
1117458
2025
Generalized Fermat
2304
334704486^131072+1
1117345
2025
Generalized Fermat
2305
333992848^131072+1
1117224
2025
Generalized Fermat
2306
333867048^131072+1
1117202
2025
Generalized Fermat
2307
333848570^131072+1
1117199
2025
Generalized Fermat
2308
333782588^131072+1
1117188
2025
Generalized Fermat
2309
333605722^131072+1
1117158
2025
Generalized Fermat
2310
333589186^131072+1
1117155
2025
Generalized Fermat
2311
333291568^131072+1
1117104
2025
Generalized Fermat
2312
332896652^131072+1
1117037
2025
Generalized Fermat
2313
332642368^131072+1
1116993
2025
Generalized Fermat
2314
332518718^131072+1
1116972
2025
Generalized Fermat
2315
332328704^131072+1
1116939
2025
Generalized Fermat
2316
332234952^131072+1
1116923
2025
Generalized Fermat
2317
331873856^131072+1
1116861
2025
Generalized Fermat
2318
331689568^131072+1
1116830
2025
Generalized Fermat
2319
331213936^131072+1
1116748
2025
Generalized Fermat
2320
331012838^131072+1
1116714
2025
Generalized Fermat
2321
330733978^131072+1
1116666
2025
Generalized Fermat
2322
330629260^131072+1
1116648
2025
Generalized Fermat
2323
53*2^3709297+1
1116612
2022
2324
329898286^131072+1
1116522
2025
Generalized Fermat
2325
861*2^3708816+1
1116468
2025
2326
329482500^131072+1
1116450
2025
Generalized Fermat
2327
329433542^131072+1
1116441
2025
Generalized Fermat
2328
329320574^131072+1
1116422
2025
Generalized Fermat
2329
329310030^131072+1
1116420
2025
Generalized Fermat
2330
329136932^131072+1
1116390
2025
Generalized Fermat
2331
328941060^131072+1
1116356
2025
Generalized Fermat
2332
328110906^131072+1
1116212
2025
Generalized Fermat
2333
328048726^131072+1
1116202
2025
Generalized Fermat
2334
328036906^131072+1
1116200
2025
Generalized Fermat
2335
327703514^131072+1
1116142
2025
Generalized Fermat
2336
327549800^131072+1
1116115
2025
Generalized Fermat
2337
327476480^131072+1
1116102
2025
Generalized Fermat
2338
327239720^131072+1
1116061
2025
Generalized Fermat
2339
1163*2^3707397+1
1116041
2025
2340
326302488^131072+1
1115898
2025
Generalized Fermat
2341
326104126^131072+1
1115863
2025
Generalized Fermat
2342
325957720^131072+1
1115838
2025
Generalized Fermat
2343
325927678^131072+1
1115832
2025
Generalized Fermat
2344
325913944^131072+1
1115830
2025
Generalized Fermat
2345
325084378^131072+1
1115685
2025
Generalized Fermat
2346
325043708^131072+1
1115678
2025
Generalized Fermat
2347
324844530^131072+1
1115643
2025
Generalized Fermat
2348
324830528^131072+1
1115640
2025
Generalized Fermat
2349
324563740^131072+1
1115594
2025
Generalized Fermat
2350
324342882^131072+1
1115555
2025
Generalized Fermat
2351
323718292^131072+1
1115445
2025
Generalized Fermat
2352
323626506^131072+1
1115429
2025
Generalized Fermat
2353
323033558^131072+1
1115325
2025
Generalized Fermat
2354
322955442^131072+1
1115311
2025
Generalized Fermat
2355
322525546^131072+1
1115235
2025
Generalized Fermat
2356
322451080^131072+1
1115222
2025
Generalized Fermat
2357
322434876^131072+1
1115219
2025
Generalized Fermat
2358
322396080^131072+1
1115212
2025
Generalized Fermat
2359
322011364^131072+1
1115144
2025
Generalized Fermat
2360
321847328^131072+1
1115115
2025
Generalized Fermat
2361
321745654^131072+1
1115097
2025
Generalized Fermat
2362
321738090^131072+1
1115096
2025
Generalized Fermat
2363
321725062^131072+1
1115094
2025
Generalized Fermat
2364
321586916^131072+1
1115069
2025
Generalized Fermat
2365
2^3704053+2^1852027+1
1115032
2014
Gaussian Mersenne norm 39, generalized unique
2366
321054002^131072+1
1114975
2025
Generalized Fermat
2367
320959460^131072+1
1114958
2025
Generalized Fermat
2368
320925816^131072+1
1114952
2025
Generalized Fermat
2369
320693846^131072+1
1114911
2025
Generalized Fermat
2370
320244692^131072+1
1114831
2025
Generalized Fermat
2371
319727682^131072+1
1114739
2025
Generalized Fermat
2372
319569620^131072+1
1114711
2025
Generalized Fermat
2373
319473204^131072+1
1114694
2025
Generalized Fermat
2374
319461008^131072+1
1114692
2025
Generalized Fermat
2375
317844906^131072+1
1114403
2025
Generalized Fermat
2376
317488260^131072+1
1114339
2025
Generalized Fermat
2377
395*2^3701693+1
1114324
2022
2378
317365236^131072+1
1114317
2025
Generalized Fermat
2379
317303160^131072+1
1114306
2025
Generalized Fermat
2380
317185514^131072+1
1114285
2025
Generalized Fermat
2381
317005818^131072+1
1114252
2025
Generalized Fermat
2382
316699096^131072+1
1114197
2025
Generalized Fermat
2383
316650634^131072+1
1114189
2025
Generalized Fermat
2384
316586358^131072+1
1114177
2025
Generalized Fermat
2385
316525620^131072+1
1114166
2025
Generalized Fermat
2386
316291718^131072+1
1114124
2025
Generalized Fermat
2387
315974676^131072+1
1114067
2025
Generalized Fermat
2388
315889316^131072+1
1114052
2025
Generalized Fermat
2389
315747878^131072+1
1114026
2025
Generalized Fermat
2390
315608702^131072+1
1114001
2025
Generalized Fermat
2391
315329034^131072+1
1113950
2025
Generalized Fermat
2392
315314084^131072+1
1113948
2025
Generalized Fermat
2393
315134738^131072+1
1113915
2025
Generalized Fermat
2394
314548296^131072+1
1113809
2025
Generalized Fermat
2395
314518672^131072+1
1113804
2025
Generalized Fermat
2396
589*2^3699954+1
1113800
2022
2397
314283852^131072+1
1113761
2025
Generalized Fermat
2398
314187728^131072+1
1113744
2019
Generalized Fermat
2399
313957156^131072+1
1113702
2025
Generalized Fermat
2400
313807832^131072+1
1113675
2025
Generalized Fermat
2401
313698494^131072+1
1113655
2025
Generalized Fermat
2402
313043470^131072+1
1113536
2025
Generalized Fermat
2403
889*2^3699050+1
1113528
2025
2404
312959344^131072+1
1113521
2025
Generalized Fermat
2405
312907040^131072+1
1113512
2025
Generalized Fermat
2406
312372774^131072+1
1113414
2025
Generalized Fermat
2407
312306760^131072+1
1113402
2025
Generalized Fermat
2408
119*2^3698412-1
1113336
2018
2409
1169*2^3698399+1
1113333
2025
2410
311769070^131072+1
1113304
2025
Generalized Fermat
2411
311345600^131072+1
1113227
2025
Generalized Fermat
2412
311340274^131072+1
1113226
2025
Generalized Fermat
2413
311041040^131072+1
1113171
2025
Generalized Fermat
2414
310877094^131072+1
1113141
2025
Generalized Fermat
2415
1189*2^3697618+1
1113098
2025
2416
310324620^131072+1
1113040
2025
Generalized Fermat
2417
310092052^131072+1
1112997
2025
Generalized Fermat
2418
310040910^131072+1
1112988
2025
Generalized Fermat
2419
310039364^131072+1
1112987
2025
Generalized Fermat
2420
309765652^131072+1
1112937
2025
Generalized Fermat
2421
309739652^131072+1
1112932
2025
Generalized Fermat
2422
309664690^131072+1
1112919
2025
Generalized Fermat
2423
309512820^131072+1
1112891
2025
Generalized Fermat
2424
309489574^131072+1
1112886
2025
Generalized Fermat
2425
309442124^131072+1
1112878
2025
Generalized Fermat
2426
309322056^131072+1
1112856
2025
Generalized Fermat
2427
309290162^131072+1
1112850
2025
Generalized Fermat
2428
309274552^131072+1
1112847
2025
Generalized Fermat
2429
309198216^131072+1
1112833
2025
Generalized Fermat
2430
309023380^131072+1
1112801
2025
Generalized Fermat
2431
308604278^131072+1
1112723
2025
Generalized Fermat
2432
308406372^131072+1
1112687
2025
Generalized Fermat
2433
308191838^131072+1
1112647
2025
Generalized Fermat
2434
308154186^131072+1
1112640
2025
Generalized Fermat
2435
308065536^131072+1
1112624
2025
Generalized Fermat
2436
307819786^131072+1
1112579
2025
Generalized Fermat
2437
307711366^131072+1
1112558
2025
Generalized Fermat
2438
307525070^131072+1
1112524
2025
Generalized Fermat
2439
307305996^131072+1
1112483
2025
Generalized Fermat
2440
307211976^131072+1
1112466
2025
Generalized Fermat
2441
306999614^131072+1
1112427
2025
Generalized Fermat
2442
306293130^131072+1
1112295
2025
Generalized Fermat
2443
306021044^131072+1
1112245
2025
Generalized Fermat
2444
305985812^131072+1
1112238
2025
Generalized Fermat
2445
305909498^131072+1
1112224
2025
Generalized Fermat
2446
305710338^131072+1
1112187
2025
Generalized Fermat
2447
305485026^131072+1
1112145
2025
Generalized Fermat
2448
305470708^131072+1
1112142
2025
Generalized Fermat
2449
305377046^131072+1
1112125
2025
Generalized Fermat
2450
305014830^131072+1
1112057
2025
Generalized Fermat
2451
304591806^131072+1
1111978
2025
Generalized Fermat
2452
391*2^3693728+1
1111926
2022
2453
303660042^131072+1
1111804
2025
Generalized Fermat
2454
303569754^131072+1
1111787
2025
Generalized Fermat
2455
303297636^131072+1
1111736
2025
Generalized Fermat
2456
303057534^131072+1
1111691
2025
Generalized Fermat
2457
302824086^131072+1
1111647
2025
Generalized Fermat
2458
302491876^131072+1
1111585
2025
Generalized Fermat
2459
302240442^131072+1
1111537
2025
Generalized Fermat
2460
302186970^131072+1
1111527
2025
Generalized Fermat
2461
302150100^131072+1
1111520
2025
Generalized Fermat
2462
301715144^131072+1
1111438
2025
Generalized Fermat
2463
301702734^131072+1
1111436
2025
Generalized Fermat
2464
301006780^131072+1
1111304
2025
Generalized Fermat
2465
300951448^131072+1
1111294
2025
Generalized Fermat
2466
300789064^131072+1
1111263
2025
Generalized Fermat
2467
300359914^131072+1
1111182
2025
Generalized Fermat
2468
1979*2^3691108-1
1111138
2026
2469
1089049*2^3691010+1
1111111
2024
2470
299617962^131072+1
1111041
2025
Generalized Fermat
2471
299465954^131072+1
1111012
2025
Generalized Fermat
2472
299453316^131072+1
1111010
2025
Generalized Fermat
2473
299319324^131072+1
1110984
2025
Generalized Fermat
2474
298464340^131072+1
1110822
2025
Generalized Fermat
2475
298459970^131072+1
1110821
2025
Generalized Fermat
2476
297844594^131072+1
1110703
2025
Generalized Fermat
2477
297797756^131072+1
1110694
2025
Generalized Fermat
2478
297561734^131072+1
1110649
2025
Generalized Fermat
2479
297347764^131072+1
1110608
2025
Generalized Fermat
2480
297200042^131072+1
1110580
2025
Generalized Fermat
2481
296855808^131072+1
1110514
2025
Generalized Fermat
2482
879*2^3688853+1
1110459
2025
2483
296366230^131072+1
1110420
2025
Generalized Fermat
2484
296322752^131072+1
1110412
2025
Generalized Fermat
2485
296139756^131072+1
1110377
2025
Generalized Fermat
2486
296013472^131072+1
1110352
2025
Generalized Fermat
2487
295817758^131072+1
1110315
2025
Generalized Fermat
2488
17620*60^624380-1
1110247
2026
2489
485*2^3688111+1
1110235
2022
2490
295265516^131072+1
1110208
2025
Generalized Fermat
2491
295158064^131072+1
1110188
2025
Generalized Fermat
2492
295116084^131072+1
1110179
2025
Generalized Fermat
2493
295038452^131072+1
1110164
2025
Generalized Fermat
2494
294901286^131072+1
1110138
2025
Generalized Fermat
2495
294581562^131072+1
1110076
2025
Generalized Fermat
2496
294287308^131072+1
1110019
2025
Generalized Fermat
2497
294282868^131072+1
1110018
2025
Generalized Fermat
2498
293950920^131072+1
1109954
2025
Generalized Fermat
2499
293846126^131072+1
1109934
2025
Generalized Fermat
2500
293634610^131072+1
1109893
2025
Generalized Fermat
2501
293593596^131072+1
1109885
2025
Generalized Fermat
2502
293229954^131072+1
1109814
2025
Generalized Fermat
2503
341*2^3686613+1
1109784
2022
2504
87*2^3686558+1
1109767
2022
2505
292906440^131072+1
1109752
2025
Generalized Fermat
2506
292462072^131072+1
1109665
2025
Generalized Fermat
2507
965*2^3685969+1
1109591
2025
2508
291939158^131072+1
1109563
2025
Generalized Fermat
2509
291644784^131072+1
1109506
2025
Generalized Fermat
2510
291616626^131072+1
1109500
2025
Generalized Fermat
2511
291515852^131072+1
1109481
2025
Generalized Fermat
2512
291463322^131072+1
1109470
2025
Generalized Fermat
2513
291165334^131072+1
1109412
2025
Generalized Fermat
2514
290922092^131072+1
1109365
2025
Generalized Fermat
2515
290470932^131072+1
1109276
2025
Generalized Fermat
2516
290470146^131072+1
1109276
2025
Generalized Fermat
2517
290289574^131072+1
1109241
2025
Generalized Fermat
2518
290289300^131072+1
1109241
2025
Generalized Fermat
2519
290203860^131072+1
1109224
2025
Generalized Fermat
2520
290075834^131072+1
1109199
2025
Generalized Fermat
2521
289805958^131072+1
1109146
2025
Generalized Fermat
2522
289390778^131072+1
1109064
2025
Generalized Fermat
2523
877*2^3684190+1
1109055
2025
2524
289176522^131072+1
1109022
2025
Generalized Fermat
2525
288601570^131072+1
1108909
2025
Generalized Fermat
2526
288168976^131072+1
1108823
2025
Generalized Fermat
2527
287625360^131072+1
1108716
2025
Generalized Fermat
2528
675*2^3682616+1
1108581
2022
2529
286460772^131072+1
1108485
2025
Generalized Fermat
2530
286434328^131072+1
1108480
2025
Generalized Fermat
2531
569*2^3682167+1
1108446
2022
2532
285803202^131072+1
1108354
2025
Generalized Fermat
2533
285447574^131072+1
1108283
2025
Generalized Fermat
2534
285446536^131072+1
1108283
2025
Generalized Fermat
2535
284918308^131072+1
1108178
2025
Generalized Fermat
2536
284831742^131072+1
1108160
2025
Generalized Fermat
2537
284805838^131072+1
1108155
2025
Generalized Fermat
2538
284753240^131072+1
1108145
2025
Generalized Fermat
2539
284745724^131072+1
1108143
2025
Generalized Fermat
2540
57*2^3681002-1
1108094
2025
2541
284001924^131072+1
1107994
2025
Generalized Fermat
2542
283824490^131072+1
1107959
2025
Generalized Fermat
2543
283699626^131072+1
1107934
2025
Generalized Fermat
2544
283216606^131072+1
1107837
2025
Generalized Fermat
2545
765*2^3680091+1
1107821
2025
2546
282839136^131072+1
1107761
2025
Generalized Fermat
2547
281755198^131072+1
1107542
2025
Generalized Fermat
2548
281635050^131072+1
1107518
2025
Generalized Fermat
2549
330286*5^1584399-1
1107453
2014
2550
281238556^131072+1
1107438
2025
Generalized Fermat
2551
281131678^131072+1
1107416
2025
Generalized Fermat
2552
34*951^371834-1
1107391
2019
2553
280984376^131072+1
1107386
2025
Generalized Fermat
2554
280877312^131072+1
1107364
2025
Generalized Fermat
2555
199*754^384827+1
1107293
2026
2556
280515348^131072+1
1107291
2025
Generalized Fermat
2557
280391126^131072+1
1107266
2025
Generalized Fermat
2558
280207586^131072+1
1107229
2025
Generalized Fermat
2559
279991058^131072+1
1107185
2025
Generalized Fermat
2560
279987304^131072+1
1107184
2025
Generalized Fermat
2561
279919024^131072+1
1107170
2025
Generalized Fermat
2562
45*2^3677787+1
1107126
2019
2563
279594222^131072+1
1107104
2025
Generalized Fermat
2564
279533226^131072+1
1107091
2025
Generalized Fermat
2565
279393398^131072+1
1107063
2025
Generalized Fermat
2566
279257150^131072+1
1107035
2025
Generalized Fermat
2567
278715552^131072+1
1106925
2025
Generalized Fermat
2568
278620322^131072+1
1106905
2025
Generalized Fermat
2569
278619282^131072+1
1106905
2025
Generalized Fermat
2570
278524906^131072+1
1106886
2025
Generalized Fermat
2571
278507178^131072+1
1106882
2025
Generalized Fermat
2572
278237250^131072+1
1106827
2025
Generalized Fermat
2573
278204564^131072+1
1106820
2025
Generalized Fermat
2574
278190840^131072+1
1106817
2025
Generalized Fermat
2575
277919980^131072+1
1106762
2025
Generalized Fermat
2576
625*2^3676300+1
1106680
2022
Generalized Fermat
2577
277256590^131072+1
1106626
2025
Generalized Fermat
2578
277085600^131072+1
1106591
2025
Generalized Fermat
2579
276836574^131072+1
1106540
2025
Generalized Fermat
2580
276775868^131072+1
1106527
2025
Generalized Fermat
2581
276740330^131072+1
1106520
2025
Generalized Fermat
2582
276607388^131072+1
1106492
2025
Generalized Fermat
2583
276446036^131072+1
1106459
2025
Generalized Fermat
2584
276329786^131072+1
1106435
2025
Generalized Fermat
2585
13*2^3675223-1
1106354
2016
2586
275170262^131072+1
1106196
2025
Generalized Fermat
2587
274919976^131072+1
1106144
2025
Generalized Fermat
2588
274816000^131072+1
1106123
2025
Generalized Fermat
2589
274753140^131072+1
1106110
2025
Generalized Fermat
2590
274535798^131072+1
1106065
2025
Generalized Fermat
2591
274280236^131072+1
1106012
2025
Generalized Fermat
2592
273579644^131072+1
1105866
2025
Generalized Fermat
2593
273503630^131072+1
1105850
2025
Generalized Fermat
2594
273438512^131072+1
1105837
2025
Generalized Fermat
2595
273327598^131072+1
1105813
2025
Generalized Fermat
2596
273306974^131072+1
1105809
2025
Generalized Fermat
2597
273272188^131072+1
1105802
2025
Generalized Fermat
2598
273237906^131072+1
1105795
2025
Generalized Fermat
2599
273140040^131072+1
1105774
2025
Generalized Fermat
2600
273036074^131072+1
1105753
2025
Generalized Fermat
2601
272998912^131072+1
1105745
2025
Generalized Fermat
2602
947*2^3673183+1
1105742
2025
2603
272788310^131072+1
1105701
2025
Generalized Fermat
2604
272041540^131072+1
1105545
2025
Generalized Fermat
2605
271643232^131072+1
1105462
2019
Generalized Fermat
2606
271370312^131072+1
1105404
2025
Generalized Fermat
2607
271135152^131072+1
1105355
2025
Generalized Fermat
2608
270979532^131072+1
1105322
2025
Generalized Fermat
2609
270832760^131072+1
1105292
2025
Generalized Fermat
2610
270822160^131072+1
1105289
2025
Generalized Fermat
2611
270789102^131072+1
1105282
2025
Generalized Fermat
2612
270682284^131072+1
1105260
2025
Generalized Fermat
2613
270581690^131072+1
1105239
2025
Generalized Fermat
2614
270284868^131072+1
1105176
2025
Generalized Fermat
2615
463*2^3671262+1
1105163
2022
2616
269993492^131072+1
1105115
2025
Generalized Fermat
2617
735*2^3670991+1
1105082
2022
2618
269812742^131072+1
1105077
2025
Generalized Fermat
2619
268685690^131072+1
1104838
2025
Generalized Fermat
2620
475*2^3670046+1
1104797
2022
2621
267783532^131072+1
1104647
2025
Generalized Fermat
2622
267768162^131072+1
1104644
2025
Generalized Fermat
2623
267416848^131072+1
1104569
2025
Generalized Fermat
2624
267414744^131072+1
1104569
2025
Generalized Fermat
2625
266639610^131072+1
1104403
2025
Generalized Fermat
2626
266330322^131072+1
1104337
2025
Generalized Fermat
2627
266249522^131072+1
1104320
2025
Generalized Fermat
2628
15*2^3668194-1
1104238
2013
2629
265866252^131072+1
1104238
2025
Generalized Fermat
2630
265837862^131072+1
1104232
2025
Generalized Fermat
2631
265643056^131072+1
1104190
2025
Generalized Fermat
2632
265621592^131072+1
1104186
2025
Generalized Fermat
2633
265478490^131072+1
1104155
2025
Generalized Fermat
2634
264860372^131072+1
1104022
2025
Generalized Fermat
2635
264624458^131072+1
1103971
2025
Generalized Fermat
2636
264541844^131072+1
1103954
2025
Generalized Fermat
2637
264360218^131072+1
1103915
2025
Generalized Fermat
2638
264269230^131072+1
1103895
2025
Generalized Fermat
2639
263861882^131072+1
1103807
2025
Generalized Fermat
2640
263506158^131072+1
1103730
2025
Generalized Fermat
2641
262824942^131072+1
1103583
2025
Generalized Fermat
2642
262754910^131072+1
1103568
2025
Generalized Fermat
2643
262470710^131072+1
1103506
2025
Generalized Fermat
2644
273*2^3665736+1
1103499
2022
2645
262298138^131072+1
1103469
2025
Generalized Fermat
2646
262041482^131072+1
1103413
2025
Generalized Fermat
2647
262005898^131072+1
1103405
2025
Generalized Fermat
2648
261858724^131072+1
1103373
2025
Generalized Fermat
2649
261114224^131072+1
1103211
2025
Generalized Fermat
2650
13*2^3664703-1
1103187
2016
2651
1486*165^497431+1
1103049
2024
2652
260265300^131072+1
1103026
2024
Generalized Fermat
2653
260050122^131072+1
1102979
2024
Generalized Fermat
2654
259881684^131072+1
1102942
2024
Generalized Fermat
2655
259576262^131072+1
1102875
2024
Generalized Fermat
2656
250*859^375877+1
1102823
2025
2657
406515^196608-406515^98304+1
1102790
2016
Generalized unique
2658
259130312^131072+1
1102777
2024
Generalized Fermat
2659
259042144^131072+1
1102758
2024
Generalized Fermat
2660
111*2^3663234-1
1102746
2025
2661
609*2^3662931+1
1102655
2022
2662
258337266^131072+1
1102603
2024
Generalized Fermat
2663
258336436^131072+1
1102602
2024
Generalized Fermat
2664
258197916^131072+1
1102572
2024
Generalized Fermat
2665
258109576^131072+1
1102552
2024
Generalized Fermat
2666
257401382^131072+1
1102396
2024
Generalized Fermat
2667
257047620^131072+1
1102318
2024
Generalized Fermat
2668
256963326^131072+1
1102299
2024
Generalized Fermat
2669
256943534^131072+1
1102295
2024
Generalized Fermat
2670
256089378^131072+1
1102105
2024
Generalized Fermat
2671
255856074^131072+1
1102053
2024
Generalized Fermat
2672
255812078^131072+1
1102044
2024
Generalized Fermat
2673
255666546^131072+1
1102011
2024
Generalized Fermat
2674
255648100^131072+1
1102007
2024
Generalized Fermat
2675
255555468^131072+1
1101986
2024
Generalized Fermat
2676
255339392^131072+1
1101938
2024
Generalized Fermat
2677
255189240^131072+1
1101905
2024
Generalized Fermat
2678
254954350^131072+1
1101852
2024
Generalized Fermat
2679
254731916^131072+1
1101803
2024
Generalized Fermat
2680
254713668^131072+1
1101799
2024
Generalized Fermat
2681
254450722^131072+1
1101740
2024
Generalized Fermat
2682
254193678^131072+1
1101682
2024
Generalized Fermat
2683
253875014^131072+1
1101611
2024
Generalized Fermat
2684
253866454^131072+1
1101609
2024
Generalized Fermat
2685
253210808^131072+1
1101462
2024
Generalized Fermat
2686
252934920^131072+1
1101400
2024
Generalized Fermat
2687
252637312^131072+1
1101333
2024
Generalized Fermat
2688
252545864^131072+1
1101312
2024
Generalized Fermat
2689
252369374^131072+1
1101272
2024
Generalized Fermat
2690
252171992^131072+1
1101228
2024
Generalized Fermat
2691
251361006^131072+1
1101044
2024
Generalized Fermat
2692
251085988^131072+1
1100982
2024
Generalized Fermat
2693
250775680^131072+1
1100912
2024
Generalized Fermat
2694
249754922^131072+1
1100679
2024
Generalized Fermat
2695
249751100^131072+1
1100679
2024
Generalized Fermat
2696
249735514^131072+1
1100675
2024
Generalized Fermat
2697
249634320^131072+1
1100652
2024
Generalized Fermat
2698
118*892^373012+1
1100524
2020
2699
248934378^131072+1
1100492
2024
Generalized Fermat
2700
248857694^131072+1
1100475
2024
Generalized Fermat
2701
248820272^131072+1
1100466
2024
Generalized Fermat
2702
248632632^131072+1
1100423
2024
Generalized Fermat
2703
248621940^131072+1
1100421
2024
Generalized Fermat
2704
248617468^131072+1
1100420
2024
Generalized Fermat
2705
33300*430^417849-1
1100397
2016
2706
247389350^131072+1
1100138
2024
Generalized Fermat
2707
247342010^131072+1
1100127
2024
Generalized Fermat
2708
247145256^131072+1
1100082
2024
Generalized Fermat
2709
246980946^131072+1
1100044
2024
Generalized Fermat
2710
246952054^131072+1
1100037
2024
Generalized Fermat
2711
246943520^131072+1
1100035
2024
Generalized Fermat
2712
(2^2976221-1)*(10^204068-1172064)+1
1100000
2024
2713
246677978^131072+1
1099974
2024
Generalized Fermat
2714
246634478^131072+1
1099964
2024
Generalized Fermat
2715
1175*2^3653893+1
1099935
2025
2716
246394910^131072+1
1099908
2024
Generalized Fermat
2717
246207020^131072+1
1099865
2024
Generalized Fermat
2718
246012578^131072+1
1099820
2024
Generalized Fermat
2719
245507802^131072+1
1099703
2024
Generalized Fermat
2720
245461196^131072+1
1099692
2024
Generalized Fermat
2721
655*2^3653008+1
1099668
2022
2722
244873604^131072+1
1099556
2024
Generalized Fermat
2723
244660242^131072+1
1099506
2024
Generalized Fermat
2724
244342390^131072+1
1099432
2024
Generalized Fermat
2725
244202408^131072+1
1099400
2024
Generalized Fermat
2726
291*268^452750-1
1099341
2022
2727
243786926^131072+1
1099303
2024
Generalized Fermat
2728
243427990^131072+1
1099219
2024
Generalized Fermat
2729
242973858^131072+1
1099113
2024
Generalized Fermat
2730
242950108^131072+1
1099107
2024
Generalized Fermat
2731
242933064^131072+1
1099103
2024
Generalized Fermat
2732
242926826^131072+1
1099102
2024
Generalized Fermat
2733
242855212^131072+1
1099085
2024
Generalized Fermat
2734
242494358^131072+1
1099000
2024
Generalized Fermat
2735
242295536^131072+1
1098953
2024
Generalized Fermat
2736
242161196^131072+1
1098922
2024
Generalized Fermat
2737
241765100^131072+1
1098829
2024
Generalized Fermat
2738
241550882^131072+1
1098778
2024
Generalized Fermat
2739
869*2^3650049+1
1098778
2025
2740
241438172^131072+1
1098752
2024
Generalized Fermat
2741
241338084^131072+1
1098728
2024
Generalized Fermat
2742
241249426^131072+1
1098707
2024
Generalized Fermat
2743
33*2^3649810+1
1098704
2019
2744
241151312^131072+1
1098684
2024
Generalized Fermat
2745
241000970^131072+1
1098648
2024
Generalized Fermat
2746
240966866^131072+1
1098640
2024
Generalized Fermat
2747
240965802^131072+1
1098640
2024
Generalized Fermat
2748
240910640^131072+1
1098627
2024
Generalized Fermat
2749
240856112^131072+1
1098614
2024
Generalized Fermat
2750
240307734^131072+1
1098484
2024
Generalized Fermat
2751
240190808^131072+1
1098457
2024
Generalized Fermat
2752
239927858^131072+1
1098394
2024
Generalized Fermat
2753
239545562^131072+1
1098304
2024
Generalized Fermat
2754
239520486^131072+1
1098298
2024
Generalized Fermat
2755
262614*5^1571158-1
1098198
2025
2756
238968056^131072+1
1098166
2024
Generalized Fermat
2757
238871106^131072+1
1098143
2024
Generalized Fermat
2758
238852190^131072+1
1098139
2024
Generalized Fermat
2759
238698190^131072+1
1098102
2024
Generalized Fermat
2760
238653710^131072+1
1098091
2024
Generalized Fermat
2761
238627390^131072+1
1098085
2024
Generalized Fermat
2762
238438430^131072+1
1098040
2024
Generalized Fermat
2763
238381768^131072+1
1098026
2024
Generalized Fermat
2764
238193230^131072+1
1097981
2024
Generalized Fermat
2765
238168282^131072+1
1097975
2024
Generalized Fermat
2766
238109742^131072+1
1097961
2024
Generalized Fermat
2767
237601644^131072+1
1097840
2024
Generalized Fermat
2768
237260908^131072+1
1097758
2024
Generalized Fermat
2769
237185928^131072+1
1097740
2024
Generalized Fermat
2770
237108488^131072+1
1097722
2024
Generalized Fermat
2771
236924362^131072+1
1097677
2024
Generalized Fermat
2772
236602468^131072+1
1097600
2024
Generalized Fermat
2773
236500052^131072+1
1097575
2024
Generalized Fermat
2774
236417078^131072+1
1097555
2024
Generalized Fermat
2775
236278180^131072+1
1097522
2024
Generalized Fermat
2776
236240868^131072+1
1097513
2024
Generalized Fermat
2777
235947986^131072+1
1097442
2024
Generalized Fermat
2778
235577802^131072+1
1097353
2024
Generalized Fermat
2779
235566676^131072+1
1097350
2024
Generalized Fermat
2780
235108160^131072+1
1097239
2024
Generalized Fermat
2781
234962380^131072+1
1097204
2024
Generalized Fermat
2782
234806100^131072+1
1097166
2024
Generalized Fermat
2783
234661134^131072+1
1097131
2024
Generalized Fermat
2784
234566344^131072+1
1097108
2024
Generalized Fermat
2785
234523400^131072+1
1097098
2024
Generalized Fermat
2786
234385314^131072+1
1097064
2024
Generalized Fermat
2787
234307964^131072+1
1097045
2024
Generalized Fermat
2788
234291722^131072+1
1097041
2024
Generalized Fermat
2789
233937376^131072+1
1096955
2024
Generalized Fermat
2790
233903532^131072+1
1096947
2024
Generalized Fermat
2791
233559012^131072+1
1096863
2024
Generalized Fermat
2792
233447012^131072+1
1096836
2024
Generalized Fermat
2793
233349574^131072+1
1096812
2024
Generalized Fermat
2794
233034976^131072+1
1096735
2024
Generalized Fermat
2795
232796676^131072+1
1096677
2024
Generalized Fermat
2796
232485778^131072+1
1096601
2024
Generalized Fermat
2797
232050760^131072+1
1096494
2024
Generalized Fermat
2798
295*2^3642206+1
1096416
2022
2799
231583998^131072+1
1096380
2024
Generalized Fermat
2800
231295516^131072+1
1096309
2024
Generalized Fermat
2801
25492*52^638823+1
1096227
2026
2802
230663736^131072+1
1096153
2024
Generalized Fermat
2803
230655072^131072+1
1096151
2024
Generalized Fermat
2804
230396424^131072+1
1096087
2024
Generalized Fermat
2805
230275166^131072+1
1096057
2024
Generalized Fermat
2806
230267830^131072+1
1096055
2024
Generalized Fermat
2807
989*2^3640585+1
1095929
2020
2808
567*2^3639287+1
1095538
2019
2809
227669832^131072+1
1095409
2024
Generalized Fermat
2810
79788*5^1567080-1
1095347
2025
2811
227406222^131072+1
1095343
2024
Generalized Fermat
2812
227239620^131072+1
1095302
2024
Generalized Fermat
2813
227135580^131072+1
1095276
2024
Generalized Fermat
2814
227009830^131072+1
1095244
2024
Generalized Fermat
2815
226881840^131072+1
1095212
2024
Generalized Fermat
2816
226782570^131072+1
1095187
2024
Generalized Fermat
2817
226710488^131072+1
1095169
2024
Generalized Fermat
2818
226639300^131072+1
1095151
2024
Generalized Fermat
2819
226453444^131072+1
1095104
2024
Generalized Fermat
2820
226341130^131072+1
1095076
2024
Generalized Fermat
2821
226249042^131072+1
1095053
2024
Generalized Fermat
2822
226100602^131072+1
1095016
2024
Generalized Fermat
2823
225580118^131072+1
1094884
2024
Generalized Fermat
2824
225124888^131072+1
1094769
2024
Generalized Fermat
2825
224635814^131072+1
1094646
2024
Generalized Fermat
2826
224347630^131072+1
1094572
2024
Generalized Fermat
2827
224330804^131072+1
1094568
2024
Generalized Fermat
2828
224249932^131072+1
1094548
2024
Generalized Fermat
2829
224072278^131072+1
1094503
2024
Generalized Fermat
2830
639*2^3635707+1
1094460
2019
2831
223490796^131072+1
1094355
2024
Generalized Fermat
2832
223074802^131072+1
1094249
2024
Generalized Fermat
2833
223010262^131072+1
1094232
2024
Generalized Fermat
2834
222996490^131072+1
1094229
2024
Generalized Fermat
2835
222888506^131072+1
1094201
2024
Generalized Fermat
2836
222593516^131072+1
1094126
2024
Generalized Fermat
2837
222486400^131072+1
1094098
2024
Generalized Fermat
2838
221636362^131072+1
1093880
2024
Generalized Fermat
2839
221528336^131072+1
1093853
2024
Generalized Fermat
2840
221330854^131072+1
1093802
2024
Generalized Fermat
2841
221325712^131072+1
1093801
2024
Generalized Fermat
2842
221174400^131072+1
1093762
2024
Generalized Fermat
2843
221008432^131072+1
1093719
2024
Generalized Fermat
2844
220956326^131072+1
1093705
2024
Generalized Fermat
2845
220838206^131072+1
1093675
2024
Generalized Fermat
2846
220325976^131072+1
1093543
2024
Generalized Fermat
2847
220317996^131072+1
1093541
2024
Generalized Fermat
2848
220288248^131072+1
1093533
2024
Generalized Fermat
2849
219984494^131072+1
1093455
2024
Generalized Fermat
2850
219556482^131072+1
1093344
2024
Generalized Fermat
2851
219525472^131072+1
1093336
2024
Generalized Fermat
2852
219447698^131072+1
1093315
2024
Generalized Fermat
2853
219430370^131072+1
1093311
2024
Generalized Fermat
2854
219331584^131072+1
1093285
2024
Generalized Fermat
2855
753*2^3631472+1
1093185
2019
2856
2*205731^205731-1
1093111
2022
2857
892*161^495304+1
1093053
2026
2858
218012734^131072+1
1092942
2024
Generalized Fermat
2859
217820568^131072+1
1092892
2024
Generalized Fermat
2860
217559364^131072+1
1092823
2024
Generalized Fermat
2861
217458668^131072+1
1092797
2024
Generalized Fermat
2862
217423702^131072+1
1092788
2024
Generalized Fermat
2863
217176690^131072+1
1092723
2024
Generalized Fermat
2864
217170570^131072+1
1092722
2024
Generalized Fermat
2865
65531*2^3629342-1
1092546
2011
2866
1121*2^3629201+1
1092502
2019
2867
216307766^131072+1
1092495
2024
Generalized Fermat
2868
216084296^131072+1
1092436
2024
Generalized Fermat
2869
215*2^3628962-1
1092429
2018
2870
216039994^131072+1
1092425
2024
Generalized Fermat
2871
216027436^131072+1
1092421
2024
Generalized Fermat
2872
216018002^131072+1
1092419
2024
Generalized Fermat
2873
215949788^131072+1
1092401
2024
Generalized Fermat
2874
215945398^131072+1
1092400
2024
Generalized Fermat
2875
215783788^131072+1
1092357
2024
Generalized Fermat
2876
215717854^131072+1
1092340
2024
Generalized Fermat
2877
215462154^131072+1
1092272
2024
Generalized Fermat
2878
215237318^131072+1
1092213
2024
Generalized Fermat
2879
215004526^131072+1
1092151
2024
Generalized Fermat
2880
113*2^3628034-1
1092150
2014
2881
214992758^131072+1
1092148
2024
Generalized Fermat
2882
1009*2^3627911-1
1092114
2025
2883
214814516^131072+1
1092101
2024
Generalized Fermat
2884
1175*2^3627541+1
1092002
2019
2885
214403112^131072+1
1091992
2024
Generalized Fermat
2886
214321816^131072+1
1091970
2024
Generalized Fermat
2887
214134178^131072+1
1091920
2024
Generalized Fermat
2888
214059556^131072+1
1091900
2024
Generalized Fermat
2889
2*431^414457+1
1091878
2019
Divides Phi(431^414457,2)
2890
213879170^131072+1
1091852
2024
Generalized Fermat
2891
19116*24^791057-1
1091831
2024
2892
213736552^131072+1
1091814
2024
Generalized Fermat
2893
213656000^131072+1
1091793
2024
Generalized Fermat
2894
213580840^131072+1
1091773
2024
Generalized Fermat
2895
213425082^131072+1
1091731
2024
Generalized Fermat
2896
213162592^131072+1
1091661
2024
Generalized Fermat
2897
213151104^131072+1
1091658
2024
Generalized Fermat
2898
212912634^131072+1
1091595
2024
Generalized Fermat
2899
212894100^131072+1
1091590
2024
Generalized Fermat
2900
212865234^131072+1
1091582
2024
Generalized Fermat
2901
212862096^131072+1
1091581
2024
Generalized Fermat
2902
212838152^131072+1
1091575
2024
Generalized Fermat
2903
853*60^613855+1
1091530
2026
2904
212497738^131072+1
1091483
2024
Generalized Fermat
2905
212121206^131072+1
1091383
2024
Generalized Fermat
2906
211719438^131072+1
1091275
2024
Generalized Fermat
2907
211448294^131072+1
1091202
2024
Generalized Fermat
2908
211407740^131072+1
1091191
2024
Generalized Fermat
2909
211326826^131072+1
1091169
2024
Generalized Fermat
2910
210908700^131072+1
1091056
2024
Generalized Fermat
2911
210564358^131072+1
1090963
2024
Generalized Fermat
2912
210434680^131072+1
1090928
2024
Generalized Fermat
2913
210397166^131072+1
1090918
2024
Generalized Fermat
2914
210160342^131072+1
1090854
2024
Generalized Fermat
2915
210088618^131072+1
1090834
2024
Generalized Fermat
2916
209917216^131072+1
1090788
2024
Generalized Fermat
2917
209839940^131072+1
1090767
2024
Generalized Fermat
2918
209637998^131072+1
1090712
2024
Generalized Fermat
2919
951*2^3623185+1
1090691
2019
2920
209494470^131072+1
1090673
2024
Generalized Fermat
2921
209385420^131072+1
1090644
2024
Generalized Fermat
2922
209108558^131072+1
1090568
2024
Generalized Fermat
2923
209101202^131072+1
1090566
2024
Generalized Fermat
2924
208565926^131072+1
1090420
2024
Generalized Fermat
2925
208497360^131072+1
1090402
2024
Generalized Fermat
2926
208392300^131072+1
1090373
2024
Generalized Fermat
2927
208374066^131072+1
1090368
2024
Generalized Fermat
2928
208352366^131072+1
1090362
2024
Generalized Fermat
2929
208236434^131072+1
1090330
2024
Generalized Fermat
2930
208003690^131072+1
1090267
2024
Generalized Fermat
2931
207985150^131072+1
1090262
2024
Generalized Fermat
2932
207753480^131072+1
1090198
2024
Generalized Fermat
2933
207514736^131072+1
1090133
2024
Generalized Fermat
2934
207445740^131072+1
1090114
2024
Generalized Fermat
2935
29*920^367810-1
1090113
2015
2936
207296788^131072+1
1090073
2024
Generalized Fermat
2937
207264358^131072+1
1090064
2024
Generalized Fermat
2938
207213640^131072+1
1090050
2024
Generalized Fermat
2939
206709064^131072+1
1089911
2024
Generalized Fermat
2940
206640054^131072+1
1089892
2024
Generalized Fermat
2941
206594738^131072+1
1089880
2024
Generalized Fermat
2942
206585726^131072+1
1089877
2024
Generalized Fermat
2943
206473754^131072+1
1089846
2024
Generalized Fermat
2944
206230080^131072+1
1089779
2024
Generalized Fermat
2945
206021166^131072+1
1089722
2024
Generalized Fermat
2946
205990406^131072+1
1089713
2024
Generalized Fermat
2947
205963322^131072+1
1089706
2024
Generalized Fermat
2948
205339678^131072+1
1089533
2024
Generalized Fermat
2949
205160722^131072+1
1089483
2024
Generalized Fermat
2950
205150506^131072+1
1089480
2024
Generalized Fermat
2951
205010004^131072+1
1089441
2024
Generalized Fermat
2952
14641*2^3618876+1
1089395
2018
Generalized Fermat
2953
204695540^131072+1
1089354
2024
Generalized Fermat
2954
485*2^3618563+1
1089299
2019
2955
204382086^131072+1
1089267
2024
Generalized Fermat
2956
204079052^131072+1
1089182
2024
Generalized Fermat
2957
204016062^131072+1
1089165
2024
Generalized Fermat
2958
203275588^131072+1
1088958
2024
Generalized Fermat
2959
203250558^131072+1
1088951
2024
Generalized Fermat
2960
203238918^131072+1
1088948
2024
Generalized Fermat
2961
202515696^131072+1
1088745
2024
Generalized Fermat
2962
202391964^131072+1
1088710
2024
Generalized Fermat
2963
202251688^131072+1
1088670
2024
Generalized Fermat
2964
202114688^131072+1
1088632
2024
Generalized Fermat
2965
202045732^131072+1
1088612
2024
Generalized Fermat
2966
201593074^131072+1
1088485
2024
Generalized Fermat
2967
201536524^131072+1
1088469
2024
Generalized Fermat
2968
201389466^131072+1
1088427
2024
Generalized Fermat
2969
201249512^131072+1
1088388
2024
Generalized Fermat
2970
201239624^131072+1
1088385
2024
Generalized Fermat
2971
200519642^131072+1
1088181
2024
Generalized Fermat
2972
200459670^131072+1
1088164
2024
Generalized Fermat
2973
200433382^131072+1
1088156
2024
Generalized Fermat
2974
200280100^131072+1
1088113
2024
Generalized Fermat
2975
200053318^131072+1
1088048
2024
Generalized Fermat
2976
199971120^131072+1
1088025
2024
Generalized Fermat
2977
95*2^3614033+1
1087935
2019
2978
199502780^131072+1
1087891
2024
Generalized Fermat
2979
198402358^131072+1
1087577
2024
Generalized Fermat
2980
198320982^131072+1
1087553
2024
Generalized Fermat
2981
198319118^131072+1
1087553
2024
Generalized Fermat
2982
65*2^3612630-1
1087512
2025
2983
1005*2^3612300+1
1087414
2019
2984
197752702^131072+1
1087390
2024
Generalized Fermat
2985
197607368^131072+1
1087348
2024
Generalized Fermat
2986
197352408^131072+1
1087275
2024
Generalized Fermat
2987
861*2^3611815+1
1087268
2019
2988
197230100^131072+1
1087239
2024
Generalized Fermat
2989
197212998^131072+1
1087234
2024
Generalized Fermat
2990
197197506^131072+1
1087230
2024
Generalized Fermat
2991
197018872^131072+1
1087178
2024
Generalized Fermat
2992
1087*2^3611476+1
1087166
2019
2993
196722548^131072+1
1087093
2024
Generalized Fermat
2994
196703802^131072+1
1087087
2024
Generalized Fermat
2995
196687752^131072+1
1087082
2024
Generalized Fermat
2996
195950620^131072+1
1086869
2024
Generalized Fermat
2997
195834796^131072+1
1086835
2024
Generalized Fermat
2998
195048992^131072+1
1086606
2024
Generalized Fermat
2999
194911702^131072+1
1086566
2024
Generalized Fermat
3000
194819864^131072+1
1086539
2024
Generalized Fermat
3001
485767*2^3609357-1
1086531
2008
3002
194730404^131072+1
1086513
2024
Generalized Fermat
3003
194644872^131072+1
1086488
2024
Generalized Fermat
3004
194584114^131072+1
1086470
2024
Generalized Fermat
3005
194263106^131072+1
1086376
2024
Generalized Fermat
3006
194202254^131072+1
1086359
2024
Generalized Fermat
3007
194159546^131072+1
1086346
2024
Generalized Fermat
3008
193935716^131072+1
1086280
2024
Generalized Fermat
3009
193247784^131072+1
1086078
2024
Generalized Fermat
3010
192866222^131072+1
1085966
2024
Generalized Fermat
3011
192651588^131072+1
1085902
2024
Generalized Fermat
3012
192606308^131072+1
1085889
2024
Generalized Fermat
3013
675*2^3606447+1
1085652
2019
3014
191678526^131072+1
1085614
2024
Generalized Fermat
3015
669*2^3606266+1
1085598
2019
3016
191567332^131072+1
1085581
2024
Generalized Fermat
3017
65077*2^3605944+1
1085503
2020
3018
191194450^131072+1
1085470
2024
Generalized Fermat
3019
1365*2^3605491+1
1085365
2022
3020
190810274^131072+1
1085356
2024
Generalized Fermat
3021
190309640^131072+1
1085206
2024
Generalized Fermat
3022
190187176^131072+1
1085169
2024
Generalized Fermat
3023
190144032^131072+1
1085156
2024
Generalized Fermat
3024
450*811^373026+1
1085144
2026
3025
851*2^3604395+1
1085034
2019
3026
189411830^131072+1
1084937
2024
Generalized Fermat
3027
189240324^131072+1
1084885
2024
Generalized Fermat
3028
1648*96^547292-1
1084885
2026
3029
188766416^131072+1
1084743
2024
Generalized Fermat
3030
188655374^131072+1
1084709
2024
Generalized Fermat
3031
188646712^131072+1
1084706
2024
Generalized Fermat
3032
187961358^131072+1
1084499
2024
Generalized Fermat
3033
1143*2^3602429+1
1084443
2019
3034
187731580^131072+1
1084430
2024
Generalized Fermat
3035
187643362^131072+1
1084403
2024
Generalized Fermat
3036
187584550^131072+1
1084385
2024
Generalized Fermat
3037
187330820^131072+1
1084308
2024
Generalized Fermat
3038
1183*2^3601898+1
1084283
2019
3039
187231212^131072+1
1084278
2024
Generalized Fermat
3040
187184006^131072+1
1084263
2024
Generalized Fermat
3041
187007398^131072+1
1084210
2024
Generalized Fermat
3042
185411044^131072+1
1083722
2023
Generalized Fermat
3043
185248324^131072+1
1083672
2023
Generalized Fermat
3044
185110536^131072+1
1083629
2023
Generalized Fermat
3045
185015722^131072+1
1083600
2023
Generalized Fermat
3046
184855564^131072+1
1083551
2023
Generalized Fermat
3047
184835362^131072+1
1083545
2024
Generalized Fermat
3048
184814078^131072+1
1083538
2023
Generalized Fermat
3049
184653266^131072+1
1083488
2023
Generalized Fermat
3050
184523024^131072+1
1083448
2023
Generalized Fermat
3051
184317182^131072+1
1083385
2023
Generalized Fermat
3052
184310672^131072+1
1083383
2023
Generalized Fermat
3053
184119204^131072+1
1083324
2023
Generalized Fermat
3054
183839694^131072+1
1083237
2023
Generalized Fermat
3055
183591732^131072+1
1083160
2023
Generalized Fermat
3056
183392536^131072+1
1083098
2023
Generalized Fermat
3057
183383118^131072+1
1083096
2023
Generalized Fermat
3058
183157240^131072+1
1083025
2023
Generalized Fermat
3059
182252536^131072+1
1082744
2023
Generalized Fermat
3060
182166824^131072+1
1082717
2023
Generalized Fermat
3061
181969816^131072+1
1082655
2023
Generalized Fermat
3062
181913260^131072+1
1082637
2023
Generalized Fermat
3063
189*2^3596375+1
1082620
2016
3064
181302244^131072+1
1082446
2023
Generalized Fermat
3065
180680920^131072+1
1082251
2023
Generalized Fermat
3066
180455838^131072+1
1082180
2023
Generalized Fermat
3067
180111908^131072+1
1082071
2023
Generalized Fermat
3068
180084608^131072+1
1082062
2023
Generalized Fermat
3069
180045220^131072+1
1082050
2023
Generalized Fermat
3070
180002474^131072+1
1082036
2023
Generalized Fermat
3071
179913814^131072+1
1082008
2023
Generalized Fermat
3072
1089*2^3593267+1
1081685
2019
3073
178743858^131072+1
1081637
2023
Generalized Fermat
3074
178437884^131072+1
1081539
2023
Generalized Fermat
3075
178435022^131072+1
1081538
2023
Generalized Fermat
3076
178311240^131072+1
1081499
2023
Generalized Fermat
3077
178086108^131072+1
1081427
2023
Generalized Fermat
3078
178045832^131072+1
1081414
2023
Generalized Fermat
3079
177796222^131072+1
1081334
2023
Generalized Fermat
3080
177775606^131072+1
1081328
2023
Generalized Fermat
3081
177648552^131072+1
1081287
2023
Generalized Fermat
3082
177398652^131072+1
1081207
2023
Generalized Fermat
3083
177319028^131072+1
1081181
2023
Generalized Fermat
3084
177296064^131072+1
1081174
2023
Generalized Fermat
3085
177129922^131072+1
1081121
2023
Generalized Fermat
3086
176799404^131072+1
1081014
2023
Generalized Fermat
3087
176207346^131072+1
1080823
2023
Generalized Fermat
3088
176085282^131072+1
1080784
2023
Generalized Fermat
3089
175482140^131072+1
1080589
2023
Generalized Fermat
3090
175271418^131072+1
1080520
2023
Generalized Fermat
3091
19581121*2^3589357-1
1080512
2022
3092
175200596^131072+1
1080497
2023
Generalized Fermat
3093
1101*2^3589103+1
1080431
2019
3094
174728608^131072+1
1080344
2023
Generalized Fermat
3095
174697724^131072+1
1080334
2023
Generalized Fermat
3096
174534362^131072+1
1080280
2023
Generalized Fermat
3097
174142738^131072+1
1080152
2023
Generalized Fermat
3098
174103532^131072+1
1080140
2023
Generalized Fermat
3099
173962482^131072+1
1080093
2023
Generalized Fermat
3100
3788*235^455521-1
1080075
2026
3101
35*2^3587843+1
1080050
2014
Divides GF(3587841,5)
3102
173717408^131072+1
1080013
2023
Generalized Fermat
3103
173561300^131072+1
1079962
2023
Generalized Fermat
3104
173343810^131072+1
1079891
2023
Generalized Fermat
3105
172026454^131072+1
1079456
2023
Generalized Fermat
3106
172004036^131072+1
1079449
2023
Generalized Fermat
3107
275*2^3585539+1
1079358
2016
3108
171677924^131072+1
1079341
2023
Generalized Fermat
3109
171610156^131072+1
1079319
2023
Generalized Fermat
3110
171518672^131072+1
1079288
2023
Generalized Fermat
3111
171128300^131072+1
1079158
2023
Generalized Fermat
3112
170982934^131072+1
1079110
2023
Generalized Fermat
3113
170626040^131072+1
1078991
2023
Generalized Fermat
3114
169929578^131072+1
1078758
2023
Generalized Fermat
3115
169369502^131072+1
1078570
2023
Generalized Fermat
3116
169299904^131072+1
1078547
2023
Generalized Fermat
3117
169059224^131072+1
1078466
2023
Generalized Fermat
3118
168885632^131072+1
1078408
2023
Generalized Fermat
3119
168602250^131072+1
1078312
2023
Generalized Fermat
3120
168576546^131072+1
1078303
2023
Generalized Fermat
3121
167845698^131072+1
1078056
2023
Generalized Fermat
3122
167604930^131072+1
1077974
2023
Generalized Fermat
3123
2*59^608685+1
1077892
2014
Divides Phi(59^608685,2)
3124
167206862^131072+1
1077839
2023
Generalized Fermat
3125
166964502^131072+1
1077756
2023
Generalized Fermat
3126
651*2^3579843+1
1077643
2018
3127
166609122^131072+1
1077635
2023
Generalized Fermat
3128
166397330^131072+1
1077563
2023
Generalized Fermat
3129
166393356^131072+1
1077561
2023
Generalized Fermat
3130
166288612^131072+1
1077525
2023
Generalized Fermat
3131
166277052^131072+1
1077521
2023
Generalized Fermat
3132
166052226^131072+1
1077444
2023
Generalized Fermat
3133
165430644^131072+1
1077231
2023
Generalized Fermat
3134
165427494^131072+1
1077230
2023
Generalized Fermat
3135
583*2^3578402+1
1077210
2018
3136
165361824^131072+1
1077207
2023
Generalized Fermat
3137
165258594^131072+1
1077172
2023
Generalized Fermat
3138
165036358^131072+1
1077095
2023
Generalized Fermat
3139
164922680^131072+1
1077056
2023
Generalized Fermat
3140
164800594^131072+1
1077014
2023
Generalized Fermat
3141
164660428^131072+1
1076965
2023
Generalized Fermat
3142
309*2^3577339+1
1076889
2016
3143
164440734^131072+1
1076889
2023
Generalized Fermat
3144
163871194^131072+1
1076692
2023
Generalized Fermat
3145
163838506^131072+1
1076680
2023
Generalized Fermat
3146
163821336^131072+1
1076674
2023
Generalized Fermat
3147
163820256^131072+1
1076674
2023
Generalized Fermat
3148
163666380^131072+1
1076621
2023
Generalized Fermat
3149
163585288^131072+1
1076592
2023
Generalized Fermat
3150
163359994^131072+1
1076514
2023
Generalized Fermat
3151
163214942^131072+1
1076463
2023
Generalized Fermat
3152
163193584^131072+1
1076456
2023
Generalized Fermat
3153
163152818^131072+1
1076442
2023
Generalized Fermat
3154
163044252^131072+1
1076404
2023
Generalized Fermat
3155
162950466^131072+1
1076371
2023
Generalized Fermat
3156
162874590^131072+1
1076345
2023
Generalized Fermat
3157
162850104^131072+1
1076336
2023
Generalized Fermat
3158
162817576^131072+1
1076325
2023
Generalized Fermat
3159
1185*2^3574583+1
1076060
2018
3160
251*2^3574535+1
1076045
2016
3161
1485*2^3574333+1
1075985
2022
3162
161706626^131072+1
1075935
2023
Generalized Fermat
3163
161619620^131072+1
1075904
2023
Generalized Fermat
3164
161588716^131072+1
1075893
2023
Generalized Fermat
3165
161571504^131072+1
1075887
2023
Generalized Fermat
3166
161569668^131072+1
1075887
2023
Generalized Fermat
3167
160998114^131072+1
1075685
2023
Generalized Fermat
3168
160607310^131072+1
1075547
2023
Generalized Fermat
3169
160325616^131072+1
1075447
2023
Generalized Fermat
3170
160228242^131072+1
1075412
2023
Generalized Fermat
3171
160146172^131072+1
1075383
2023
Generalized Fermat
3172
159800918^131072+1
1075260
2023
Generalized Fermat
3173
159794566^131072+1
1075258
2023
Generalized Fermat
3174
159784836^131072+1
1075254
2023
Generalized Fermat
3175
159784822^131072+1
1075254
2023
Generalized Fermat
3176
1019*2^3571635+1
1075173
2018
3177
159509138^131072+1
1075156
2023
Generalized Fermat
3178
119*2^3571416-1
1075106
2018
3179
159214418^131072+1
1075051
2023
Generalized Fermat
3180
158831096^131072+1
1074914
2023
Generalized Fermat
3181
35*2^3570777+1
1074913
2014
3182
158696888^131072+1
1074865
2023
Generalized Fermat
3183
158472238^131072+1
1074785
2023
Generalized Fermat
3184
33*2^3570132+1
1074719
2014
3185
157923226^131072+1
1074587
2023
Generalized Fermat
3186
157541220^131072+1
1074449
2023
Generalized Fermat
3187
5*2^3569154-1
1074424
2009
3188
157374268^131072+1
1074389
2023
Generalized Fermat
3189
81*492^399095-1
1074352
2015
3190
156978838^131072+1
1074246
2023
Generalized Fermat
3191
156789840^131072+1
1074177
2023
Generalized Fermat
3192
156756400^131072+1
1074165
2023
Generalized Fermat
3193
22934*5^1536762-1
1074155
2014
3194
156625064^131072+1
1074117
2023
Generalized Fermat
3195
156519708^131072+1
1074079
2023
Generalized Fermat
3196
156468140^131072+1
1074060
2023
Generalized Fermat
3197
156203340^131072+1
1073964
2023
Generalized Fermat
3198
156171526^131072+1
1073952
2023
Generalized Fermat
3199
155778562^131072+1
1073809
2023
Generalized Fermat
3200
155650426^131072+1
1073762
2023
Generalized Fermat
3201
155536474^131072+1
1073720
2023
Generalized Fermat
3202
155339878^131072+1
1073648
2023
Generalized Fermat
3203
155305266^131072+1
1073636
2023
Generalized Fermat
3204
155006218^131072+1
1073526
2023
Generalized Fermat
3205
154553092^131072+1
1073359
2023
Generalized Fermat
3206
154492166^131072+1
1073337
2023
Generalized Fermat
3207
154478286^131072+1
1073332
2023
Generalized Fermat
3208
154368914^131072+1
1073291
2023
Generalized Fermat
3209
153966766^131072+1
1073143
2023
Generalized Fermat
3210
3437687*2^3564664-1
1073078
2024
3211
265*2^3564373-1
1072986
2018
3212
153485148^131072+1
1072965
2023
Generalized Fermat
3213
153432848^131072+1
1072945
2023
Generalized Fermat
3214
153413432^131072+1
1072938
2023
Generalized Fermat
3215
771*2^3564109+1
1072907
2018
3216
17665*820^368211+1
1072903
2024
3217
381*2^3563676+1
1072776
2016
3218
152966530^131072+1
1072772
2023
Generalized Fermat
3219
555*2^3563328+1
1072672
2018
3220
152542626^131072+1
1072614
2023
Generalized Fermat
3221
3342*198^466948-1
1072427
2025
3222
151999396^131072+1
1072411
2023
Generalized Fermat
3223
151609814^131072+1
1072265
2023
Generalized Fermat
3224
151218242^131072+1
1072118
2023
Generalized Fermat
3225
151108236^131072+1
1072076
2023
Generalized Fermat
3226
151044622^131072+1
1072052
2023
Generalized Fermat
3227
151030068^131072+1
1072047
2023
Generalized Fermat
3228
150908454^131072+1
1072001
2023
Generalized Fermat
3229
150863054^131072+1
1071984
2023
Generalized Fermat
3230
1183*2^3560584+1
1071846
2018
3231
150014492^131072+1
1071663
2023
Generalized Fermat
3232
149972788^131072+1
1071647
2023
Generalized Fermat
3233
415*2^3559614+1
1071554
2016
3234
149665588^131072+1
1071530
2023
Generalized Fermat
3235
149142686^131072+1
1071331
2023
Generalized Fermat
3236
149057554^131072+1
1071298
2023
Generalized Fermat
3237
148598024^131072+1
1071123
2023
Generalized Fermat
3238
1103*2^3558177-503*2^1092022-1
1071122
2022
Arithmetic progression (3,d=1103*2^3558176-503*2^1092022)
3239
1103*2^3558176-1
1071121
2018
3240
148592576^131072+1
1071121
2023
Generalized Fermat
3241
148425726^131072+1
1071057
2023
Generalized Fermat
3242
148154288^131072+1
1070952
2023
Generalized Fermat
3243
148093952^131072+1
1070929
2023
Generalized Fermat
3244
148070542^131072+1
1070920
2023
Generalized Fermat
3245
147988292^131072+1
1070889
2023
Generalized Fermat
3246
147816036^131072+1
1070822
2023
Generalized Fermat
3247
1379*2^3557072-1
1070789
2018
3248
147539992^131072+1
1070716
2023
Generalized Fermat
3249
147433824^131072+1
1070675
2023
Generalized Fermat
3250
147310498^131072+1
1070627
2023
Generalized Fermat
3251
147265916^131072+1
1070610
2023
Generalized Fermat
3252
146994540^131072+1
1070505
2023
Generalized Fermat
3253
146520528^131072+1
1070321
2023
Generalized Fermat
3254
146465338^131072+1
1070300
2023
Generalized Fermat
3255
146031082^131072+1
1070131
2023
Generalized Fermat
3256
145949782^131072+1
1070099
2023
Generalized Fermat
3257
145728478^131072+1
1070013
2023
Generalized Fermat
3258
145245346^131072+1
1069824
2023
Generalized Fermat
3259
145137270^131072+1
1069781
2023
Generalized Fermat
3260
145132288^131072+1
1069779
2023
Generalized Fermat
3261
144926960^131072+1
1069699
2023
Generalized Fermat
3262
144810806^131072+1
1069653
2023
Generalized Fermat
3263
681*2^3553141+1
1069605
2018
3264
144602744^131072+1
1069571
2023
Generalized Fermat
3265
143844356^131072+1
1069272
2023
Generalized Fermat
3266
599*2^3551793+1
1069200
2018
3267
55*2^3551791-1
1069198
2025
3268
143421820^131072+1
1069104
2023
Generalized Fermat
3269
621*2^3551472+1
1069103
2018
3270
143416574^131072+1
1069102
2023
Generalized Fermat
3271
143126384^131072+1
1068987
2023
Generalized Fermat
3272
142589776^131072+1
1068773
2023
Generalized Fermat
3273
773*2^3550373+1
1068772
2018
3274
142527792^131072+1
1068748
2023
Generalized Fermat
3275
142207386^131072+1
1068620
2023
Generalized Fermat
3276
142195844^131072+1
1068616
2023
Generalized Fermat
3277
141636602^131072+1
1068391
2023
Generalized Fermat
3278
141554190^131072+1
1068358
2023
Generalized Fermat
3279
95*2^3548546-1
1068221
2025
3280
1199*2^3548380-1
1068172
2018
3281
140928044^131072+1
1068106
2023
Generalized Fermat
3282
191*2^3548117+1
1068092
2015
3283
140859866^131072+1
1068078
2023
Generalized Fermat
3284
140824516^131072+1
1068064
2023
Generalized Fermat
3285
140649396^131072+1
1067993
2023
Generalized Fermat
3286
867*2^3547711+1
1067971
2018
3287
140473436^131072+1
1067922
2023
Generalized Fermat
3288
140237690^131072+1
1067826
2023
Generalized Fermat
3289
139941370^131072+1
1067706
2023
Generalized Fermat
3290
3^2237561+3^1118781+1
1067588
2014
Generalized unique
3291
139352402^131072+1
1067466
2023
Generalized Fermat
3292
351*2^3545752+1
1067381
2016
3293
138896860^131072+1
1067279
2023
Generalized Fermat
3294
138894074^131072+1
1067278
2023
Generalized Fermat
3295
138830036^131072+1
1067252
2023
Generalized Fermat
3296
138626864^131072+1
1067169
2023
Generalized Fermat
3297
138527284^131072+1
1067128
2023
Generalized Fermat
3298
93*2^3544744+1
1067077
2014
3299
26279*24^773017+1
1066932
2025
3300
138000006^131072+1
1066911
2023
Generalized Fermat
3301
137900696^131072+1
1066870
2023
Generalized Fermat
3302
137878102^131072+1
1066860
2023
Generalized Fermat
3303
1159*2^3543702+1
1066764
2018
3304
137521726^131072+1
1066713
2023
Generalized Fermat
3305
137486564^131072+1
1066699
2023
Generalized Fermat
3306
136227118^131072+1
1066175
2023
Generalized Fermat
3307
136192168^131072+1
1066160
2023
Generalized Fermat
3308
136124076^131072+1
1066132
2023
Generalized Fermat
3309
136122686^131072+1
1066131
2023
Generalized Fermat
3310
2*3^2234430-1
1066095
2023
3311
178658*5^1525224-1
1066092
2014
3312
135744154^131072+1
1065973
2023
Generalized Fermat
3313
135695350^131072+1
1065952
2023
Generalized Fermat
3314
135623220^131072+1
1065922
2023
Generalized Fermat
3315
135513092^131072+1
1065876
2023
Generalized Fermat
3316
135497678^131072+1
1065869
2023
Generalized Fermat
3317
135458028^131072+1
1065852
2023
Generalized Fermat
3318
135332960^131072+1
1065800
2023
Generalized Fermat
3319
135135930^131072+1
1065717
2023
Generalized Fermat
3320
1085*2^3539671+1
1065551
2018
3321
134706086^131072+1
1065536
2023
Generalized Fermat
3322
134459616^131072+1
1065431
2023
Generalized Fermat
3323
134447516^131072+1
1065426
2023
Generalized Fermat
3324
134322272^131072+1
1065373
2023
Generalized Fermat
3325
134206304^131072+1
1065324
2023
Generalized Fermat
3326
134176868^131072+1
1065311
2023
Generalized Fermat
3327
133954018^131072+1
1065217
2023
Generalized Fermat
3328
133676500^131072+1
1065099
2023
Generalized Fermat
3329
133569020^131072+1
1065053
2023
Generalized Fermat
3330
133345154^131072+1
1064958
2023
Generalized Fermat
3331
133180238^131072+1
1064887
2023
Generalized Fermat
3332
133096042^131072+1
1064851
2023
Generalized Fermat
3333
465*2^3536871+1
1064707
2016
3334
1019*2^3536312-1
1064539
2012
3335
131820886^131072+1
1064303
2023
Generalized Fermat
3336
131412078^131072+1
1064126
2023
Generalized Fermat
3337
131370186^131072+1
1064108
2023
Generalized Fermat
3338
131309874^131072+1
1064082
2023
Generalized Fermat
3339
131112524^131072+1
1063996
2023
Generalized Fermat
3340
1179*2^3534450+1
1063979
2018
3341
130907540^131072+1
1063907
2023
Generalized Fermat
3342
130593462^131072+1
1063771
2023
Generalized Fermat
3343
447*2^3533656+1
1063740
2016
3344
130518578^131072+1
1063738
2023
Generalized Fermat
3345
1059*2^3533550+1
1063708
2018
3346
7007815*2^3533491-1
1063694
2026
3347
130198372^131072+1
1063598
2023
Generalized Fermat
3348
130148002^131072+1
1063576
2023
Generalized Fermat
3349
130128232^131072+1
1063567
2023
Generalized Fermat
3350
130051980^131072+1
1063534
2023
Generalized Fermat
3351
130048816^131072+1
1063533
2023
Generalized Fermat
3352
345*2^3532957+1
1063529
2016
3353
553*2^3532758+1
1063469
2018
3354
129292212^131072+1
1063201
2023
Generalized Fermat
3355
129159632^131072+1
1063142
2023
Generalized Fermat
3356
128558886^131072+1
1062877
2023
Generalized Fermat
3357
128520182^131072+1
1062860
2023
Generalized Fermat
3358
543131*2^3529754-1
1062568
2022
3359
127720948^131072+1
1062504
2023
Generalized Fermat
3360
141*2^3529287+1
1062424
2015
3361
127093036^131072+1
1062224
2023
Generalized Fermat
3362
24950*745^369781-1
1062074
2024
3363
126611934^131072+1
1062008
2023
Generalized Fermat
3364
126423276^131072+1
1061923
2023
Generalized Fermat
3365
126334514^131072+1
1061883
2023
Generalized Fermat
3366
13*2^3527315-1
1061829
2016
3367
126199098^131072+1
1061822
2023
Generalized Fermat
3368
126189358^131072+1
1061818
2023
Generalized Fermat
3369
125966884^131072+1
1061717
2023
Generalized Fermat
3370
125714084^131072+1
1061603
2023
Generalized Fermat
3371
125141096^131072+1
1061343
2023
Generalized Fermat
3372
1393*2^3525571-1
1061306
2017
3373
125006494^131072+1
1061282
2023
Generalized Fermat
3374
124877454^131072+1
1061223
2023
Generalized Fermat
3375
124875502^131072+1
1061222
2023
Generalized Fermat
3376
124749274^131072+1
1061164
2023
Generalized Fermat
3377
124586054^131072+1
1061090
2023
Generalized Fermat
3378
124582356^131072+1
1061088
2023
Generalized Fermat
3379
124543852^131072+1
1061071
2023
Generalized Fermat
3380
124393514^131072+1
1061002
2023
Generalized Fermat
3381
124219534^131072+1
1060922
2023
Generalized Fermat
3382
124133348^131072+1
1060883
2023
Generalized Fermat
3383
124080788^131072+1
1060859
2023
Generalized Fermat
3384
1071*2^3523944+1
1060816
2018
3385
123910270^131072+1
1060780
2023
Generalized Fermat
3386
123856592^131072+1
1060756
2023
Generalized Fermat
3387
123338660^131072+1
1060517
2022
Generalized Fermat
3388
123306230^131072+1
1060502
2023
Generalized Fermat
3389
123195196^131072+1
1060451
2022
Generalized Fermat
3390
122941512^131072+1
1060333
2022
Generalized Fermat
3391
122869094^131072+1
1060300
2022
Generalized Fermat
3392
122481106^131072+1
1060120
2022
Generalized Fermat
3393
122414564^131072+1
1060089
2022
Generalized Fermat
3394
122372192^131072+1
1060069
2022
Generalized Fermat
3395
121854624^131072+1
1059828
2022
Generalized Fermat
3396
1676*199^460981-1
1059731
2026
3397
121462664^131072+1
1059645
2022
Generalized Fermat
3398
121158848^131072+1
1059502
2022
Generalized Fermat
3399
2220172*3^2220172+1
1059298
2023
Generalized Cullen
3400
329*2^3518451+1
1059162
2016
3401
135*2^3518338+1
1059128
2015
3402
120106930^131072+1
1059006
2022
Generalized Fermat
3403
2*10^1059002-1
1059003
2013
Near-repdigit
3404
119744014^131072+1
1058833
2022
Generalized Fermat
3405
64*10^1058794+1
1058796
2017
Generalized Fermat
3406
119604848^131072+1
1058767
2022
Generalized Fermat
3407
119541900^131072+1
1058737
2022
Generalized Fermat
3408
119510296^131072+1
1058722
2022
Generalized Fermat
3409
119246256^131072+1
1058596
2022
Generalized Fermat
3410
119137704^131072+1
1058544
2022
Generalized Fermat
3411
118888350^131072+1
1058425
2022
Generalized Fermat
3412
599*2^3515959+1
1058412
2018
3413
118583824^131072+1
1058279
2022
Generalized Fermat
3414
118109876^131072+1
1058051
2022
Generalized Fermat
3415
117906758^131072+1
1057953
2022
Generalized Fermat
3416
117687318^131072+1
1057847
2022
Generalized Fermat
3417
117375862^131072+1
1057696
2022
Generalized Fermat
3418
117345018^131072+1
1057681
2022
Generalized Fermat
3419
117196584^131072+1
1057609
2022
Generalized Fermat
3420
117153716^131072+1
1057588
2022
Generalized Fermat
3421
117088740^131072+1
1057557
2022
Generalized Fermat
3422
116936156^131072+1
1057483
2022
Generalized Fermat
3423
116402336^131072+1
1057222
2022
Generalized Fermat
3424
7*2^3511774+1
1057151
2008
Divides GF(3511773,6)
3425
116036228^131072+1
1057043
2022
Generalized Fermat
3426
116017862^131072+1
1057034
2022
Generalized Fermat
3427
115992582^131072+1
1057021
2022
Generalized Fermat
3428
115873312^131072+1
1056963
2022
Generalized Fermat
3429
1135*2^3510890+1
1056887
2018
3430
115704568^131072+1
1056880
2022
Generalized Fermat
3431
115479166^131072+1
1056769
2022
Generalized Fermat
3432
115409608^131072+1
1056735
2022
Generalized Fermat
3433
115256562^131072+1
1056659
2022
Generalized Fermat
3434
114687250^131072+1
1056377
2022
Generalized Fermat
3435
114643510^131072+1
1056356
2022
Generalized Fermat
3436
114340846^131072+1
1056205
2022
Generalized Fermat
3437
114159720^131072+1
1056115
2022
Generalized Fermat
3438
114055498^131072+1
1056063
2022
Generalized Fermat
3439
114009952^131072+1
1056040
2022
Generalized Fermat
3440
113904214^131072+1
1055987
2022
Generalized Fermat
3441
113807058^131072+1
1055939
2022
Generalized Fermat
3442
113550956^131072+1
1055810
2022
Generalized Fermat
3443
113521888^131072+1
1055796
2022
Generalized Fermat
3444
113431922^131072+1
1055751
2022
Generalized Fermat
3445
113328940^131072+1
1055699
2022
Generalized Fermat
3446
113327472^131072+1
1055698
2022
Generalized Fermat
3447
113325850^131072+1
1055698
2022
Generalized Fermat
3448
113313172^131072+1
1055691
2022
Generalized Fermat
3449
6964*42^650337-1
1055663
2026
3450
113191714^131072+1
1055630
2022
Generalized Fermat
3451
113170004^131072+1
1055619
2022
Generalized Fermat
3452
428639*2^3506452-1
1055553
2011
3453
112996304^131072+1
1055532
2022
Generalized Fermat
3454
112958834^131072+1
1055513
2022
Generalized Fermat
3455
112852910^131072+1
1055459
2022
Generalized Fermat
3456
112719374^131072+1
1055392
2022
Generalized Fermat
3457
112580428^131072+1
1055322
2022
Generalized Fermat
3458
112248096^131072+1
1055154
2022
Generalized Fermat
3459
112053266^131072+1
1055055
2022
Generalized Fermat
3460
112023072^131072+1
1055039
2022
Generalized Fermat
3461
111673524^131072+1
1054861
2022
Generalized Fermat
3462
2027*2^3503676-1
1054715
2026
3463
111181588^131072+1
1054610
2022
Generalized Fermat
3464
104*383^408249+1
1054591
2021
3465
110866802^131072+1
1054449
2022
Generalized Fermat
3466
555*2^3502765+1
1054441
2018
3467
110824714^131072+1
1054427
2022
Generalized Fermat
3468
8300*171^472170+1
1054358
2023
3469
110428380^131072+1
1054223
2022
Generalized Fermat
3470
110406480^131072+1
1054212
2022
Generalized Fermat
3471
643*2^3501974+1
1054203
2018
3472
2*23^774109+1
1054127
2014
Divides Phi(23^774109,2)
3473
1159*2^3501490+1
1054057
2018
3474
1001*2^3501038-1
1053921
2024
3475
109678642^131072+1
1053835
2022
Generalized Fermat
3476
109654098^131072+1
1053823
2022
Generalized Fermat
3477
126*178^468180+1
1053604
2026
3478
109142690^131072+1
1053557
2022
Generalized Fermat
3479
109082020^131072+1
1053525
2022
Generalized Fermat
3480
1189*2^3499042+1
1053320
2018
3481
108584736^131072+1
1053265
2022
Generalized Fermat
3482
108581414^131072+1
1053263
2022
Generalized Fermat
3483
108195632^131072+1
1053060
2022
Generalized Fermat
3484
108161744^131072+1
1053043
2022
Generalized Fermat
3485
35*2^3498070-1
1053026
2025
3486
108080390^131072+1
1053000
2022
Generalized Fermat
3487
107979316^131072+1
1052947
2022
Generalized Fermat
3488
107922308^131072+1
1052916
2022
Generalized Fermat
3489
609*2^3497474+1
1052848
2018
3490
9*2^3497442+1
1052836
2012
Generalized Fermat, divides GF(3497441,10)
3491
107732730^131072+1
1052816
2022
Generalized Fermat
3492
107627678^131072+1
1052761
2022
Generalized Fermat
3493
107492880^131072+1
1052689
2022
Generalized Fermat
3494
107420312^131072+1
1052651
2022
Generalized Fermat
3495
107404768^131072+1
1052643
2022
Generalized Fermat
3496
107222132^131072+1
1052546
2022
Generalized Fermat
3497
107126228^131072+1
1052495
2022
Generalized Fermat
3498
87*2^3496188+1
1052460
2014
3499
106901434^131072+1
1052375
2022
Generalized Fermat
3500
106508704^131072+1
1052166
2022
Generalized Fermat
3501
106440698^131072+1
1052130
2022
Generalized Fermat
3502
106019242^131072+1
1051904
2022
Generalized Fermat
3503
105937832^131072+1
1051860
2022
Generalized Fermat
3504
783*2^3494129+1
1051841
2018
3505
105861526^131072+1
1051819
2022
Generalized Fermat
3506
105850338^131072+1
1051813
2022
Generalized Fermat
3507
105534478^131072+1
1051643
2022
Generalized Fermat
3508
105058710^131072+1
1051386
2022
Generalized Fermat
3509
104907548^131072+1
1051304
2022
Generalized Fermat
3510
104808996^131072+1
1051250
2022
Generalized Fermat
3511
104641854^131072+1
1051159
2022
Generalized Fermat
3512
51*2^3490971+1
1050889
2014
3513
1485*2^3490746+1
1050823
2021
3514
103828182^131072+1
1050715
2022
Generalized Fermat
3515
103605376^131072+1
1050593
2022
Generalized Fermat
3516
3609*24^761179+1
1050592
2025
3517
103289324^131072+1
1050419
2022
Generalized Fermat
3518
103280694^131072+1
1050414
2022
Generalized Fermat
3519
103209792^131072+1
1050375
2022
Generalized Fermat
3520
103094212^131072+1
1050311
2022
Generalized Fermat
3521
103013294^131072+1
1050266
2022
Generalized Fermat
3522
753*2^3488818+1
1050242
2018
3523
102507732^131072+1
1049986
2022
Generalized Fermat
3524
102469684^131072+1
1049965
2022
Generalized Fermat
3525
102397132^131072+1
1049925
2022
Generalized Fermat
3526
102257714^131072+1
1049847
2022
Generalized Fermat
3527
699*2^3487253+1
1049771
2018
3528
102050324^131072+1
1049732
2022
Generalized Fermat
3529
1965*2^3487092-1
1049723
2026
3530
102021074^131072+1
1049716
2022
Generalized Fermat
3531
101915106^131072+1
1049656
2022
Generalized Fermat
3532
101856256^131072+1
1049623
2022
Generalized Fermat
3533
1001*2^3486566-1
1049564
2024
3534
249*2^3486411+1
1049517
2015
3535
195*2^3486379+1
1049507
2015
3536
101607438^131072+1
1049484
2022
Generalized Fermat
3537
4687*2^3485926+1
1049372
2023
3538
2691*2^3485924+1
1049372
2023
3539
6083*2^3485877+1
1049358
2023
3540
101328382^131072+1
1049328
2022
Generalized Fermat
3541
101270816^131072+1
1049295
2022
Generalized Fermat
3542
9757*2^3485666+1
1049295
2023
3543
8859*2^3484982+1
1049089
2023
3544
100865034^131072+1
1049067
2022
Generalized Fermat
3545
59912*5^1500861+1
1049062
2014
3546
495*2^3484656+1
1048989
2016
3547
100719472^131072+1
1048985
2022
Generalized Fermat
3548
100534258^131072+1
1048880
2022
Generalized Fermat
3549
100520930^131072+1
1048872
2022
Generalized Fermat
3550
4467*2^3484204+1
1048854
2023
3551
4873*2^3484142+1
1048835
2023
3552
100441116^131072+1
1048827
2022
Generalized Fermat
3553
(3*2^1742059)^2-3*2^1742059+1
1048825
2023
Generalized unique
3554
3891*2^3484099+1
1048822
2023
3555
7833*2^3484060+1
1048811
2023
3556
100382228^131072+1
1048794
2022
Generalized Fermat
3557
100369508^131072+1
1048786
2022
Generalized Fermat
3558
100324226^131072+1
1048761
2022
Generalized Fermat
3559
3097*2^3483800+1
1048732
2023
3560
5873*2^3483573+1
1048664
2023
3561
2895*2^3483455+1
1048628
2023
3562
9029*2^3483337+1
1048593
2023
3563
100010426^131072+1
1048582
2022
Generalized Fermat
3564
5531*2^3483263+1
1048571
2023
3565
323*2^3482789+1
1048427
2016
3566
3801*2^3482723+1
1048408
2023
3567
99665972^131072+1
1048386
2022
Generalized Fermat
3568
99650934^131072+1
1048377
2022
Generalized Fermat
3569
99557826^131072+1
1048324
2022
Generalized Fermat
3570
8235*2^3482277+1
1048274
2023
3571
9155*2^3482129+1
1048230
2023
3572
99351950^131072+1
1048206
2022
Generalized Fermat
3573
4325*2^3481969+1
1048181
2023
3574
99189780^131072+1
1048113
2022
Generalized Fermat
3575
1149*2^3481694+1
1048098
2018
3576
98978354^131072+1
1047992
2022
Generalized Fermat
3577
6127*2^3481244+1
1047963
2023
3578
98922946^131072+1
1047960
2022
Generalized Fermat
3579
8903*2^3481217+1
1047955
2023
3580
3595*2^3481178+1
1047943
2023
3581
3799*2^3480810+1
1047832
2023
3582
6101*2^3480801+1
1047830
2023
3583
98652282^131072+1
1047804
2022
Generalized Fermat
3584
1740349*2^3480698+1
1047801
2023
Generalized Cullen
3585
98557818^131072+1
1047750
2022
Generalized Fermat
3586
98518362^131072+1
1047727
2022
Generalized Fermat
3587
5397*2^3480379+1
1047703
2023
3588
5845*2^3479972+1
1047580
2023
3589
98240694^131072+1
1047566
2022
Generalized Fermat
3590
98200338^131072+1
1047543
2022
Generalized Fermat
3591
701*2^3479779+1
1047521
2018
3592
98137862^131072+1
1047507
2022
Generalized Fermat
3593
813*2^3479728+1
1047506
2018
3594
7125*2^3479509+1
1047441
2023
3595
1971*2^3479061+1
1047306
2023
3596
1215*2^3478543+1
1047149
2023
3597
97512766^131072+1
1047143
2022
Generalized Fermat
3598
5985*2^3478217+1
1047052
2023
3599
3093*2^3478148+1
1047031
2023
3600
2145*2^3478095+1
1047015
2023
3601
6685*2^3478086+1
1047013
2023
3602
9603*2^3478084+1
1047012
2023
3603
1315*2^3477718+1
1046901
2023
3604
97046574^131072+1
1046870
2022
Generalized Fermat
3605
197*2^3477399+1
1046804
2015
3606
8303*2^3477201+1
1046746
2023
3607
96821302^131072+1
1046738
2022
Generalized Fermat
3608
5925*2^3477009+1
1046688
2023
3609
96734274^131072+1
1046686
2022
Generalized Fermat
3610
7825*2^3476524+1
1046542
2023
3611
96475576^131072+1
1046534
2022
Generalized Fermat
3612
8197*2^3476332+1
1046485
2023
3613
8529*2^3476111+1
1046418
2023
3614
8411*2^3476055+1
1046401
2023
3615
4319*2^3475955+1
1046371
2023
3616
96111850^131072+1
1046319
2022
Generalized Fermat
3617
95940796^131072+1
1046218
2022
Generalized Fermat
3618
6423*2^3475393+1
1046202
2023
3619
2281*2^3475340+1
1046185
2023
3620
7379*2^3474983+1
1046078
2023
3621
4*5^1496566+1
1046056
2023
Generalized Fermat
3622
95635202^131072+1
1046036
2021
Generalized Fermat
3623
95596816^131072+1
1046013
2021
Generalized Fermat
3624
4737*2^3474562+1
1045952
2023
3625
2407*2^3474406+1
1045904
2023
3626
95308284^131072+1
1045841
2021
Generalized Fermat
3627
491*2^3473837+1
1045732
2016
3628
2693*2^3473721+1
1045698
2023
3629
94978760^131072+1
1045644
2021
Generalized Fermat
3630
3375*2^3473210+1
1045544
2023
3631
8835*2^3472666+1
1045381
2023
3632
5615*2^3472377+1
1045294
2023
3633
1785*2^3472229+1
1045249
2023
3634
8997*2^3472036+1
1045191
2023
3635
9473*2^3471885+1
1045146
2023
3636
7897*2^3471568+1
1045050
2023
3637
93950924^131072+1
1045025
2021
Generalized Fermat
3638
93886318^131072+1
1044985
2021
Generalized Fermat
3639
1061*2^3471354-1
1044985
2017
3640
1913*2^3471177+1
1044932
2023
3641
93773904^131072+1
1044917
2021
Generalized Fermat
3642
7723*2^3471074+1
1044902
2023
3643
4195*2^3470952+1
1044865
2023
3644
93514592^131072+1
1044760
2021
Generalized Fermat
3645
5593*2^3470520+1
1044735
2023
3646
3665*2^3469955+1
1044565
2023
3647
3301*2^3469708+1
1044490
2023
3648
6387*2^3469634+1
1044468
2023
3649
93035888^131072+1
1044467
2021
Generalized Fermat
3650
8605*2^3469570+1
1044449
2023
3651
1359*2^3468725+1
1044194
2023
3652
92460588^131072+1
1044114
2021
Generalized Fermat
3653
7585*2^3468338+1
1044078
2023
3654
1781*2^3468335+1
1044077
2023
3655
6885*2^3468181+1
1044031
2023
3656
4372*30^706773-1
1043994
2023
3657
7287*2^3467938+1
1043958
2023
3658
92198216^131072+1
1043953
2021
Generalized Fermat
3659
3163*2^3467710+1
1043889
2023
3660
6099*2^3467689+1
1043883
2023
3661
6665*2^3467627+1
1043864
2023
3662
4099*2^3467462+1
1043814
2023
3663
5285*2^3467445+1
1043809
2023
3664
1001*2^3467258-1
1043752
2024
3665
91767880^131072+1
1043686
2021
Generalized Fermat
3666
91707732^131072+1
1043649
2021
Generalized Fermat
3667
5935*2^3466880+1
1043639
2023
3668
91689894^131072+1
1043638
2021
Generalized Fermat
3669
91685784^131072+1
1043635
2021
Generalized Fermat
3670
8937*2^3466822+1
1043622
2023
3671
91655310^131072+1
1043616
2021
Generalized Fermat
3672
8347*2^3466736+1
1043596
2023
3673
8863*2^3465780+1
1043308
2023
3674
3895*2^3465744+1
1043297
2023
3675
91069366^131072+1
1043251
2021
Generalized Fermat
3676
91049202^131072+1
1043239
2021
Generalized Fermat
3677
91033554^131072+1
1043229
2021
Generalized Fermat
3678
8561*2^3465371+1
1043185
2023
3679
90942952^131072+1
1043172
2021
Generalized Fermat
3680
90938686^131072+1
1043170
2021
Generalized Fermat
3681
9971*2^3465233+1
1043144
2023
3682
90857490^131072+1
1043119
2021
Generalized Fermat
3683
3801*2^3464980+1
1043067
2023
3684
3099*2^3464739+1
1042994
2023
3685
90382348^131072+1
1042820
2021
Generalized Fermat
3686
641*2^3464061+1
1042790
2018
3687
6717*2^3463735+1
1042692
2023
3688
6015*2^3463561+1
1042640
2023
3689
57*2^3463424-1
1042597
2025
3690
90006846^131072+1
1042583
2021
Generalized Fermat
3691
1667*2^3463355+1
1042577
2023
3692
2871*2^3463313+1
1042565
2023
3693
89977312^131072+1
1042565
2021
Generalized Fermat
3694
6007*2^3463048+1
1042486
2023
3695
89790434^131072+1
1042446
2021
Generalized Fermat
3696
9777*2^3462742+1
1042394
2023
3697
5215*2^3462740+1
1042393
2023
3698
8365*2^3462722+1
1042388
2023
3699
3597*2^3462056+1
1042187
2023
3700
2413*2^3461890+1
1042137
2023
3701
89285798^131072+1
1042125
2021
Generalized Fermat
3702
453*2^3461688+1
1042075
2016
3703
89113896^131072+1
1042016
2021
Generalized Fermat
3704
4401*2^3461476+1
1042012
2023
3705
9471*2^3461305+1
1041961
2023
3706
7245*2^3461070+1
1041890
2023
3707
3969*2^3460942+1
1041851
2023
Generalized Fermat
3708
4365*2^3460914+1
1041843
2023
3709
4613*2^3460861+1
1041827
2023
3710
88760062^131072+1
1041789
2021
Generalized Fermat
3711
5169*2^3460553+1
1041734
2023
3712
8395*2^3460530+1
1041728
2023
3713
5835*2^3460515+1
1041723
2023
3714
8059*2^3460246+1
1041642
2023
3715
571*2^3460216+1
1041632
2018
3716
6065*2^3460205+1
1041630
2023
3717
88243020^131072+1
1041457
2021
Generalized Fermat
3718
88166868^131072+1
1041408
2021
Generalized Fermat
3719
6237*2^3459386+1
1041383
2023
3720
88068088^131072+1
1041344
2021
Generalized Fermat
3721
4029*2^3459062+1
1041286
2023
3722
87920992^131072+1
1041249
2021
Generalized Fermat
3723
7055*2^3458909+1
1041240
2023
3724
7297*2^3458768+1
1041197
2023
3725
2421*2^3458432+1
1041096
2023
3726
7907*2^3458207+1
1041028
2023
3727
87547832^131072+1
1041006
2021
Generalized Fermat
3728
87454694^131072+1
1040946
2021
Generalized Fermat
3729
7839*2^3457846+1
1040920
2023
3730
87370574^131072+1
1040891
2021
Generalized Fermat
3731
87352356^131072+1
1040879
2021
Generalized Fermat
3732
87268788^131072+1
1040825
2021
Generalized Fermat
3733
87192538^131072+1
1040775
2021
Generalized Fermat
3734
5327*2^3457363+1
1040774
2023
3735
87116452^131072+1
1040725
2021
Generalized Fermat
3736
87039658^131072+1
1040675
2021
Generalized Fermat
3737
6059*2^3457001+1
1040665
2023
3738
8953*2^3456938+1
1040646
2023
3739
8669*2^3456759+1
1040593
2023
3740
86829162^131072+1
1040537
2021
Generalized Fermat
3741
4745*2^3456167+1
1040414
2023
3742
8213*2^3456141+1
1040407
2023
3743
16165*136^487629+1
1040380
2026
3744
86413544^131072+1
1040264
2021
Generalized Fermat
3745
86347638^131072+1
1040221
2021
Generalized Fermat
3746
86295564^131072+1
1040186
2021
Generalized Fermat
3747
1155*2^3455254+1
1040139
2017
3748
37292*5^1487989+1
1040065
2013
3749
86060696^131072+1
1040031
2021
Generalized Fermat
3750
5525*2^3454069+1
1039783
2023
3751
4235*2^3453573+1
1039633
2023
3752
6441*2^3453227+1
1039529
2023
3753
4407*2^3453195+1
1039519
2023
3754
9867*2^3453039+1
1039473
2023
3755
85115888^131072+1
1039403
2021
Generalized Fermat
3756
4857*2^3452675+1
1039363
2023
3757
8339*2^3452667+1
1039361
2023
3758
84924212^131072+1
1039275
2021
Generalized Fermat
3759
7079*2^3452367+1
1039270
2023
3760
5527*2^3452342+1
1039263
2023
3761
84817722^131072+1
1039203
2021
Generalized Fermat
3762
84765338^131072+1
1039168
2021
Generalized Fermat
3763
84757790^131072+1
1039163
2021
Generalized Fermat
3764
84723284^131072+1
1039140
2021
Generalized Fermat
3765
84715930^131072+1
1039135
2021
Generalized Fermat
3766
84679936^131072+1
1039111
2021
Generalized Fermat
3767
3719*2^3451667+1
1039059
2023
3768
6725*2^3451455+1
1038996
2023
3769
8407*2^3451334+1
1038959
2023
3770
84445014^131072+1
1038952
2021
Generalized Fermat
3771
84384358^131072+1
1038912
2021
Generalized Fermat
3772
4*10^1038890+1
1038891
2024
Generalized Fermat
3773
1623*2^3451109+1
1038891
2023
3774
8895*2^3450982+1
1038854
2023
3775
84149050^131072+1
1038753
2021
Generalized Fermat
3776
2899*2^3450542+1
1038721
2023
3777
6337*2^3449506+1
1038409
2023
3778
4381*2^3449456+1
1038394
2023
3779
2727*2^3449326+1
1038355
2023
3780
2877*2^3449311+1
1038350
2023
3781
7507*2^3448920+1
1038233
2023
3782
3629*2^3448919+1
1038232
2023
3783
83364886^131072+1
1038220
2021
Generalized Fermat
3784
83328182^131072+1
1038195
2021
Generalized Fermat
3785
1273*2^3448551-1
1038121
2012
3786
1461*2^3448423+1
1038082
2023
3787
3235*2^3448352+1
1038061
2023
3788
4755*2^3448344+1
1038059
2023
3789
5655*2^3448288+1
1038042
2023
3790
4873*2^3448176+1
1038009
2023
3791
83003850^131072+1
1037973
2021
Generalized Fermat
3792
8139*2^3447967+1
1037946
2023
3793
1065*2^3447906+1
1037927
2017
3794
1717*2^3446756+1
1037581
2023
3795
6357*2^3446434+1
1037484
2023
3796
1155*2^3446253+1
1037429
2017
3797
9075*2^3446090+1
1037381
2023
3798
82008736^131072+1
1037286
2021
Generalized Fermat
3799
82003030^131072+1
1037282
2021
Generalized Fermat
3800
1483*2^3445724+1
1037270
2023
3801
81976506^131072+1
1037264
2021
Generalized Fermat
3802
2223*2^3445682+1
1037257
2023
3803
8517*2^3445488+1
1037200
2023
3804
2391*2^3445281+1
1037137
2023
3805
6883*2^3444784+1
1036988
2023
3806
81477176^131072+1
1036916
2020
Generalized Fermat
3807
81444036^131072+1
1036893
2020
Generalized Fermat
3808
8037*2^3443920+1
1036728
2023
3809
1375*2^3443850+1
1036706
2023
3810
81096098^131072+1
1036649
2020
Generalized Fermat
3811
27288429267119080686...(1036580 other digits)...83679577406643267931
1036620
2015
3812
943*2^3442990+1
1036447
2017
3813
7743*2^3442814+1
1036395
2023
3814
5511*2^3442468+1
1036290
2022
3815
80284312^131072+1
1036076
2020
Generalized Fermat
3816
6329*2^3441717+1
1036064
2022
3817
243*2^3441659-1
1036045
2025
3818
3957*2^3441568+1
1036019
2022
3819
80146408^131072+1
1035978
2020
Generalized Fermat
3820
4191*2^3441427+1
1035977
2022
3821
2459*2^3441331+1
1035948
2022
3822
4335*2^3441306+1
1035940
2022
3823
2331*2^3441249+1
1035923
2022
3824
79912550^131072+1
1035812
2020
Generalized Fermat
3825
79801426^131072+1
1035733
2020
Generalized Fermat
3826
79789806^131072+1
1035725
2020
Generalized Fermat
3827
2363*2^3440385+1
1035663
2022
3828
5265*2^3440332+1
1035647
2022
3829
6023*2^3440241+1
1035620
2022
3830
943*2^3440196+1
1035606
2017
3831
6663*2^3439901+1
1035518
2022
3832
79485098^131072+1
1035507
2020
Generalized Fermat
3833
79428414^131072+1
1035466
2020
Generalized Fermat
3834
79383608^131072+1
1035434
2020
Generalized Fermat
3835
5745*2^3439450+1
1035382
2022
3836
5889*24^750125+1
1035335
2025
3837
79201682^131072+1
1035303
2020
Generalized Fermat
3838
5109*2^3439090+1
1035273
2022
3839
543*2^3438810+1
1035188
2017
3840
625*2^3438572+1
1035117
2017
Generalized Fermat
3841
3325*2^3438506+1
1035097
2022
3842
78910032^131072+1
1035093
2020
Generalized Fermat
3843
78880690^131072+1
1035072
2020
Generalized Fermat
3844
78851276^131072+1
1035051
2020
Generalized Fermat
3845
4775*2^3438217+1
1035011
2022
3846
78714954^131072+1
1034953
2020
Generalized Fermat
3847
6963*2^3437988+1
1034942
2022
3848
74*941^348034-1
1034913
2020
3849
7423*2^3437856+1
1034902
2022
3850
6701*2^3437801+1
1034886
2022
3851
5741*2^3437773+1
1034877
2022
3852
488639*2^3437688-1
1034853
2024
3853
78439440^131072+1
1034753
2020
Generalized Fermat
3854
5601*2^3437259+1
1034722
2022
3855
7737*2^3437192+1
1034702
2022
3856
113*2^3437145+1
1034686
2015
3857
78240016^131072+1
1034608
2020
Generalized Fermat
3858
6387*2^3436719+1
1034560
2022
3859
78089172^131072+1
1034498
2020
Generalized Fermat
3860
2921*2^3436299+1
1034433
2022
3861
9739*2^3436242+1
1034416
2022
3862
77924964^131072+1
1034378
2020
Generalized Fermat
3863
77918854^131072+1
1034374
2020
Generalized Fermat
3864
1147*2^3435970+1
1034334
2017
3865
4589*2^3435707+1
1034255
2022
3866
7479*2^3435683+1
1034248
2022
3867
2863*2^3435616+1
1034227
2022
3868
77469882^131072+1
1034045
2020
Generalized Fermat
3869
9863*2^3434697+1
1033951
2022
3870
4065*2^3434623+1
1033929
2022
3871
77281404^131072+1
1033906
2020
Generalized Fermat
3872
9187*2^3434126+1
1033779
2022
3873
9531*2^3434103+1
1033772
2022
3874
1757*2^3433547+1
1033604
2022
3875
1421*2^3433099+1
1033469
2022
3876
3969*2^3433007+1
1033442
2022
3877
6557*2^3433003+1
1033441
2022
3878
7335*2^3432982+1
1033435
2022
3879
7125*2^3432836+1
1033391
2022
3880
2517*2^3432734+1
1033360
2022
3881
911*2^3432643+1
1033332
2017
3882
5413*2^3432626+1
1033328
2022
3883
76416048^131072+1
1033265
2020
Generalized Fermat
3884
3753*2^3432413+1
1033263
2022
3885
2164*24^748621+1
1033259
2025
3886
2691*2^3432191+1
1033196
2022
3887
3933*2^3432125+1
1033177
2022
3888
76026988^131072+1
1032975
2020
Generalized Fermat
3889
76018874^131072+1
1032969
2020
Generalized Fermat
3890
5889*24^748409+1
1032967
2025
3891
1435*2^3431284+1
1032923
2022
3892
75861530^131072+1
1032851
2020
Generalized Fermat
3893
6783*2^3430781+1
1032772
2022
3894
8079*2^3430683+1
1032743
2022
3895
75647276^131072+1
1032690
2020
Generalized Fermat
3896
75521414^131072+1
1032595
2020
Generalized Fermat
3897
6605*2^3430187+1
1032593
2022
3898
3761*2^3430057+1
1032554
2022
3899
6873*2^3429937+1
1032518
2022
3900
8067*2^3429891+1
1032504
2022
3901
3965*2^3429719+1
1032452
2022
3902
3577*2^3428812+1
1032179
2022
3903
8747*2^3428755+1
1032163
2022
3904
9147*2^3428638+1
1032127
2022
3905
3899*2^3428535+1
1032096
2022
3906
74833516^131072+1
1032074
2020
Generalized Fermat
3907
74817490^131072+1
1032062
2020
Generalized Fermat
3908
8891*2^3428303+1
1032026
2022
3909
793181*20^793181+1
1031959
2023
Generalized Cullen
3910
2147*2^3427371+1
1031745
2022
3911
74396818^131072+1
1031741
2020
Generalized Fermat
3912
74381296^131072+1
1031729
2020
Generalized Fermat
3913
74363146^131072+1
1031715
2020
Generalized Fermat
3914
1127*2^3427219+1
1031699
2017
3915
74325990^131072+1
1031687
2020
Generalized Fermat
3916
3021*2^3427059+1
1031652
2022
3917
3255*2^3426983+1
1031629
2022
3918
1733*2^3426753+1
1031559
2022
3919
2339*2^3426599+1
1031513
2022
3920
4729*2^3426558+1
1031501
2022
3921
73839292^131072+1
1031313
2020
Generalized Fermat
3922
5445*2^3425839+1
1031285
2022
3923
159*2^3425766+1
1031261
2015
3924
73690464^131072+1
1031198
2020
Generalized Fermat
3925
3405*2^3425045+1
1031045
2022
3926
73404316^131072+1
1030976
2020
Generalized Fermat
3927
1695*2^3424517+1
1030886
2022
3928
4715*2^3424433+1
1030861
2022
3929
5525*2^3424423+1
1030858
2022
3930
8615*2^3424231+1
1030801
2022
3931
5805*2^3424200+1
1030791
2022
3932
73160610^131072+1
1030787
2020
Generalized Fermat
3933
73132228^131072+1
1030765
2020
Generalized Fermat
3934
73099962^131072+1
1030740
2020
Generalized Fermat
3935
2109*2^3423798-3027*2^988658+1
1030670
2023
Arithmetic progression (3,d=2109*2^3423797-3027*2^988658)
3936
2109*2^3423797+1
1030669
2022
3937
4929*2^3423494+1
1030579
2022
3938
2987*2^3422911+1
1030403
2022
3939
72602370^131072+1
1030351
2020
Generalized Fermat
3940
4843*2^3422644+1
1030323
2022
3941
5559*2^3422566+1
1030299
2022
3942
7583*2^3422501+1
1030280
2022
3943
1119*2^3422189+1
1030185
2017
3944
2895*2^3422031-143157*2^2144728+1
1030138
2023
Arithmetic progression (3,d=2895*2^3422030-143157*2^2144728)
3945
2895*2^3422030+1
1030138
2022
3946
2835*2^3421697+1
1030037
2022
3947
3363*2^3421353+1
1029934
2022
3948
72070092^131072+1
1029932
2020
Generalized Fermat
3949
9147*2^3421264+1
1029908
2022
3950
9705*2^3420915+1
1029803
2022
3951
1005*2^3420846+1
1029781
2017
Divides GF(3420844,10)
3952
8919*2^3420758+1
1029755
2022
3953
71732900^131072+1
1029665
2020
Generalized Fermat
3954
71679108^131072+1
1029623
2020
Generalized Fermat
3955
5489*2^3420137+1
1029568
2022
3956
9957*2^3420098+1
1029557
2022
3957
93*10^1029523-1
1029525
2019
Near-repdigit
3958
71450224^131072+1
1029440
2020
Generalized Fermat
3959
1962*5^1472736-1
1029402
2025
3960
7213*2^3419370+1
1029337
2022
3961
7293*2^3419264+1
1029305
2022
3962
975*2^3419230+1
1029294
2017
3963
4191*2^3419227+1
1029294
2022
3964
28080*745^358350-1
1029242
2024
3965
2393*2^3418921+1
1029202
2022
3966
999*2^3418885+1
1029190
2017
3967
2925*2^3418543+1
1029088
2022
3968
70960658^131072+1
1029049
2020
Generalized Fermat
3969
70948704^131072+1
1029039
2020
Generalized Fermat
3970
70934282^131072+1
1029028
2020
Generalized Fermat
3971
7383*2^3418297+1
1029014
2022
3972
70893680^131072+1
1028995
2020
Generalized Fermat
3973
907*2^3417890+1
1028891
2017
3974
5071*2^3417884+1
1028890
2022
3975
3473*2^3417741+1
1028847
2022
3976
191249*2^3417696-1
1028835
2010
3977
70658696^131072+1
1028806
2020
Generalized Fermat
3978
3299*2^3417329+1
1028723
2022
3979
6947*2^3416979+1
1028618
2022
3980
70421038^131072+1
1028615
2020
Generalized Fermat
3981
8727*2^3416652+1
1028519
2022
3982
8789*2^3416543+1
1028486
2022
3983
70050828^131072+1
1028315
2020
Generalized Fermat
3984
7917*2^3415947+1
1028307
2022
3985
70022042^131072+1
1028291
2020
Generalized Fermat
3986
2055*2^3415873+1
1028284
2022
3987
4731*2^3415712+1
1028236
2022
3988
2219*2^3415687+1
1028228
2022
3989
69915032^131072+1
1028204
2020
Generalized Fermat
3990
5877*2^3415419+1
1028148
2022
3991
6673*2^3415375-1
1028135
2026
3992
3551*2^3415275+1
1028104
2022
3993
69742382^131072+1
1028063
2020
Generalized Fermat
3994
2313*2^3415046+1
1028035
2022
3995
69689592^131072+1
1028020
2020
Generalized Fermat
3996
7637*2^3414875+1
1027984
2022
3997
2141*2^3414821+1
1027967
2022
3998
69622572^131072+1
1027965
2020
Generalized Fermat
3999
3667*2^3414686+1
1027927
2022
4000
69565722^131072+1
1027919
2020
Generalized Fermat
4001
6159*2^3414623+1
1027908
2022
4002
69534788^131072+1
1027894
2020
Generalized Fermat
4003
4606*24^744714+1
1027867
2025
4004
2586*24^744604+1
1027715
2025
4005
4577*2^3413539+1
1027582
2022
4006
5137*2^3413524+1
1027577
2022
4007
8937*2^3413364+1
1027529
2022
4008
8829*2^3413339+1
1027522
2022
4009
7617*2^3413315+1
1027515
2022
4010
68999820^131072+1
1027454
2020
Generalized Fermat
4011
3141*2^3413112+1
1027453
2022
4012
8831*2^3412931+1
1027399
2022
4013
68924112^131072+1
1027391
2020
Generalized Fermat
4014
68918852^131072+1
1027387
2020
Generalized Fermat
4015
5421*2^3412877+1
1027383
2022
4016
9187*2^3412700+1
1027330
2022
4017
68811158^131072+1
1027298
2020
Generalized Fermat
4018
8243*2^3412577+1
1027292
2022
4019
1751*2^3412565+1
1027288
2022
4020
9585*2^3412318+1
1027215
2022
4021
9647*2^3412247+1
1027193
2022
4022
3207*2^3412108+1
1027151
2022
4023
479*2^3411975+1
1027110
2016
4024
245*2^3411973+1
1027109
2015
4025
177*2^3411847+1
1027071
2015
4026
68536972^131072+1
1027071
2020
Generalized Fermat
4027
9963*2^3411566+1
1026988
2022
4028
68372810^131072+1
1026934
2020
Generalized Fermat
4029
9785*2^3411223+1
1026885
2022
4030
5401*2^3411136+1
1026858
2022
4031
68275006^131072+1
1026853
2020
Generalized Fermat
4032
9431*2^3411105+1
1026849
2022
4033
8227*2^3410878+1
1026781
2022
4034
62616*115^498260-1
1026769
2025
4035
4735*2^3410724+1
1026734
2022
4036
9515*2^3410707+1
1026730
2022
4037
6783*2^3410690+1
1026724
2022
4038
8773*2^3410558+1
1026685
2022
4039
4629*2^3410321+1
1026613
2022
4040
67894288^131072+1
1026535
2020
Generalized Fermat
4041
113*2^3409934-1
1026495
2014
4042
5721*2^3409839+1
1026468
2022
4043
67725850^131072+1
1026393
2020
Generalized Fermat
4044
6069*2^3409493+1
1026364
2022
4045
1981*910^346850+1
1026347
2021
4046
5317*2^3409236+1
1026287
2022
4047
7511*2^3408985+1
1026211
2022
4048
7851*2^3408909+1
1026188
2022
4049
67371416^131072+1
1026094
2020
Generalized Fermat
4050
6027*2^3408444+1
1026048
2022
4051
59*2^3408416-1
1026038
2010
4052
2153*2^3408333+1
1026014
2022
4053
9831*2^3408056+1
1025932
2022
4054
3615*2^3408035+1
1025925
2022
4055
6343*2^3407950+1
1025899
2022
4056
8611*2^3407516+1
1025769
2022
4057
66982940^131072+1
1025765
2020
Generalized Fermat
4058
7111*2^3407452+1
1025750
2022
4059
66901180^131072+1
1025696
2020
Generalized Fermat
4060
6945*2^3407256+1
1025691
2022
4061
6465*2^3407229+1
1025682
2022
4062
1873*2^3407156+1
1025660
2022
4063
7133*2^3406377+1
1025426
2022
4064
7063*2^3406122+1
1025349
2022
4065
3105*2^3405800+1
1025252
2022
4066
953*2^3405729+1
1025230
2017
4067
66272848^131072+1
1025159
2020
Generalized Fermat
4068
66131722^131072+1
1025037
2020
Generalized Fermat
4069
373*2^3404702+1
1024921
2016
4070
7221*2^3404507+1
1024863
2022
4071
6641*2^3404259+1
1024788
2022
4072
9225*2^3404209+1
1024773
2022
4073
65791182^131072+1
1024743
2019
Generalized Fermat
4074
833*2^3403765+1
1024639
2017
4075
65569854^131072+1
1024552
2019
Generalized Fermat
4076
2601*2^3403459+1
1024547
2022
4077
8835*2^3403266+1
1024490
2022
4078
7755*2^3403010+1
1024412
2022
4079
3123*2^3402834+1
1024359
2022
4080
65305572^131072+1
1024322
2019
Generalized Fermat
4081
65200798^131072+1
1024230
2019
Generalized Fermat
4082
1417*2^3402246+1
1024182
2022
4083
5279*2^3402241+1
1024181
2022
4084
6651*2^3402137+1
1024150
2022
4085
1779*2^3401715+1
1024022
2022
4086
64911056^131072+1
1023977
2019
Generalized Fermat
4087
8397*2^3401502+1
1023959
2022
4088
4057*2^3401472+1
1023949
2022
4089
64791668^131072+1
1023872
2019
Generalized Fermat
4090
4095*2^3401174+1
1023860
2022
4091
5149*2^3400970+1
1023798
2022
4092
4665*2^3400922+1
1023784
2022
4093
24*414^391179+1
1023717
2016
4094
64568930^131072+1
1023676
2019
Generalized Fermat
4095
64506894^131072+1
1023621
2019
Generalized Fermat
4096
1725*2^3400371+1
1023617
2022
4097
64476916^131072+1
1023595
2019
Generalized Fermat
4098
9399*2^3400243+1
1023580
2022
4099
1241*2^3400127+1
1023544
2022
4100
1263*2^3399876+1
1023468
2022
4101
1167*2^3399748+1
1023430
2017
4102
64024604^131072+1
1023194
2019
Generalized Fermat
4103
3526*24^741308+1
1023166
2025
4104
7679*2^3398569+1
1023076
2022
4105
6447*2^3398499+1
1023054
2022
4106
63823568^131072+1
1023015
2019
Generalized Fermat
4107
2785*2^3398332+1
1023004
2022
4108
611*2^3398273+1
1022985
2017
4109
2145*2^3398034+1
1022914
2022
4110
3385*2^3397254+1
1022679
2022
4111
4*3^2143374+1
1022650
2020
Generalized Fermat
4112
4463*2^3396657+1
1022500
2022
4113
2889*2^3396450+1
1022437
2022
4114
8523*2^3396448+1
1022437
2022
4115
63168480^131072+1
1022428
2019
Generalized Fermat
4116
63165756^131072+1
1022425
2019
Generalized Fermat
4117
3349*2^3396326+1
1022400
2022
4118
63112418^131072+1
1022377
2019
Generalized Fermat
4119
4477*2^3395786+1
1022238
2022
4120
3853*2^3395762+1
1022230
2022
4121
2693*2^3395725+1
1022219
2022
4122
8201*2^3395673+1
1022204
2022
4123
255*2^3395661+1
1022199
2014
4124
1049*2^3395647+1
1022195
2017
4125
9027*2^3395623+1
1022189
2022
4126
2523*2^3395549+1
1022166
2022
4127
3199*2^3395402+1
1022122
2022
4128
7911*88^525610-1
1022044
2026
4129
342924651*2^3394939-1
1021988
2017
4130
3825*2^3394947+1
1021985
2022
4131
1895*2^3394731+1
1021920
2022
4132
62276102^131072+1
1021618
2019
Generalized Fermat
4133
555*2^3393389+1
1021515
2017
4134
1865*2^3393387+1
1021515
2022
4135
4911*2^3393373+1
1021511
2022
4136
62146946^131072+1
1021500
2019
Generalized Fermat
4137
5229*2^3392587+1
1021275
2022
4138
61837354^131072+1
1021215
2019
Generalized Fermat
4139
609*2^3392301+1
1021188
2017
4140
9787*2^3392236+1
1021169
2022
4141
303*2^3391977+1
1021090
2016
4142
805*2^3391818+1
1021042
2017
4143
6475*2^3391496+1
1020946
2022
4144
67*2^3391385-1
1020911
2014
4145
61267078^131072+1
1020688
2019
Generalized Fermat
4146
4639*2^3390634+1
1020687
2022
4147
5265*2^3390581+1
1020671
2022
4148
663*2^3390469+1
1020636
2017
4149
6945*2^3390340+1
1020598
2022
4150
5871*2^3390268+1
1020577
2022
4151
7443*2^3390141+1
1020539
2022
4152
5383*2^3389924+1
1020473
2021
4153
61030988^131072+1
1020468
2019
Generalized Fermat
4154
9627*2^3389331+1
1020295
2021
4155
60642326^131072+1
1020104
2019
Generalized Fermat
4156
8253*2^3388624+1
1020082
2021
4157
3329*2^3388472-1
1020036
2020
4158
4695*2^3388393+1
1020012
2021
4159
60540024^131072+1
1020008
2019
Generalized Fermat
4160
7177*2^3388144+1
1019937
2021
4161
60455792^131072+1
1019929
2019
Generalized Fermat
4162
9611*2^3388059+1
1019912
2021
4163
1833*2^3387760+1
1019821
2021
4164
9003*2^3387528+1
1019752
2021
4165
3161*2^3387141+1
1019635
2021
4166
7585*2^3387110+1
1019626
2021
4167
60133106^131072+1
1019624
2019
Generalized Fermat
4168
453*2^3387048+1
1019606
2016
4169
5177*2^3386919+1
1019568
2021
4170
8739*2^3386813+1
1019537
2021
4171
2875*2^3386638+1
1019484
2021
4172
7197*2^3386526+1
1019450
2021
4173
1605*2^3386229+1
1019360
2021
4174
8615*2^3386181+1
1019346
2021
4175
3765*2^3386141+1
1019334
2021
4176
5379*2^3385806+1
1019233
2021
4177
59720358^131072+1
1019232
2019
Generalized Fermat
4178
59692546^131072+1
1019206
2019
Generalized Fermat
4179
59515830^131072+1
1019037
2019
Generalized Fermat
4180
173198*5^1457792-1
1018959
2013
4181
59405420^131072+1
1018931
2019
Generalized Fermat
4182
2109*2^3384733+1
1018910
2021
4183
7067*2^3384667+1
1018891
2021
4184
59362002^131072+1
1018890
2019
Generalized Fermat
4185
59305348^131072+1
1018835
2019
Generalized Fermat
4186
2077*2^3384472+1
1018831
2021
4187
59210784^131072+1
1018745
2019
Generalized Fermat
4188
59161754^131072+1
1018697
2019
Generalized Fermat
4189
9165*2^3383917+1
1018665
2021
4190
5579*2^3383209+1
1018452
2021
4191
8241*2^3383131+1
1018428
2021
4192
7409*2^3382869+1
1018349
2021
4193
4883*2^3382813+1
1018332
2021
4194
9783*2^3382792+1
1018326
2021
4195
58589880^131072+1
1018145
2019
Generalized Fermat
4196
58523466^131072+1
1018080
2019
Generalized Fermat
4197
8877*2^3381936+1
1018069
2021
4198
58447816^131072+1
1018006
2019
Generalized Fermat
4199
58447642^131072+1
1018006
2019
Generalized Fermat
4200
6675*2^3381688+1
1017994
2021
4201
2445*2^3381129+1
1017825
2021
4202
58247118^131072+1
1017811
2019
Generalized Fermat
4203
3381*2^3380585+1
1017662
2021
4204
7899*2^3380459+1
1017624
2021
4205
5945*2^3379933+1
1017465
2021
4206
1425*2^3379921+1
1017461
2020
4207
4975*2^3379420+1
1017311
2021
4208
57704312^131072+1
1017278
2019
Generalized Fermat
4209
57694224^131072+1
1017268
2019
Generalized Fermat
4210
57594734^131072+1
1017169
2019
Generalized Fermat
4211
9065*2^3378851+1
1017140
2021
4212
2369*2^3378761+1
1017112
2021
4213
57438404^131072+1
1017015
2019
Generalized Fermat
4214
621*2^3378148+1
1016927
2017
4215
7035*2^3378141+1
1016926
2021
4216
2067*2^3378115+1
1016918
2021
4217
1093*2^3378000+1
1016883
2017
4218
9577*2^3377612+1
1016767
2021
4219
861*2^3377601+1
1016763
2017
4220
5811*2^3377016+1
1016587
2021
4221
2285*2^3376911+1
1016555
2021
4222
4199*2^3376903+1
1016553
2021
4223
6405*2^3376890+1
1016549
2021
4224
1783*2^3376810+1
1016525
2021
4225
5401*2^3376768+1
1016513
2021
4226
56917336^131072+1
1016496
2019
Generalized Fermat
4227
2941*2^3376536+1
1016443
2021
4228
1841*2^3376379+1
1016395
2021
4229
6731*2^3376133+1
1016322
2021
4230
56735576^131072+1
1016314
2019
Generalized Fermat
4231
8121*2^3375933+1
1016262
2021
4232
5505*2^3375777+1
1016214
2021
4233
56584816^131072+1
1016162
2019
Generalized Fermat
4234
3207*2^3375314+1
1016075
2021
4235
56459558^131072+1
1016036
2019
Generalized Fermat
4236
5307*2^3374939+1
1015962
2021
4237
56383242^131072+1
1015959
2019
Generalized Fermat
4238
56307420^131072+1
1015883
2019
Generalized Fermat
4239
208003!-1
1015843
2016
Factorial
4240
6219*2^3374198+1
1015739
2021
4241
3777*2^3374072+1
1015701
2021
4242
9347*2^3374055+1
1015696
2021
4243
1461*2^3373383+1
1015493
2021
4244
6395*2^3373135+1
1015419
2021
4245
7869*2^3373021+1
1015385
2021
4246
55645700^131072+1
1015210
2019
Generalized Fermat
4247
4905*2^3372216+1
1015142
2021
4248
55579418^131072+1
1015142
2019
Generalized Fermat
4249
2839*2^3372034+1
1015087
2021
4250
7347*2^3371803+1
1015018
2021
4251
9799*2^3371378+1
1014890
2021
4252
4329*2^3371201+1
1014837
2021
4253
3657*2^3371183+1
1014831
2021
4254
55268442^131072+1
1014822
2019
Generalized Fermat
4255
179*2^3371145+1
1014819
2014
4256
5155*2^3371016+1
1014781
2021
4257
7575*2^3371010+1
1014780
2021
4258
55184170^131072+1
1014736
2018
Generalized Fermat
4259
9195*2^3370798+1
1014716
2021
4260
1749*2^3370786+1
1014711
2021
4261
8421*2^3370599+1
1014656
2021
4262
55015050^131072+1
1014561
2018
Generalized Fermat
4263
4357*2^3369572+1
1014346
2021
4264
6073*2^3369544+1
1014338
2021
4265
839*2^3369383+1
1014289
2017
4266
65*2^3369359+1
1014280
2021
4267
8023*2^3369228+1
1014243
2021
4268
677*2^3369115+1
1014208
2017
4269
1437*2^3369083+1
1014199
2021
4270
9509*2^3368705+1
1014086
2021
4271
54548788^131072+1
1014076
2018
Generalized Fermat
4272
4851*2^3368668+1
1014074
2021
4273
7221*2^3368448+1
1014008
2021
4274
5549*2^3368437+1
1014005
2021
4275
715*2^3368210+1
1013936
2017
4276
617*2^3368119+1
1013908
2017
4277
54361742^131072+1
1013881
2018
Generalized Fermat
4278
1847*2^3367999+1
1013872
2021
4279
54334044^131072+1
1013852
2018
Generalized Fermat
4280
17819*24^734523+1
1013802
2025
4281
6497*2^3367743+1
1013796
2021
4282
2533*2^3367666+1
1013772
2021
4283
6001*2^3367552+1
1013738
2021
4284
54212352^131072+1
1013724
2018
Generalized Fermat
4285
54206254^131072+1
1013718
2018
Generalized Fermat
4286
777*2^3367372+1
1013683
2017
4287
9609*2^3367351+1
1013678
2021
4288
54161106^131072+1
1013670
2018
Generalized Fermat
4289
2529*2^3367317+1
1013667
2021
4290
5941*2^3366960+1
1013560
2021
4291
5845*2^3366956+1
1013559
2021
4292
54032538^131072+1
1013535
2018
Generalized Fermat
4293
9853*2^3366608+1
1013454
2021
4294
61*2^3366033-1
1013279
2017
4295
7665*2^3365896+1
1013240
2021
4296
8557*2^3365648+1
1013165
2021
4297
369*2^3365614+1
1013154
2016
4298
53659976^131072+1
1013141
2018
Generalized Fermat
4299
8201*2^3365283+1
1013056
2021
4300
9885*2^3365151+1
1013016
2021
4301
5173*2^3365096+1
1012999
2021
4302
8523*2^3364918+1
1012946
2021
4303
3985*2^3364776+1
1012903
2021
4304
9711*2^3364452+1
1012805
2021
4305
7003*2^3364172+1
1012721
2021
4306
6703*2^3364088+1
1012696
2021
4307
7187*2^3364011+1
1012673
2021
4308
53161266^131072+1
1012610
2018
Generalized Fermat
4309
53078434^131072+1
1012521
2018
Generalized Fermat
4310
2345*2^3363157+1
1012415
2021
4311
6527*2^3363135+1
1012409
2021
4312
9387*2^3363088+1
1012395
2021
4313
8989*2^3362986+1
1012364
2021
4314
533*2^3362857+1
1012324
2017
4315
619*2^3362814+1
1012311
2017
4316
2289*2^3362723+1
1012284
2021
4317
7529*2^3362565+1
1012237
2021
4318
7377*2^3362366+1
1012177
2021
4319
4509*2^3362311+1
1012161
2021
4320
7021*2^3362208+1
1012130
2021
4321
52712138^131072+1
1012127
2018
Generalized Fermat
4322
104*873^344135-1
1012108
2018
4323
4953*2^3362054+1
1012083
2021
4324
8575*2^3361798+1
1012006
2021
4325
2139*2^3361706+1
1011978
2021
4326
6939*2^3361203+1
1011827
2021
4327
52412612^131072+1
1011802
2018
Generalized Fermat
4328
3^2120580-3^623816-1
1011774
2019
4329
8185*2^3360896+1
1011735
2021
4330
2389*2^3360882+1
1011730
2021
4331
2787*2^3360631+1
1011655
2021
4332
6619*2^3360606+1
1011648
2021
4333
2755*2^3360526+1
1011623
2021
4334
1445*2^3360099+1
1011494
2021
4335
2846*67^553905-1
1011476
2023
4336
8757*2^3359788+1
1011401
2021
4337
52043532^131072+1
1011400
2018
Generalized Fermat
4338
5085*2^3359696+1
1011373
2021
4339
51954384^131072+1
1011303
2018
Generalized Fermat
4340
6459*2^3359457+1
1011302
2021
4341
51872628^131072+1
1011213
2018
Generalized Fermat
4342
6115*2^3358998+1
1011163
2021
4343
7605*2^3358929+1
1011143
2021
4344
2315*2^3358899+1
1011133
2021
4345
6603*2^3358525+1
1011021
2021
4346
51580416^131072+1
1010891
2018
Generalized Fermat
4347
51570250^131072+1
1010880
2018
Generalized Fermat
4348
51567684^131072+1
1010877
2018
Generalized Fermat
4349
5893*2^3357490+1
1010709
2021
4350
6947*2^3357075+1
1010585
2021
4351
4621*2^3357068+1
1010582
2021
4352
51269192^131072+1
1010547
2018
Generalized Fermat
4353
104*468^378388-1
1010392
2025
4354
1479*2^3356275+1
1010343
2021
4355
3645*2^3356232+1
1010331
2021
4356
1259*2^3356215+1
1010325
2021
4357
2075*2^3356057+1
1010278
2021
4358
4281*2^3356051+1
1010276
2021
4359
1275*2^3356045+1
1010274
2021
4360
50963598^131072+1
1010206
2018
Generalized Fermat
4361
4365*2^3355770+1
1010192
2021
4362
50844724^131072+1
1010074
2018
Generalized Fermat
4363
2183*2^3355297+1
1010049
2021
4364
3087*2^3355000+1
1009960
2021
4365
8673*2^3354760+1
1009888
2021
4366
2956*213^433664+1
1009738
2026
4367
50495632^131072+1
1009681
2018
Generalized Fermat
4368
3015*2^3353943+1
1009641
2021
4369
6819*2^3353877+1
1009622
2021
4370
9*10^1009567-1
1009568
2016
Near-repdigit
4371
6393*2^3353366+1
1009468
2021
4372
3573*2^3353273+1
1009440
2021
4373
4047*2^3353222+1
1009425
2021
4374
1473*2^3353114+1
1009392
2021
4375
1183*2^3353058+1
1009375
2017
4376
50217306^131072+1
1009367
2018
Generalized Fermat
4377
81*2^3352924+1
1009333
2012
Generalized Fermat
4378
50110436^131072+1
1009245
2018
Generalized Fermat
4379
50055102^131072+1
1009183
2018
Generalized Fermat
4380
7123*2^3352180+1
1009111
2021
4381
2757*2^3352180+1
1009111
2021
4382
243*2^3352138-1
1009097
2025
4383
9307*2^3352014+1
1009061
2021
4384
2217*2^3351732+1
1008976
2021
4385
543*2^3351686+1
1008961
2017
4386
4419*2^3351666+1
1008956
2021
4387
49817700^131072+1
1008912
2018
Generalized Fermat
4388
3059*2^3351379+1
1008870
2021
4389
7789*2^3351046+1
1008770
2021
4390
9501*2^3350668+1
1008656
2021
4391
49530004^131072+1
1008582
2018
Generalized Fermat
4392
9691*2^3349952+1
1008441
2021
4393
49397682^131072+1
1008430
2018
Generalized Fermat
4394
3209*2^3349719+1
1008370
2021
4395
49331672^131072+1
1008354
2018
Generalized Fermat
4396
393*2^3349525+1
1008311
2016
4397
49243622^131072+1
1008252
2018
Generalized Fermat
4398
5487*2^3349303+1
1008245
2021
4399
49225986^131072+1
1008232
2018
Generalized Fermat
4400
2511*2^3349104+1
1008185
2021
4401
1005*2^3349046-1
1008167
2021
4402
7659*2^3348894+1
1008122
2021
4403
9703*2^3348872+1
1008115
2021
4404
49090656^131072+1
1008075
2018
Generalized Fermat
4405
7935*2^3348578+1
1008027
2021
4406
49038514^131072+1
1008015
2018
Generalized Fermat
4407
7821*2^3348400+1
1007973
2021
4408
7911*2^3347532+1
1007712
2021
4409
1600*161^456616+1
1007676
2026
Generalized Fermat
4410
8295*2^3347031+1
1007561
2021
4411
48643706^131072+1
1007554
2018
Generalized Fermat
4412
4029*2^3346729+1
1007470
2021
4413
9007*2^3346716+1
1007466
2021
4414
8865*2^3346499+1
1007401
2021
4415
6171*2^3346480+1
1007395
2021
4416
6815*2^3346045+1
1007264
2021
4417
5*326^400785+1
1007261
2019
4418
5951*2^3345977+1
1007244
2021
4419
48370248^131072+1
1007234
2018
Generalized Fermat
4420
1257*2^3345843+1
1007203
2021
4421
4701*2^3345815+1
1007195
2021
4422
48273828^131072+1
1007120
2018
Generalized Fermat
4423
7545*2^3345355+1
1007057
2021
4424
5559*2^3344826+1
1006897
2021
4425
6823*2^3344692+1
1006857
2021
4426
4839*2^3344453+1
1006785
2021
4427
7527*2^3344332+1
1006749
2021
4428
7555*2^3344240+1
1006721
2021
4429
6265*2^3344080+1
1006673
2021
4430
1299*2^3343943+1
1006631
2021
4431
2815*2^3343754+1
1006574
2021
4432
5349*2^3343734+1
1006568
2021
4433
2863*2^3342920+1
1006323
2020
4434
7387*2^3342848+1
1006302
2020
4435
9731*2^3342447+1
1006181
2020
4436
7725*2^3341708+1
1005959
2020
4437
7703*2^3341625+1
1005934
2020
4438
7047*2^3341482+1
1005891
2020
4439
4839*2^3341309+1
1005838
2020
4440
47179704^131072+1
1005815
2017
Generalized Fermat
4441
47090246^131072+1
1005707
2017
Generalized Fermat
4442
8989*2^3340866+1
1005705
2020
4443
6631*2^3340808+1
1005688
2020
4444
1341*2^3340681+1
1005649
2020
4445
733*2^3340464+1
1005583
2016
4446
2636*138^469911+1
1005557
2021
4447
3679815*2^3340001+1
1005448
2019
4448
57*2^3339932-1
1005422
2015
4449
46776558^131072+1
1005326
2017
Generalized Fermat
4450
46736070^131072+1
1005277
2017
Generalized Fermat
4451
46730280^131072+1
1005270
2017
Generalized Fermat
4452
3651*2^3339341+1
1005246
2020
4453
3853*2^3339296+1
1005232
2020
4454
8015*2^3339267+1
1005224
2020
4455
3027*2^3339182+1
1005198
2020
4456
9517*2^3339002+1
1005144
2020
4457
4003*2^3338588+1
1005019
2020
4458
6841*2^3338336+1
1004944
2020
4459
2189*2^3338209+1
1004905
2020
4460
46413358^131072+1
1004883
2017
Generalized Fermat
4461
46385310^131072+1
1004848
2017
Generalized Fermat
4462
46371508^131072+1
1004831
2017
Generalized Fermat
4463
2957*2^3337667+1
1004742
2020
4464
1515*2^3337389+1
1004658
2020
4465
7933*2^3337270+1
1004623
2020
4466
1251*2^3337116+1
1004576
2020
4467
651*2^3337101+1
1004571
2016
4468
46077492^131072+1
1004469
2017
Generalized Fermat
4469
8397*2^3336654+1
1004437
2020
4470
8145*2^3336474+1
1004383
2020
4471
1087*2^3336385-1
1004355
2012
4472
5325*2^3336120+1
1004276
2020
4473
849*2^3335669+1
1004140
2016
4474
8913*2^3335216+1
1004005
2020
4475
7725*2^3335213+1
1004004
2020
4476
611*2^3334875+1
1003901
2016
4477
45570624^131072+1
1003840
2017
Generalized Fermat
4478
403*2^3334410+1
1003761
2016
4479
5491*2^3334392+1
1003756
2020
4480
6035*2^3334341+1
1003741
2020
4481
1725*2^3334341+1
1003740
2020
4482
4001*2^3334031+1
1003647
2020
4483
2315*2^3333969+1
1003629
2020
4484
6219*2^3333810+1
1003581
2020
4485
8063*2^3333721+1
1003554
2020
4486
9051*2^3333677+1
1003541
2020
4487
45315256^131072+1
1003520
2017
Generalized Fermat
4488
4091*2^3333153+1
1003383
2020
4489
9949*2^3332750+1
1003262
2020
4490
3509*2^3332649+1
1003231
2020
4491
3781*2^3332436+1
1003167
2020
4492
4425*2^3332394+1
1003155
2020
4493
6459*2^3332086+1
1003062
2020
4494
44919410^131072+1
1003020
2017
Generalized Fermat
4495
14*788^346279+1
1003008
2026
4496
5257*2^3331758+1
1002963
2020
4497
2939*2^3331393+1
1002853
2020
4498
6959*2^3331365+1
1002845
2020
4499
8815*2^3330748+1
1002660
2020
4500
4303*2^3330652+1
1002630
2020
4501
8595*2^3330649+1
1002630
2020
4502
673*2^3330436+1
1002564
2016
4503
8163*2^3330042+1
1002447
2020
4504
44438760^131072+1
1002408
2016
Generalized Fermat
4505
193*2^3329782+1
1002367
2014
Divides Fermat F(3329780)
4506
44330870^131072+1
1002270
2016
Generalized Fermat
4507
2829*2^3329061+1
1002151
2020
4508
5775*2^3329034+1
1002143
2020
4509
7101*2^3328905+1
1002105
2020
4510
7667*2^3328807+1
1002075
2020
4511
129*2^3328805+1
1002073
2014
4512
7261*2^3328740+1
1002055
2020
4513
4395*2^3328588+1
1002009
2020
4514
44085096^131072+1
1001953
2016
Generalized Fermat
4515
143183*2^3328297+1
1001923
2017
4516
44049878^131072+1
1001908
2016
Generalized Fermat
4517
9681*2^3327987+1
1001828
2020
4518
2945*2^3327987+1
1001828
2020
4519
5085*2^3327789+1
1001769
2020
4520
8319*2^3327650+1
1001727
2020
4521
4581*2^3327644+1
1001725
2020
4522
655*2^3327518+1
1001686
2016
4523
8863*2^3327406+1
1001653
2020
4524
659*2^3327371+1
1001642
2016
4525
3411*2^3327343+1
1001634
2020
4526
4987*2^3327294+1
1001619
2020
4527
821*2^3327003+1
1001531
2016
4528
2435*2^3326969+1
1001521
2020
4529
1931*2^3326850-1
1001485
2022
4530
2277*2^3326794+1
1001469
2020
4531
6779*2^3326639+1
1001422
2020
4532
233030356171*2^3326225-1
1001305
2026
4533
31*2^3326149-1
1001273
2024
4534
6195*2^3325993+1
1001228
2019
4535
555*2^3325925+1
1001206
2016
4536
9041*2^3325643+1
1001123
2019
4537
1965*2^3325639-1
1001121
2022
4538
1993*2^3325302+1
1001019
2019
4539
6179*2^3325027+1
1000937
2019
4540
4485*2^3324900+1
1000899
2019
4541
8545*2^3324807-1
1000871
2026
4542
3559*2^3324650+1
1000823
2019
4543
12512*13^898392-1
1000762
2024
4544
43165206^131072+1
1000753
2016
Generalized Fermat
4545
43163894^131072+1
1000751
2016
Generalized Fermat
4546
6927*2^3324387+1
1000745
2019
4547
9575*2^3324287+1
1000715
2019
4548
1797*2^3324259+1
1000705
2019
4549
4483*2^3324048+1
1000642
2019
4550
791*2^3323995+1
1000626
2016
4551
6987*2^3323926+1
1000606
2019
4552
3937*2^3323886+1
1000593
2019
4553
2121*2^3323852+1
1000583
2019
4554
1571*2^3323493+1
1000475
2019
4555
2319*2^3323402+1
1000448
2019
4556
2829*2^3323341+1
1000429
2019
4557
4335*2^3323323+1
1000424
2019
4558
8485*2^3322938+1
1000308
2019
4559
6505*2^3322916+1
1000302
2019
4560
597*2^3322871+1
1000287
2016
4561
9485*2^3322811+1
1000270
2019
4562
8619*2^3322774+1
1000259
2019
4563
387*2^3322763+1
1000254
2016
4564
1965*2^3322579-1
1000200
2022
4565
42654182^131072+1
1000075
2015
Generalized Fermat
4566
6366*745^348190-1
1000060
2022
4567
549500998095*2^3322000-1
1000034
2026
4568
539483205345*2^3322000-1
1000034
2026
4569
469103053635*2^3322000-1
1000034
2026
4570
408132832455*2^3322000-1
1000034
2025
4571
332179935645*2^3322000-1
1000034
2025
4572
224331639195*2^3322000-1
1000033
2025
4573
13841792445*2^3322000-1
1000032
2023
4574
5553507*2^3322000+1
1000029
2016
4575
5029159647*2^3321910-1
1000005
2021
4576
5009522505*2^3321910-1
1000005
2021
4577
4766298357*2^3321910-1
1000005
2021
4578
4759383915*2^3321910-1
1000005
2021
4579
4635733263*2^3321910-1
1000005
2021
4580
4603393047*2^3321910-1
1000005
2021
4581
4550053935*2^3321910-1
1000005
2021
4582
4288198767*2^3321910-1
1000005
2021
4583
4229494557*2^3321910-1
1000005
2021
4584
4110178197*2^3321910-1
1000005
2021
4585
4022490843*2^3321910-1
1000005
2021
4586
3936623697*2^3321910-1
1000005
2021
4587
3751145343*2^3321910-1
1000005
2021
4588
3715773735*2^3321910-1
1000005
2021
4589
3698976057*2^3321910-1
1000005
2021
4590
3659465685*2^3321910-1
1000005
2020
4591
3652932033*2^3321910-1
1000005
2020
4592
3603204333*2^3321910-1
1000005
2020
4593
3543733545*2^3321910-1
1000005
2020
4594
3191900133*2^3321910-1
1000005
2020
4595
3174957723*2^3321910-1
1000005
2020
4596
2973510903*2^3321910-1
1000005
2019
4597
2848144257*2^3321910-1
1000005
2019
4598
2820058827*2^3321910-1
1000005
2019
4599
2611553775*2^3321910-1
1000004
2020
4600
2601087525*2^3321910-1
1000004
2019
4601
2386538565*2^3321910-1
1000004
2019
4602
2272291887*2^3321910-1
1000004
2019
4603
2167709265*2^3321910-1
1000004
2019
4604
2087077797*2^3321910-1
1000004
2019
4605
1848133623*2^3321910-1
1000004
2019
4606
1825072257*2^3321910-1
1000004
2019
4607
1633473837*2^3321910-1
1000004
2019
4608
1228267623*2^3321910-1
1000004
2019
4609
1148781333*2^3321910-1
1000004
2019
4610
1065440787*2^3321910-1
1000004
2019
4611
1055109357*2^3321910-1
1000004
2019
4612
992309607*2^3321910-1
1000004
2019
4613
926102325*2^3321910-1
1000004
2019
4614
892610007*2^3321910-1
1000004
2019
4615
763076757*2^3321910-1
1000004
2019
4616
607766997*2^3321910-1
1000004
2019
4617
539679177*2^3321910-1
1000004
2019
4618
425521077*2^3321910-1
1000004
2019
4619
132940575*2^3321910-1
1000003
2019
4620
239378138685*2^3321891+1
1000001
2020
4621
464253*2^3321908-1
1000000
2013
4622
3^2095902+3^647322-1
1000000
2018
4623
191273*2^3321908-1
1000000
2013
4624
1814570322984178^65536+1
1000000
2020
Generalized Fermat
4625
1814570322977518^65536+1
1000000
2020
Generalized Fermat
4626
3292665455999520712131952624640^32768+1
1000000
2023
Generalized Fermat
4627
3292665455999520712131951642528^32768+1
1000000
2020
Generalized Fermat
4628
3292665455999520712131951625894^32768+1
1000000
2020
Generalized Fermat
4629
10841645805132531666786792405311319418846637043199917731999190^16384+1
1000000
2023
Generalized Fermat
4630
10841645805132531666786792405311319418846637043199917731311876^16384+1
1000000
2020
Generalized Fermat
4631
10841645805132531666786792405311319418846637043199917731150000^16384+1
1000000
2020
Generalized Fermat
4632
117541283763947820803514936063599937165870515987063348437723855381224452611844232886228245901292532817349347812678729599864^8192+1
1000000
2023
Generalized Fermat
4633
117541283763947820803514936063599937165870515987063348437723855381224452611844232886228245901292532817349347812678729375350^8192+1
1000000
2021
Generalized Fermat
4634
117541283763947820803514936063599937165870515987063348437723855381224452611844232886228245901292532817349347812678729240092^8192+1
1000000
2021
Generalized Fermat
4635
117541283763947820803514936063599937165870515987063348437723855381224452611844232886228245901292532817349347812678729154678^8192+1
1000000
2021
Generalized Fermat
4636
117541283763947820803514936063599937165870515987063348437723855381224452611844232886228245901292532817349347812678729122666^8192+1
1000000
2021
Generalized Fermat
4637
117541283763947820803514936063599937165870515987063348437723855381224452611844232886228245901292532817349347812678729023786^8192+1
1000000
2021
Generalized Fermat
4638
13815953388876903588214745899596380558480967699281487823398491686997286960050362175966390289809116354643446309069559318476498264187530254667309604709351148199801989210588913246454355010231086514450203720665411679519151409973433052122012097875144^4096+1
1000000
2021
Generalized Fermat
4639
13815953388876903588214745899596380558480967699281487823398491686997286960050362175966390289809116354643446309069559318476498264187530254667309604709351148199801989210588913246454355010231086514450203720665411679519151409973433052122012097840702^4096+1
1000000
2021
Generalized Fermat
4640
((sqrtnint(10^999999,2048)+2)+7748134)^2048+1
1000000
2025
Generalized Fermat
4641
((sqrtnint(10^999999,2048)+2)+364176)^2048+1
1000000
2022
Generalized Fermat
4642
10^999999+10^840885+10^333333+1
1000000
2023
4643
10^999999+308267*10^292000+1
1000000
2021
4644
10^999999-1022306*10^287000-1
999999
2021
4645
10^999999-1087604*10^287000-1
999999
2021
4646
531631540026641*6^1285077+1
999999
2021
4647
1814570322533286^65536+1
999999
2026
Generalized Fermat
4648
3139*2^3321905-1
999997
2008
4649
702*507^369680+1
999991
2024
4650
42550702^131072+1
999937
2022
Generalized Fermat
4651
42414020^131072+1
999753
2022
Generalized Fermat
4652
4847*2^3321063+1
999744
2005
4653
42254832^131072+1
999539
2022
Generalized Fermat
4654
42243204^131072+1
999524
2022
Generalized Fermat
4655
42230406^131072+1
999506
2022
Generalized Fermat
4656
42168978^131072+1
999424
2022
Generalized Fermat
4657
439*2^3318318+1
998916
2022
4658
201382*5^1428998+1
998833
2024
4659
41688706^131072+1
998772
2022
Generalized Fermat
4660
41364744^131072+1
998327
2022
Generalized Fermat
4661
41237116^131072+1
998152
2022
Generalized Fermat
4662
47714*17^811139+1
998070
2023
Generalized Cullen
4663
41102236^131072+1
997965
2022
Generalized Fermat
4664
41007562^131072+1
997834
2022
Generalized Fermat
4665
41001148^131072+1
997825
2022
Generalized Fermat
4666
1951*2^3314403-1
997739
2026
4667
975*2^3312951+1
997301
2022
4668
40550398^131072+1
997196
2022
Generalized Fermat
4669
11796*46^599707+1
997172
2023
4670
40463598^131072+1
997074
2022
Generalized Fermat
4671
689*2^3311423+1
996841
2022
4672
40151896^131072+1
996633
2022
Generalized Fermat
4673
39997729^131072-39997729^65536+1
996414
2025
Generalized unique
4674
593*2^3309333+1
996212
2022
4675
383*2^3309321+1
996208
2022
4676
49*2^3309087-1
996137
2013
4677
39746366^131072+1
996056
2022
Generalized Fermat
4678
139413*6^1279992+1
996033
2015
4679
1274*67^545368-1
995886
2023
4680
51*2^3308171+1
995861
2015
4681
719*2^3308127+1
995849
2022
4682
39597790^131072+1
995842
2022
Generalized Fermat
4683
39502358^131072+1
995705
2022
Generalized Fermat
4684
39324372^131072+1
995448
2022
Generalized Fermat
4685
245114*5^1424104-1
995412
2013
4686
39100746^131072+1
995123
2022
Generalized Fermat
4687
38824296^131072+1
994719
2022
Generalized Fermat
4688
38734748^131072+1
994588
2021
Generalized Fermat
4689
175124*5^1422646-1
994393
2013
4690
453*2^3303073+1
994327
2022
4691
856*75^530221-1
994200
2024
4692
38310998^131072+1
993962
2021
Generalized Fermat
4693
531*2^3301693+1
993912
2022
4694
38196496^131072+1
993791
2021
Generalized Fermat
4695
38152876^131072+1
993726
2021
Generalized Fermat
4696
195*2^3301018+1
993708
2022
4697
341*2^3300789+1
993640
2022
4698
37909914^131072+1
993363
2021
Generalized Fermat
4699
849*2^3296427+1
992327
2022
4700
1611*22^738988+1
992038
2015
4701
36531196^131072+1
991254
2021
Generalized Fermat
4702
2017*2^3292325-1
991092
2017
4703
36422846^131072+1
991085
2021
Generalized Fermat
4704
36416848^131072+1
991076
2021
Generalized Fermat
4705
885*2^3290927+1
990671
2022
4706
36038176^131072+1
990481
2021
Generalized Fermat
4707
35997532^131072+1
990416
2021
Generalized Fermat
4708
35957420^131072+1
990353
2021
Generalized Fermat
4709
3817*2^3289525-1
990250
2026
4710
107970^196608-107970^98304+1
989588
2016
Generalized unique
4711
35391288^131072+1
989449
2021
Generalized Fermat
4712
35372304^131072+1
989419
2021
Generalized Fermat
4713
219*2^3286614+1
989372
2022
4714
61*2^3286535-1
989348
2016
4715
35327718^131072+1
989347
2021
Generalized Fermat
4716
35282096^131072+1
989274
2021
Generalized Fermat
4717
35141602^131072+1
989046
2021
Generalized Fermat
4718
35139782^131072+1
989043
2021
Generalized Fermat
4719
35047222^131072+1
988893
2021
Generalized Fermat
4720
531*2^3284944+1
988870
2022
4721
34957136^131072+1
988747
2021
Generalized Fermat
4722
301*2^3284232+1
988655
2022
4723
34871942^131072+1
988608
2021
Generalized Fermat
4724
34763644^131072+1
988431
2021
Generalized Fermat
4725
34585314^131072+1
988138
2021
Generalized Fermat
4726
311*2^3282455+1
988120
2022
4727
34530386^131072+1
988048
2021
Generalized Fermat
4728
833*2^3282181+1
988038
2022
4729
561*2^3281889+1
987950
2022
4730
34087952^131072+1
987314
2021
Generalized Fermat
4731
87*2^3279368+1
987191
2015
4732
965*2^3279151+1
987126
2022
4733
14022*147^455287+1
986756
2026
4734
299*2^3277884-1
986744
2026
4735
33732746^131072+1
986717
2021
Generalized Fermat
4736
33474284^131072+1
986279
2021
Generalized Fermat
4737
240*135^462960-1
986262
2025
4738
33395198^131072+1
986145
2021
Generalized Fermat
4739
427*2^3275606+1
986059
2022
4740
33191418^131072+1
985796
2021
Generalized Fermat
4741
337*2^3274106+1
985607
2022
4742
19861029*2^3273589-1
985456
2025
4743
357*2^3273543+1
985438
2022
Divides GF(3273542,10)
4744
1045*2^3273488+1
985422
2022
4745
32869172^131072+1
985241
2021
Generalized Fermat
4746
1877*48^585975-1
985169
2026
4747
32792696^131072+1
985108
2021
Generalized Fermat
4748
1047*2^3272351+1
985079
2022
4749
32704348^131072+1
984955
2021
Generalized Fermat
4750
6781*24^713573-1
984886
2024
4751
32608738^131072+1
984788
2021
Generalized Fermat
4752
75*2^3271125-1
984709
2024
4753
933*2^3270993+1
984670
2022
4754
311*2^3270759+1
984600
2022
4755
32430486^131072+1
984476
2021
Generalized Fermat
4756
32417420^131072+1
984453
2021
Generalized Fermat
4757
65*2^3270127+1
984409
2015
4758
32348894^131072+1
984333
2021
Generalized Fermat
4759
579*2^3269850+1
984326
2022
4760
32286660^131072+1
984223
2021
Generalized Fermat
4761
32200644^131072+1
984071
2021
Generalized Fermat
4762
32137342^131072+1
983959
2021
Generalized Fermat
4763
32096608^131072+1
983887
2021
Generalized Fermat
4764
32055422^131072+1
983814
2021
Generalized Fermat
4765
31821360^131072+1
983397
2021
Generalized Fermat
4766
31768014^131072+1
983301
2021
Generalized Fermat
4767
335*2^3266237+1
983238
2022
4768
981493*2^3266031-1
983180
2025
4769
1031*2^3265915+1
983142
2022
4770
31469984^131072+1
982765
2021
Generalized Fermat
4771
5*2^3264650-1
982759
2013
4772
223*2^3264459-1
982703
2012
4773
1101*2^3264400+1
982686
2022
4774
483*2^3264181+1
982620
2022
4775
525*2^3263227+1
982332
2022
4776
31145080^131072+1
982174
2021
Generalized Fermat
4777
622*48^584089+1
981998
2023
4778
31044982^131072+1
981991
2021
Generalized Fermat
4779
683*2^3262037+1
981974
2022
4780
923*2^3261401+1
981783
2022
4781
30844300^131072+1
981622
2021
Generalized Fermat
4782
30819256^131072+1
981575
2021
Generalized Fermat
4783
9*2^3259381-1
981173
2011
4784
31*2^3259185-1
981114
2024
4785
391*2^3259119-1
981096
2026
4786
1059*2^3258751+1
980985
2022
4787
6*5^1403337+1
980892
2020
4788
30318724^131072+1
980643
2021
Generalized Fermat
4789
30315072^131072+1
980636
2021
Generalized Fermat
4790
30300414^131072+1
980609
2021
Generalized Fermat
4791
30225714^131072+1
980468
2021
Generalized Fermat
4792
875*2^3256589+1
980334
2022
4793
30059800^131072+1
980155
2021
Generalized Fermat
4794
176268*5^1402258-1
980142
2025
4795
30022816^131072+1
980085
2021
Generalized Fermat
4796
29959190^131072+1
979964
2021
Generalized Fermat
4797
273*2^3253655-1
979451
2026
4798
968*75^522276-1
979303
2024
4799
29607314^131072+1
979292
2021
Generalized Fermat
4800
779*2^3253063+1
979273
2022
4801
29505368^131072+1
979095
2021
Generalized Fermat
4802
163*2^3250978+1
978645
2022
Divides GF(3250977,6)
4803
29169314^131072+1
978443
2021
Generalized Fermat
4804
417*2^3248255+1
977825
2022
4805
1023*2^3248086-1
977775
2026
4806
28497098^131072+1
977116
2021
Generalized Fermat
4807
28398204^131072+1
976918
2021
Generalized Fermat
4808
28294666^131072+1
976710
2021
Generalized Fermat
4809
28175634^131072+1
976470
2021
Generalized Fermat
4810
33*2^3242126-1
975979
2014
4811
27822108^131072+1
975752
2021
Generalized Fermat
4812
39*2^3240990+1
975637
2014
4813
27758510^131072+1
975621
2021
Generalized Fermat
4814
3706*103^484644+1
975514
2024
4815
27557876^131072+1
975208
2021
Generalized Fermat
4816
27544748^131072+1
975181
2021
Generalized Fermat
4817
62148*115^473137-1
974998
2025
4818
27408050^131072+1
974898
2021
Generalized Fermat
4819
14275*60^548133-1
974668
2024
4820
249*2^3237156-1
974484
2026
4821
225*2^3236967+1
974427
2022
4822
27022768^131072+1
974092
2021
Generalized Fermat
4823
26896670^131072+1
973826
2021
Generalized Fermat
4824
1075*2^3234606+1
973717
2022
4825
26757382^131072+1
973530
2021
Generalized Fermat
4826
8091*24^705188+1
973313
2025
4827
26599558^131072+1
973194
2021
Generalized Fermat
4828
6*5^1392287+1
973168
2020
4829
26500832^131072+1
972982
2021
Generalized Fermat
4830
325*2^3231474+1
972774
2022
4831
933*2^3231438+1
972763
2022
4832
123*2^3230548+1
972494
2022
Divides GF(3230546,12)
4833
26172278^131072+1
972272
2021
Generalized Fermat
4834
697*2^3229518+1
972185
2022
4835
327*2^3228916-1
972004
2026
4836
22598*745^338354-1
971810
2022
4837
385*2^3226814+1
971371
2022
4838
211195*2^3224974+1
970820
2013
4839
293*2^3224216-1
970589
2026
4840
1173*2^3223546+1
970388
2022
4841
7908*193^424526+1
970283
2026
4842
7*6^1246814+1
970211
2019
4843
25128150^131072+1
969954
2021
Generalized Fermat
4844
25124378^131072+1
969946
2021
Generalized Fermat
4845
1089*2^3221691+1
969829
2022
4846
35*832^332073-1
969696
2019
4847
600921*2^3219922-1
969299
2018
4848
939*2^3219319+1
969115
2022
4849
24734116^131072+1
969055
2021
Generalized Fermat
4850
76896*5^1386360+1
969029
2024
4851
24644826^131072+1
968849
2021
Generalized Fermat
4852
24642712^131072+1
968844
2021
Generalized Fermat
4853
24641166^131072+1
968840
2021
Generalized Fermat
4854
129*2^3218214+1
968782
2022
4855
1965*2^3218102-1
968749
2026
4856
24522386^131072+1
968565
2021
Generalized Fermat
4857
24486806^131072+1
968483
2021
Generalized Fermat
4858
811*2^3216944+1
968400
2022
4859
133*2^3215759-1
968043
2026
4860
24297936^131072+1
968042
2021
Generalized Fermat
4861
1023*2^3214745+1
967738
2022
4862
187*2^3212152+1
966957
2022
4863
894262481699*2^3211332-1
966720
2026
4864
301*2^3211281-1
966695
2022
4865
9913*2^3210683-1
966516
2026
4866
6*409^369832+1
965900
2015
4867
23363426^131072+1
965809
2021
Generalized Fermat
4868
1165*2^3207702+1
965618
2022
4869
94373*2^3206717+1
965323
2013
4870
2751*2^3206569-1
965277
2015
4871
761*2^3206341+1
965208
2022
4872
23045178^131072+1
965029
2021
Generalized Fermat
4873
23011666^131072+1
964946
2021
Generalized Fermat
4874
911*2^3205225+1
964872
2022
4875
22980158^131072+1
964868
2021
Generalized Fermat
4876
22901508^131072+1
964673
2021
Generalized Fermat
4877
22808110^131072+1
964440
2021
Generalized Fermat
4878
22718284^131072+1
964215
2021
Generalized Fermat
4879
22705306^131072+1
964183
2021
Generalized Fermat
4880
317*2^3202128-1
963940
2026
4881
113983*2^3201175-1
963655
2008
4882
34*888^326732-1
963343
2017
4883
899*2^3198219+1
962763
2022
4884
22007146^131072+1
962405
2020
Generalized Fermat
4885
4*3^2016951+1
962331
2020
4886
21917442^131072+1
962173
2020
Generalized Fermat
4887
987*2^3195883+1
962060
2022
4888
21869554^131072+1
962048
2020
Generalized Fermat
4889
21757066^131072+1
961754
2020
Generalized Fermat
4890
395*2^3194736-1
961714
2026
4891
68*828^329490-1
961464
2025
4892
21582550^131072+1
961296
2020
Generalized Fermat
4893
147*2^3193145-1
961235
2026
4894
21517658^131072+1
961125
2020
Generalized Fermat
4895
20968936^131072+1
959654
2020
Generalized Fermat
4896
13*422^365511-1
959582
2025
4897
671*2^3185411+1
958908
2022
4898
20674450^131072+1
958849
2020
Generalized Fermat
4899
1027*2^3184540+1
958646
2022
4900
118*493^355898+1
958381
2025
4901
789*2^3183463+1
958321
2022
4902
855*2^3183158+1
958229
2022
4903
20234282^131072+1
957624
2020
Generalized Fermat
4904
20227142^131072+1
957604
2020
Generalized Fermat
4905
625*2^3180780+1
957513
2022
Generalized Fermat
4906
20185276^131072+1
957486
2020
Generalized Fermat
4907
935*2^3180599+1
957459
2022
4908
573*2^3179293+1
957066
2022
4909
495*2^3176714-1
956289
2026
4910
33*2^3176269+1
956154
2013
4911
159*2^3175395-1
955892
2026
4912
441*2^3174483-1
955618
2026
4913
81*2^3174353-1
955578
2022
4914
19464034^131072+1
955415
2020
Generalized Fermat
4915
600921*2^3173683-1
955380
2018
4916
587*2^3173567+1
955342
2022
4917
345*2^3173484-1
955317
2026
4918
556*80^501828+1
955027
2026
4919
20520*115^463335-1
954798
2025
4920
19216648^131072+1
954687
2020
Generalized Fermat
4921
1414*95^482691-1
954633
2019
4922
305*2^3171039+1
954581
2022
4923
755*2^3170701+1
954479
2022
4924
775*2^3170580+1
954443
2022
4925
78*236^402022-1
953965
2020
4926
18968126^131072+1
953946
2020
Generalized Fermat
4927
18813106^131072+1
953479
2020
Generalized Fermat
4928
18608780^131072+1
952857
2020
Generalized Fermat
4929
1087*2^3164677-1
952666
2012
4930
18509226^131072+1
952552
2020
Generalized Fermat
4931
18501600^131072+1
952528
2020
Generalized Fermat
4932
6510*45^576060+1
952354
2026
4933
459*2^3163175+1
952214
2022
4934
15*2^3162659+1
952057
2012
4935
18309468^131072+1
951934
2020
Generalized Fermat
4936
18298534^131072+1
951900
2020
Generalized Fermat
4937
849*2^3161727+1
951778
2022
4938
67*2^3161450+1
951694
2015
4939
119*2^3161195+1
951617
2022
4940
1759*2^3160863-1
951518
2021
4941
58*117^460033+1
951436
2020
4942
417*2^3160443+1
951391
2022
4943
9231*70^515544+1
951234
2021
4944
671*2^3159523+1
951115
2022
4945
17958952^131072+1
950834
2020
Generalized Fermat
4946
1001*2^3158422-1
950783
2023
4947
17814792^131072+1
950375
2020
Generalized Fermat
4948
355*2^3156041-1
950066
2026
4949
17643330^131072+1
949824
2020
Generalized Fermat
4950
19*2^3155009-1
949754
2012
4951
411*2^3154709-1
949665
2026
4952
369*2^3152348-1
948954
2026
4953
281*2^3151457+1
948686
2022
4954
179*2^3150265+1
948327
2022
4955
17141888^131072+1
948183
2019
Generalized Fermat
4956
17138628^131072+1
948172
2019
Generalized Fermat
4957
17119936^131072+1
948110
2019
Generalized Fermat
4958
17052490^131072+1
947885
2019
Generalized Fermat
4959
17025822^131072+1
947796
2019
Generalized Fermat
4960
16985784^131072+1
947662
2019
Generalized Fermat
4961
865*2^3147482+1
947490
2021
4962
537*2^3145785-1
946979
2026
4963
963*2^3145753+1
946969
2021
4964
16741226^131072+1
946837
2019
Generalized Fermat
4965
387*2^3144483+1
946587
2021
4966
1035*2^3144236+1
946513
2021
4967
1065*2^3143667+1
946342
2021
4968
1598*187^416536-1
946308
2025
4969
12534*199^411531+1
946054
2026
4970
193*2^3142150+1
945884
2021
4971
915*2^3141942+1
945822
2021
4972
939*2^3141397+1
945658
2021
4973
1063*2^3141350+1
945644
2021
4974
16329572^131072+1
945420
2019
Generalized Fermat
4975
159*2^3140304-1
945328
2026
4976
69*2^3140225-1
945304
2014
4977
325*2^3139517-1
945092
2026
4978
245*2^3139104-1
944967
2026
4979
489*2^3137891-1
944603
2026
4980
8166*5^1351364-1
944567
2026
4981
3*2^3136255-1
944108
2007
4982
417*2^3136187+1
944089
2021
4983
1965*2^3134358-1
943540
2026
4984
15731520^131072+1
943296
2019
Generalized Fermat
4985
395*2^3133528-1
943289
2026
4986
62721^196608-62721^98304+1
943210
2016
Generalized unique
4987
15667716^131072+1
943064
2019
Generalized Fermat
4988
15567144^131072+1
942698
2019
Generalized Fermat
4989
299*2^3130621+1
942414
2021
4990
15342502^131072+1
941870
2019
Generalized Fermat
4991
9179*2^3128632-1
941817
2026
4992
15237960^131072+1
941481
2019
Generalized Fermat
4993
571*2^3127388+1
941441
2021
4994
349*2^3126971-1
941315
2025
4995
107*2^3126660-1
941221
2024
4996
15147290^131072+1
941141
2019
Generalized Fermat
4997
197*2^3126343+1
941126
2021
4998
15091270^131072+1
940930
2019
Generalized Fermat
4999
866981*12^866981-1
935636
2023
Generalized Woodall
5000
2^3021377-1
909526
1998
Mersenne 37
5001
2^2976221-1
895932
1997
Mersenne 36
5002
1065*2^2975442+1
895701
2021
Divides GF(2975440,3)
5003
33*2^2939064-5606879602425*2^1290000-1
884748
2021
Arithmetic progression (3,d=33*2^2939063-5606879602425*2^1290000)
5004
7*2^2915954+1
877791
2008
Divides GF(2915953,12) [g322]
5005
11*2^2897409+1
872209
2013
Divides GF(2897408,3)
5006
2*647^304931+1
857133
2025
Divides Phi(647^304931,2)
5007
57*2^2747499+1
827082
2013
Divides Fermat F(2747497)
5008
39*2^2705367+1
814399
2013
Divides GF(2705360,3)
5009
11*2^2691961+1
810363
2013
Divides GF(2691960,12)
5010
1455*2^2683954-6325241166627*2^1290000-1
807954
2021
Arithmetic progression (3,d=1455*2^2683953-6325241166627*2^1290000)
5011
267*2^2662090+1
801372
2015
Divides Fermat F(2662088)
5012
169*2^2545526+1
766282
2015
Divides GF(2545525,10), generalized Fermat
5013
9*2^2543551+1
765687
2011
Divides Fermat F(2543548), GF(2543549,3), GF(2543549,6),; GF(2543549,12)
5014
3*2^2478785+1
746190
2003
Divides Fermat F(2478782), GF(2478782,3), GF(2478776,6),; GF(2478782,12)
5015
1183953*2^2367907-1
712818
2007
Woodall
5016
150209!+1
712355
2011
Factorial
5017
147855!-1
700177
2013
Factorial
5018
5321*2^2308643+1
694975
2025
Divides GF(2308641,5)
5019
3*2^2291610+1
689844
2008
Divides GF(2291607,3), GF(2291609,5)
5020
2*11171^168429+1
681817
2014
Divides Phi(11171^168429,2)
5021
11*2^2230369+1
671410
2011
Divides GF(2230368,3)
5022
2*179^294739+1
664004
2011
Divides Phi(179^294739,2)
5023
2717*2^2196891+1
661334
2025
Divides GF(2196890,12)
5024
2*10271^164621+1
660397
2014
Divides Phi(10271^164621,2)
5025
2*659^233973+1
659544
2015
Divides Phi(659^233973,2)
5026
2*191^287901+1
656713
2015
Divides Phi(191^287901,2)
5027
7*2^2167800+1
652574
2007
Divides Fermat F(2167797), GF(2167799,5), GF(2167799,10)
5028
1179*2^2158475+1
649769
2014
Divides GF(2158470,6)
5029
3*2^2145353+1
645817
2003
Divides Fermat F(2145351), GF(2145351,3), GF(2145352,5),; GF(2145348,6), GF(2145352,10), GF(2145351,12)
5030
25*2^2141884+1
644773
2011
Divides Fermat F(2141872), GF(2141871,5), GF(2141872,10);; generalized Fermat
5031
7*2^2139912+1
644179
2007
Divides GF(2139911,12)
5032
189*2^2115473+1
636824
2014
Divides GF(2115468,6)
5033
107*2^2081775+1
626679
2013
Divides GF(2081774,6)
5034
2167*2^2050616+1
617301
2025
Divides GF(2050615,5)
5035
45*2^2014557+1
606444
2012
Divides GF(2014552,10)
5036
251749*2^2013995-1
606279
2007
Woodall
5037
657*2^1998854+1
601718
2013
Divides GF(1998852,10)
5038
175*2^1962288+1
590710
2013
Divides GF(1962284,10)
5039
225*2^1960083+1
590047
2013
Divides GF(1960078,6)
5040
2*47^346759+1
579816
2011
Divides Phi(47^346759,2)
5041
4401*2^1925824+1
579735
2024
Divides GF(1925823,5)
5042
71*2^1873569+1
564003
2011
Divides GF(1873568,5)
5043
13*2^1861732+1
560439
2005
Divides GF(1861731,6)
5044
2*191^232149+1
529540
2011
Divides Phi(191^232149,2)
5045
183*2^1747660+1
526101
2013
Divides Fermat F(1747656)
5046
110059!+1
507082
2011
Factorial
5047
2^1667321-2^833661+1
501914
2011
Gaussian Mersenne norm 38, generalized unique
5048
10^490030+10^309648+12345678987654321*10^245007+10^180382+1
490031
2024
Palindrome
5049
10^490000+3*(10^7383-1)/9*10^241309+1
490001
2021
Palindrome
5050
1098133#-1
476311
2012
Primorial
5051
10^474500+999*10^237249+1
474501
2014
Palindrome
5052
103040!-1
471794
2010
Factorial
5053
135*2^1515894+1
456332
2013
Divides GF(1515890,10)
5054
131*2^1494099+1
449771
2012
Divides Fermat F(1494096)
5055
1467763*2^1467763-1
441847
2007
Woodall
5056
4125*2^1445205-1
435054
2014
Arithmetic progression (2,d=4125*2^1445205-2723880039837*2^1290000); [p199]
5057
94550!-1
429390
2010
Factorial
5058
2415*2^1413627-1
425548
2014
Arithmetic progression (2,d=2415*2^1413627-1489088842587*2^1290000); [p199]
5059
2985*2^1404274-1
422733
2014
Arithmetic progression (2,d=2985*2^1404274-770527213395*2^1290000); [p199]
5060
2^1398269-1
420921
1996
Mersenne 35
5061
17*2^1388355+1
417938
2005
Divides GF(1388354,10)
5062
338707*2^1354830+1
407850
2005
Cullen
5063
107*2^1337019+1
402485
2012
Divides GF(1337018,10)
5064
1389*2^1335434+1
402009
2015
Divides GF(1335433,10)
5065
10^400000+4*(10^102381-1)/9*10^148810+1
400001
2021
Palindrome
5066
10^390636+999*10^195317+1
390637
2014
Palindrome
5067
6325241166627*2^1290000-1
388342
2021
Arithmetic progression (1,d=1455*2^2683953-6325241166627*2^1290000)
5068
5606879602425*2^1290000-1
388342
2021
Arithmetic progression (1,d=33*2^2939063-5606879602425*2^1290000)
5069
2618163402417*2^1290001-1
388342
2016
Sophie Germain (2p+1)
5070
4966510140375*2^1290000-1
388342
2020
Arithmetic progression (2,d=2227792035315*2^1290001)
5071
2996863034895*2^1290000+1
388342
2016
Twin (p+2)
5072
2996863034895*2^1290000-1
388342
2016
Twin (p)
5073
2723880039837*2^1290000-1
388342
2016
Arithmetic progression (1,d=4125*2^1445205-2723880039837*2^1290000); [p199]
5074
2618163402417*2^1290000-1
388342
2016
Sophie Germain (p)
5075
2060323099527*2^1290000-1
388342
2015
Arithmetic progression (2,d=69718264533*2^1290002) [p199]
5076
1938662032575*2^1290000-1
388341
2015
Arithmetic progression (1,d=10032831585*2^1290001) [p199]
5077
1781450041395*2^1290000-1
388341
2015
Arithmetic progression (1,d=69718264533*2^1290002) [p199]
5078
15*2^1276177+1
384169
2006
Divides GF(1276174,3), GF(1276174,10)
5079
1268979*2^1268979-1
382007
2007
Woodall
5080
2^1257787-1
378632
1996
Mersenne 34
5081
329*2^1246017+1
375092
2012
Divides Fermat F(1246013)
5082
843301#-1
365851
2010
Primorial
5083
10^362600+666*10^181299+1
362601
2014
Palindrome
5084
2^1203793-2^601897+1
362378
2006
Gaussian Mersenne norm 37, generalized unique
5085
1195203*2^1195203-1
359799
2005
Woodall
5086
2145*2^1099064+1
330855
2013
Divides Fermat F(1099061)
5087
10^320236+10^160118+1+(137*10^160119+731*10^159275)*(10^843-1)/999
320237
2014
Palindrome
5088
10^320096+10^160048+1+(137*10^160049+731*10^157453)*(10^2595-1)/999
320097
2014
Palindrome
5089
10^314727-8*10^157363-1
314727
2013
Near-repdigit, palindrome
5090
10^302508+686*10^151253+1
302509
2026
Palindrome
5091
10^302332+333*10^151165+1
302333
2026
Palindrome
5092
10^300628+888*10^150313+1
300629
2026
Palindrome
5093
2^991961-2^495981+1
298611
2005
Gaussian Mersenne norm 36, generalized unique
5094
11*2^960901+1
289262
2005
Divides Fermat F(960897)
5095
1705*2^906110+1
272770
2012
Divides Fermat F(906108)
5096
2^859433-1
258716
1994
Mersenne 33
5097
667071*2^667071-1
200815
2000
Woodall
5098
18543637900515*2^666668-1
200701
2012
Sophie Germain (2p+1)
5099
18543637900515*2^666667-1
200701
2012
Sophie Germain (p)
5100
3756801695685*2^666669+1
200700
2011
Twin (p+2)
5101
3756801695685*2^666669-1
200700
2011
Twin (p)
5102
392113#+1
169966
2001
Primorial
5103
213778324725*2^561418+1
169015
2023
Cunningham chain 2nd kind (2p-1)
5104
213778324725*2^561417+1
169015
2023
Cunningham chain 2nd kind (p)
5105
366439#+1
158936
2001
Primorial
5106
2*893962950^16384+1
146659
2023
Cunningham chain 2nd kind (2p-1)
5107
893962950^16384+1
146659
2023
Cunningham chain 2nd kind (p), generalized Fermat
5108
481899*2^481899+1
145072
1998
Cullen
5109
152748736824915*2^480480+1
144654
2026
Twin (p+2)
5110
152748736824915*2^480480-1
144654
2026
Twin (p)
5111
100855907240235*2^480480-1
144653
2025
Sophie Germain (2p+1)
5112
100855907240235*2^480479-1
144653
2025
Sophie Germain (p)
5113
669821552^16384-669821552^8192+1
144605
2024
Twin (p+2), generalized unique
5114
669821552^16384-669821552^8192-1
144605
2024
Twin (p)
5115
34790!-1
142891
2002
Factorial
5116
(124750^27751-1)/124749
141416
2024
Generalized repunit
5117
222710306^16384-222710306^8192+1
136770
2024
Twin (p+2), generalized unique
5118
222710306^16384-222710306^8192-1
136770
2024
Twin (p)
5119
(92365^24691-1)/92364
122599
2024
Generalized repunit
5120
9955858992*11^111111+1
115721
2025
Twin (p+2)
5121
9955858992*11^111111-1
115721
2025
Twin (p)
5122
7977227425*(2^368352-2^257849)+2^110505+1
110895
2025
Consecutive primes arithmetic progression (2,d=6)
5123
7977227425*(2^368352-2^257849)+2^110505-5
110895
2025
Consecutive primes arithmetic progression (1,d=6)
5124
(102936^21961-1)/102935
110076
2023
Generalized repunit
5125
2^364289-2^182145+1
109662
2001
Gaussian Mersenne norm 35, generalized unique
5126
R(109297)
109297
2025
Repunit, ECPP, unique
5127
361275*2^361275+1
108761
1998
Cullen
5128
26951!+1
107707
2002
Factorial
5129
15898321815*2^333645+1
100448
2025
Twin (p+2)
5130
15898321815*2^333645-1
100448
2025
Twin (p)
5131
47356235323005*2^333444-1
100391
2024
Sophie Germain (2p+1)
5132
47356235323005*2^333443-1
100391
2024
Sophie Germain (p)
5133
21480284945595*2^333444-1
100390
2024
Sophie Germain (2p+1)
5134
21480284945595*2^333443-1
100390
2024
Sophie Germain (p)
5135
65516468355*2^333333+1
100355
2009
Twin (p+2)
5136
65516468355*2^333333-1
100355
2009
Twin (p)
5137
954589277*(2^332267-2^110758)+2^221511+1
100032
2025
Consecutive primes arithmetic progression (2,d=4)
5138
954589277*(2^332267-2^110758)+2^221511-3
100032
2025
Consecutive primes arithmetic progression (1,d=4)
5139
U(65181,1,20770)+U(65181,1,20769)
99985
2025
Lehmer number
5140
U(48099,1,21000)-U(48099,1,20999)
98321
2025
Lehmer number
5141
8797170843*(2^317583+2^190552)+2^127033+3
95612
2025
Consecutive primes arithmetic progression (2,d=4)
5142
8797170843*(2^317583+2^190552)+2^127033-1
95612
2025
Consecutive primes arithmetic progression (1,d=4)
5143
(7176^24691-1)/7175
95202
2017
Generalized repunit
5144
U(54381,1,19426)+U(54381,1,19425)
91987
2025
Lehmer number
5145
(58425^18757-1)/58424
89403
2025
Generalized repunit
5146
R(86453)
86453
2023
Repunit, ECPP, unique
5147
(84741735735*(2^190738-1)+4)*2^95369+5
86138
2024
Consecutive primes arithmetic progression (2,d=6)
5148
(84741735735*(2^190738-1)+4)*2^95369-1
86138
2024
Consecutive primes arithmetic progression (1,d=6)
5149
(74018908351*(2^190738-1)+4)*2^95369+3
86138
2024
Consecutive primes arithmetic progression (2,d=4)
5150
(74018908351*(2^190738-1)+4)*2^95369-1
86138
2024
Consecutive primes arithmetic progression (1,d=4)
5151
21480!-1
83727
2001
Factorial
5152
(74968^17107-1)/74967
83390
2024
Generalized repunit
5153
66629493*2^269335-1
81086
2025
Sophie Germain (2p+1)
5154
66629493*2^269334-1
81086
2025
Sophie Germain (p)
5155
1867513233*2^266698+1
80294
2025
Twin (p+2)
5156
1867513233*2^266698-1
80294
2025
Twin (p)
5157
201926367*2^266668+1
80284
2024
Twin (p+2)
5158
201926367*2^266668-1
80284
2024
Twin (p)
5159
107928275961*2^265876+1
80048
2023
Cunningham chain 2nd kind (2p-1)
5160
107928275961*2^265875+1
80048
2023
Cunningham chain 2nd kind (p)
5161
22942396995*2^265777-1
80018
2023
Sophie Germain (2p+1)
5162
22942396995*2^265776-1
80017
2023
Sophie Germain (p)
5163
183027*2^265441-1
79911
2010
Sophie Germain (2p+1)
5164
183027*2^265440-1
79911
2010
Sophie Germain (p)
5165
262419*2^262419+1
79002
1998
Cullen
5166
160204065*2^262148+1
78923
2021
Twin (p+2)
5167
160204065*2^262148-1
78923
2021
Twin (p)
5168
3622179275715*2^256003+1
77078
2020
Cunningham chain 2nd kind (2p-1)
5169
3622179275715*2^256002+1
77077
2020
Cunningham chain 2nd kind (p)
5170
648621027630345*2^253825-1
76424
2009
Sophie Germain (2p+1)
5171
620366307356565*2^253825-1
76424
2009
Sophie Germain (2p+1)
5172
648621027630345*2^253824-1
76424
2009
Sophie Germain (p)
5173
620366307356565*2^253824-1
76424
2009
Sophie Germain (p)
5174
2570606397*2^252763+1
76099
2020
Cunningham chain 2nd kind (2p-1)
5175
2570606397*2^252762+1
76099
2020
Cunningham chain 2nd kind (p)
5176
1893611985^8192-1893611985^4096+1
76000
2024
Twin (p+2), generalized unique
5177
1893611985^8192-1893611985^4096-1
76000
2024
Twin (p)
5178
1589173270^8192-1589173270^4096+1
75376
2024
Twin (p+2), generalized unique
5179
1589173270^8192-1589173270^4096-1
75376
2024
Twin (p)
5180
(40734^16111-1)/40733
74267
2015
Generalized repunit
5181
(64758^15373-1)/64757
73960
2018
Generalized repunit
5182
996094234^8192-996094234^4096+1
73715
2024
Twin (p+2), generalized unique
5183
996094234^8192-996094234^4096-1
73715
2024
Twin (p)
5184
895721531^8192-895721531^4096+1
73337
2024
Twin (p+2), generalized unique
5185
895721531^8192-895721531^4096-1
73337
2024
Twin (p)
5186
5^104824+104824^5
73269
2023
ECPP
5187
795507696^8192-795507696^4096+1
72915
2024
Twin (p+2), generalized unique
5188
795507696^8192-795507696^4096-1
72915
2024
Twin (p)
5189
primV(111534,1,27000)
72683
2013
Generalized Lucas primitive part
5190
691595760^8192-691595760^4096+1
72417
2024
Twin (p+2), generalized unique
5191
691595760^8192-691595760^4096-1
72417
2024
Twin (p)
5192
647020826^8192-647020826^4096+1
72180
2024
Twin (p+2), generalized unique
5193
647020826^8192-647020826^4096-1
72180
2024
Twin (p)
5194
629813654^8192-629813654^4096+1
72084
2024
Twin (p+2), generalized unique
5195
629813654^8192-629813654^4096-1
72084
2024
Twin (p)
5196
(V(6489,1,18903)-1)/(V(6489,1,3)-1)
72051
2025
Lehmer primitive part
5197
(V(27730,1,16209)+1)/(V(27730,1,9)+1)
71976
2025
Lehmer primitive part
5198
(58729^15091-1)/58728
71962
2017
Generalized repunit
5199
504983334^8192-504983334^4096+1
71298
2024
Twin (p+2), generalized unique
5200
504983334^8192-504983334^4096-1
71298
2024
Twin (p)
5201
(V(10981,1,17553)+1)/(V(10981,1,3)+1)
70914
2025
Lehmer primitive part, cyclotomy
5202
U(8478,1,17710)+U(8478,1,17709)
69567
2025
Lehmer number
5203
(27987^15313-1)/27986
68092
2020
Generalized repunit
5204
U(1731,1,21000)-U(1731,1,20999)
68001
2025
Lehmer number
5205
(23340^15439-1)/23339
67435
2020
Generalized repunit
5206
10957126745325*2^222334-1
66943
2023
Sophie Germain (2p+1)
5207
20690306380455*2^222333-1
66943
2023
Sophie Germain (2p+1)
5208
10030004436315*2^222334-1
66943
2023
Sophie Germain (2p+1)
5209
8964472847055*2^222334-1
66943
2023
Sophie Germain (2p+1)
5210
10957126745325*2^222333-1
66942
2023
Sophie Germain (p)
5211
20690306380455*2^222332-1
66942
2023
Sophie Germain (p)
5212
10030004436315*2^222333-1
66942
2023
Sophie Germain (p)
5213
8964472847055*2^222333-1
66942
2023
Sophie Germain (p)
5214
(2^221509-1)/292391881
66673
2023
Mersenne cofactor, ECPP
5215
(24741^15073-1)/24740
66218
2020
Generalized repunit
5216
(2^216317-1)/4036536904985126774592622545676909961173365710122848260271644315502006857
65046
2026
ECPP, Mersenne cofactor
5217
(63847^13339-1)/63846
64091
2013
Generalized repunit
5218
1068669447*2^211089-1
63554
2020
Sophie Germain (2p+1)
5219
1068669447*2^211088-1
63553
2020
Sophie Germain (p)
5220
145823#+1
63142
2000
Primorial
5221
U(15694,1,14700)+U(15694,1,14699)
61674
2019
Lehmer number
5222
(28507^13831-1)/28506
61612
2020
Generalized repunit
5223
2^203789+2^101895+1
61347
2000
Gaussian Mersenne norm 34, generalized unique
5224
p(3000484833)
61012
2026
ECPP, partitions
5225
(26371^13681-1)/26370
60482
2012
Generalized repunit
5226
U(24,-25,43201)
60391
2020
Generalized Lucas number
5227
99064503957*2^200009-1
60220
2016
Sophie Germain (2p+1)
5228
99064503957*2^200008-1
60220
2016
Sophie Germain (p)
5229
(4529^16381-1)/4528
59886
2012
Generalized repunit
5230
3^125330+1968634623437000
59798
2022
ECPP
5231
(9082^15091-1)/9081
59729
2014
Generalized repunit
5232
V(277273)/11090921
57940
2026
Lucas cofactor, ECPP
5233
primV(27655,1,19926)
57566
2013
Generalized Lucas primitive part
5234
Ramanujan tau function at 199^4518
57125
2022
ECPP
5235
(43326^12041-1)/43325
55827
2017
Generalized repunit
5236
12443794755*2^184517-1
55556
2021
Sophie Germain (2p+1)
5237
21749869755*2^184516-1
55556
2021
Sophie Germain (2p+1)
5238
14901867165*2^184516-1
55556
2021
Sophie Germain (2p+1)
5239
12443794755*2^184516-1
55555
2021
Sophie Germain (p)
5240
21749869755*2^184515-1
55555
2021
Sophie Germain (p)
5241
14901867165*2^184515-1
55555
2021
Sophie Germain (p)
5242
607095*2^176312-1
53081
2009
Sophie Germain (2p+1)
5243
607095*2^176311-1
53081
2009
Sophie Germain (p)
5244
2^176177+60947
53035
2025
ECPP
5245
(2^175631-1)/30644889864000236404469033475809
52839
2026
ECPP, Mersenne cofactor
5246
(38284^11491-1)/38283
52659
2013
Generalized repunit
5247
(2^174533-1)/193594572654550537/91917886778031629891960890057
52494
2022
Mersenne cofactor, ECPP
5248
(2^173867-1)/52536637502689
52326
2026
ECPP, Mersenne cofactor
5249
(940^17581-1)/939
52268
2025
ECPP generalized repunit
5250
p(2100982676)
51053
2026
Partitions, ECPP
5251
p(2100412931)
51046
2026
Partitions, ECPP
5252
U(809,1,17325)-U(809,1,17324)
50378
2019
Lehmer number
5253
10^50000+65859
50001
2022
ECPP
5254
R(49081)
49081
2022
Repunit, unique, ECPP
5255
(V(8275,1,12447)-1)/(V(8275,1,27)-1)
48659
2025
Lehmer primitive part
5256
2^160423-2^80212+1
48293
2000
Gaussian Mersenne norm 33, generalized unique
5257
U(67,-1,26161)
47773
2019
Generalized Lucas number
5258
primV(40395,-1,15588)
47759
2007
Generalized Lucas primitive part
5259
(V(24444,1,10809)+1)/(V(24444,1,9)+1)
47393
2025
Lehmer primitive part
5260
(2^157457-1)/1651348995090599153173927
47376
2026
ECPP, Mersenne cofactor
5261
primV(53394,-1,15264)
47200
2007
Generalized Lucas primitive part
5262
151023*2^151023-1
45468
1998
Woodall
5263
(2^151013-1)/61157791169561859593299975690769
45428
2025
Mersenne cofactor, ECPP
5264
24157096*104561#+1
45260
2025
Arithmetic progression (4,d=6519272*104561#)
5265
17637824*104561#+1
45259
2025
Arithmetic progression (3,d=6519272*104561#)
5266
11118552*104561#+1
45259
2025
Arithmetic progression (2,d=6519272*104561#)
5267
4599280*104561#+1
45259
2025
Arithmetic progression (1,d=6519272*104561#)
5268
U(52245,1,9241)+U(52245,1,9240)
43595
2019
Lehmer number
5269
U(208519)/140875424305897
43564
2026
Fibonacci cofactor, ECPP
5270
71509*2^143019-1
43058
1998
Woodall, arithmetic progression (2,d=(143018*2^83969-80047)*2^59049); [x12]
5271
U(2449,-1,12671)
42939
2018
Generalized Lucas number, cyclotomy
5272
(2^141079+1)/3
42469
2025
Wagstaff, ECPP, generalized Lucas number
5273
V(202667)
42355
2023
Lucas number, ECPP
5274
U(201107)
42029
2023
Fibonacci number, ECPP
5275
-E(12146)/1226039954339
41943
2025
Euler irregular, ECPP
5276
(2^138937+1)/3
41824
2023
Wagstaff, ECPP, generalized Lucas number
5277
(2^136883-1)/536581361
41198
2025
Mersenne cofactor, ECPP
5278
E(11848)/7910215
40792
2022
Euler irregular, ECPP
5279
V(193201)
40377
2023
Lucas number, ECPP
5280
p(1289844341)
40000
2020
Partitions, ECPP
5281
(2^132929-1)/2054179601105776846215055956722560390485432904126229271473
39959
2026
Mersenne cofactor, ECPP
5282
primV(4836,1,16704)
39616
2013
Generalized Lucas primitive part
5283
(2^130439-1)/260879
39261
2023
Mersenne cofactor, ECPP
5284
U(21041,-1,9059)
39159
2018
Generalized Lucas number, cyclotomy
5285
V(183089)
38264
2023
Lucas number, ECPP
5286
(2^127031+1)/3
38240
2023
Wagstaff, ECPP, generalized Lucas number
5287
U(179689)/359377
37547
2026
Fibonacci cofactor, ECPP
5288
U(5617,-1,9539)
35763
2019
Generalized Lucas number, cyclotomy
5289
(2^117239+1)/3
35292
2022
Wagstaff, ECPP, generalized Lucas number
5290
p(1000007396)
35219
2022
Partitions, ECPP
5291
1864754598*Bern(12306)/7988337402668760859
35160
2025
Irregular, ECPP
5292
(V(60145,1,7317)-1)/(V(60145,1,27)-1)
34841
2019
Lehmer primitive part
5293
primV(38513,-1,11502)
34668
2006
Generalized Lucas primitive part
5294
E(10168)/1097239206089665
34323
2023
Euler irregular, ECPP
5295
Phi(717,-10^72)
34273
2025
Unique, ECPP
5296
primV(9008,1,16200)
34168
2005
Generalized Lucas primitive part
5297
(V(28138,1,7587)-1)/(V(28138,1,27)-1)
33637
2019
Lehmer primitive part
5298
V(159521)
33338
2023
Lucas number, ECPP
5299
U(35896,1,7260)+U(35896,1,7259)
33066
2019
Lehmer number
5300
primV(6586,1,16200)
32993
2013
Generalized Lucas primitive part
5301
U(1624,-1,10169)
32646
2018
Generalized Lucas number, cyclotomy
5302
(V(48395,1,6921)-1)/(V(48395,1,9)-1)
32382
2019
Lehmer primitive part
5303
7300751*74719#-1
32315
2025
Arithmetic progression (4,d=1475275*74719#)
5304
5825476*74719#-1
32314
2025
Arithmetic progression (3,d=1475275*74719#)
5305
4350201*74719#-1
32314
2025
Arithmetic progression (2,d=1475275*74719#)
5306
2874926*74719#-1
32314
2025
Arithmetic progression (1,d=1475275*74719#)
5307
2^106693+2^53347+1
32118
2000
Gaussian Mersenne norm 32, generalized unique
5308
primV(28875,1,13500)
32116
2016
Generalized Lucas primitive part
5309
Phi(34051,-10)
32033
2025
Unique, ECPP
5310
(2^106391-1)/286105171290931103
32010
2022
Mersenne cofactor, ECPP
5311
Phi(23023,-100)
31681
2025
Unique, ECPP
5312
(2^105269-1)/308568703561/44450301591671/36340288035156065237111970871/304727251426107823036749303510161
31603
2024
Mersenne cofactor, ECPP
5313
Phi(4613,-100000000)
31585
2025
Unique, ECPP
5314
(V(77786,1,6453)+1)/(V(77786,1,27)+1)
31429
2012
Lehmer primitive part
5315
Phi(10295,-10000)
31360
2025
Unique, ECPP
5316
primV(10987,1,14400)
31034
2005
Generalized Lucas primitive part
5317
V(148091)
30950
2015
Lucas number, ECPP
5318
U(148091)
30949
2021
Fibonacci number, ECPP
5319
-E(9266)/2129452307358569777
30900
2023
Euler irregular, ECPP
5320
Phi(11589,-10000)
30897
2022
Unique,ECPP
5321
(V(73570,1,6309)-1)/(V(73570,1,9)-1)
30661
2016
Lehmer primitive part
5322
V(145703)/179214691
30442
2023
Lucas cofactor, ECPP
5323
V(145193)/38621339
30336
2023
Lucas cofactor, ECPP
5324
1524633857*2^99902-1
30083
2022
Arithmetic progression (4,d=928724769*2^99901)
5325
2120542945*2^99901-1
30083
2022
Arithmetic progression (3,d=928724769*2^99901)
5326
18622159*2^99907-1
30083
2022
Arithmetic progression (2,d=928724769*2^99901)
5327
263093407*2^99901-1
30082
2022
Arithmetic progression (1,d=928724769*2^99901)
5328
Phi(36547,-10)
29832
2022
Unique, ECPP
5329
49363*2^98727-1
29725
1997
Woodall
5330
U(2341,-1,8819)
29712
2008
Generalized Lucas number
5331
primV(24127,-1,6718)
29433
2005
Generalized Lucas primitive part
5332
primV(12215,-1,13500)
29426
2016
Generalized Lucas primitive part
5333
V(140057)
29271
2014
Lucas number,ECPP
5334
U(1404,-1,9209)
28981
2018
Generalized Lucas number, cyclotomy
5335
U(138449)/722703781
28925
2026
Fibonacci cofactor, ECPP
5336
U(23396,1,6615)+U(23396,1,6614)
28898
2019
Lehmer number
5337
V(137483)/297756567358709
28718
2026
Lucas cofactor, ECPP
5338
(2^95369+1)/3
28709
2021
Generalized Lucas number, Wagstaff, ECPP
5339
primV(45922,1,11520)
28644
2011
Generalized Lucas primitive part
5340
E(8668)/5813137335705569364147662902195143235
28636
2026
ECPP, Euler irregular
5341
primV(205011)
28552
2009
Lucas primitive part
5342
-30*Bern(10264)/262578313564364605963
28506
2021
Irregular, ECPP
5343
U(16531,1,6721)-U(16531,1,6720)
28347
2007
Lehmer number
5344
U(135221)/240836845308529927941202189034491397
28224
2026
Fibonacci cofactor, ECPP
5345
(V(28286,1,6309)+1)/(V(28286,1,9)+1)
28045
2016
Lehmer primitive part
5346
U(5092,1,7561)+U(5092,1,7560)
28025
2014
Lehmer number
5347
V(132647)/30508811/445072057883695169
27697
2026
Lucas cofactor, ECPP
5348
U(132409)/2882138154561602271737
27651
2024
Fibonacci cofactor, ECPP
5349
90825*2^90825+1
27347
1997
Cullen
5350
U(5239,1,7350)-U(5239,1,7349)
27333
2017
Lehmer number
5351
U(130021)
27173
2021
Fibonacci number, ECPP
5352
primV(5673,1,13500)
27028
2005
Generalized Lucas primitive part
5353
primV(44368,1,9504)
26768
2005
Generalized Lucas primitive part
5354
546351925018076058*Bern(9702)/129255048976106804786904258880518941
26709
2021
Irregular, ECPP
5355
22359307*60919#+1
26383
2022
Arithmetic progression (4,d=5210718*60919#)
5356
17148589*60919#+1
26383
2022
Arithmetic progression (3,d=5210718*60919#)
5357
17029817*60919#+1
26383
2022
Arithmetic progression (4,d=1809778*60919#)
5358
15220039*60919#+1
26383
2022
Arithmetic progression (3,d=1809778*60919#)
5359
13410261*60919#+1
26383
2022
Arithmetic progression (2,d=1809778*60919#)
5360
11937871*60919#+1
26382
2022
Arithmetic progression (2,d=5210718*60919#)
5361
11600483*60919#+1
26382
2022
Arithmetic progression (1,d=1809778*60919#)
5362
6727153*60919#+1
26382
2022
Arithmetic progression (1,d=5210718*60919#)
5363
(2^87691-1)/806957040167570408395443233
26371
2022
Mersenne cofactor, ECPP
5364
primV(10986,-1,9756)
26185
2005
Generalized Lucas primitive part
5365
(2^86371-1)/41681512921035887
25984
2022
Mersenne cofactor, ECPP
5366
(2^86137-1)/2584111/7747937967916174363624460881
25896
2022
Mersenne cofactor, ECPP
5367
primV(11076,-1,12000)
25885
2005
Generalized Lucas primitive part
5368
-E(7894)/19
25790
2023
Euler irregular, ECPP
5369
2^85237+2^42619+1
25659
2000
Gaussian Mersenne norm 31, generalized unique
5370
V(122869)/40546771/1243743094029841
25656
2024
Lucas cofactor, ECPP
5371
primU(183537)
25571
2024
Fibonacci primitive part, ECPP
5372
primV(17505,1,11250)
25459
2011
Generalized Lucas primitive part
5373
U(2325,-1,7561)
25451
2013
Generalized Lucas number
5374
U(13084,-13085,6151)
25319
2018
Generalized Lucas number, cyclotomy
5375
(2^84211-1)/1347377/31358793176711980763958121/3314641676042347824169591561
25291
2020
Mersenne cofactor, ECPP
5376
U(120937)/241873/13689853218820385381
25250
2024
Fibonacci cofactor, ECPP
5377
primV(42,-1,23376)
25249
2007
Generalized Lucas primitive part
5378
U(120847)/483389/13776557/26651135744461/878266627571589517816969/5142437846187952260620261
25181
2026
Fibonacci cofactor, ECPP
5379
U(1064,-1065,8311)
25158
2018
Generalized Lucas number, cyclotomy
5380
primV(7577,-1,10692)
25140
2007
Generalized Lucas primitive part
5381
(2^83339+1)/3
25088
2014
ECPP, generalized Lucas number, Wagstaff
5382
(2^82939-1)/883323903012540278033571819073
24938
2021
Mersenne cofactor, ECPP
5383
primV(194181)
24908
2024
Lucas primitive part, ECPP
5384
primV(119162)
24903
2024
Lucas primitive part, ECPP
5385
-E(7634)/1559
24828
2023
Euler irregular, ECPP
5386
primU(118319)
24553
2024
Fibonacci primitive part, ECPP
5387
U(1766,1,7561)-U(1766,1,7560)
24548
2013
Lehmer number
5388
U(117167)/17658707237
24476
2024
Fibonacci cofactor, ECPP
5389
V(116593)/120790349
24359
2023
Lucas cofactor, ECPP
5390
primV(214470)
23895
2024
Lucas primitive part, ECPP
5391
primU(115373)
23875
2024
Fibonacci primitive part, ECPP
5392
U(1383,1,7561)+U(1383,1,7560)
23745
2013
Lehmer number
5393
798*Bern(8766)/14670751334144820770719
23743
2021
Irregular, ECPP
5394
Phi(11867,-100)
23732
2021
Unique, ECPP
5395
primU(135421)
23725
2024
Fibonacci primitive part, ECPP
5396
primV(143234)
23654
2024
Lucas primitive part, ECPP
5397
(2^78737-1)/1590296767505866614563328548192658003295567890593
23654
2022
Mersenne cofactor, ECPP
5398
Phi(35421,-10)
23613
2021
Unique, ECPP
5399
6917!-1
23560
1998
Factorial
5400
primU(164185)
23524
2024
Fibonacci primitive part, ECPP
5401
2^77291+2^38646+1
23267
2000
Gaussian Mersenne norm 30, generalized unique
5402
primU(166737)
23231
2024
Fibonacci primitive part, ECPP
5403
(V(59936,1,4863)+1)/(V(59936,1,3)+1)
23220
2013
Lehmer primitive part
5404
U(1118,1,7561)-U(1118,1,7560)
23047
2013
Lehmer number
5405
primA(275285)
23012
2024
Lucas Aurifeuillian primitive part, ECPP
5406
primV(110723)
22997
2024
Lucas primitive part, ECPP
5407
primV(180906)
22905
2024
Lucas primitive part, ECPP
5408
(V(45366,1,4857)+1)/(V(45366,1,3)+1)
22604
2013
Lehmer primitive part
5409
U(106663)/35892566541651557
22275
2024
Fibonacci cofactor, ECPP
5410
348054*Bern(8286)/1570865077944473903275073668721
22234
2022
Irregular, ECPP
5411
p(398256632)
22223
2022
Partitions, ECPP
5412
U(105509)/144118801533126010445795676378394340544227572822879081
21997
2022
Fibonacci cofactor, ECPP
5413
U(104911)
21925
2015
Fibonacci number, ECPP
5414
primB(282035)
21758
2023
Lucas Aurifeuillian primitive part, ECPP
5415
primA(276335)
21736
2024
Lucas Aurifeuillian primitive part, ECPP
5416
Phi(1203,10^27)
21600
2021
Unique, ECPP
5417
U(19258,-1,5039)
21586
2007
Generalized Lucas number
5418
6380!+1
21507
1998
Factorial
5419
primV(154281)
21495
2023
Lucas primitive part, ECPP
5420
U(43100,1,4620)+U(43100,1,4619)
21407
2016
Lehmer number
5421
-E(6658)/85079
21257
2020
Euler irregular, ECPP
5422
Phi(39855,-10)
21248
2020
Unique, ECPP
5423
(V(23354,1,4869)-1)/(V(23354,1,9)-1)
21231
2013
Lehmer primitive part
5424
primA(296695)
21137
2023
Lucas Aurifeuillian primitive part, ECPP
5425
U(15631,1,5040)-U(15631,1,5039)
21134
2003
Lehmer number
5426
primA(413205)
21127
2023
Lucas Aurifeuillian primitive part, ECPP
5427
43512782181495*2^70002+1
21087
2026
Cunningham chain 2nd kind (4p-3)
5428
19446960288945*2^70003-1
21087
2026
Cunningham chain (4p+3)
5429
43512782181495*2^70001+1
21087
2026
Cunningham chain 2nd kind (2p-1)
5430
19446960288945*2^70002-1
21086
2026
Cunningham chain (2p+1)
5431
43512782181495*2^70000+1
21086
2026
Cunningham chain 2nd kind (p)
5432
19446960288945*2^70001-1
21086
2026
Cunningham chain (p)
5433
U(35759,1,4620)+U(35759,1,4619)
21033
2016
Lehmer number
5434
57612705200181*2^69801+5
21026
2026
Triplet (3),ECPP
5435
57612705200181*2^69801+1
21026
2026
Triplet (2)
5436
57612705200181*2^69801-1
21026
2026
Triplet (1)
5437
p(355646102)
21000
2022
Partitions, ECPP
5438
V(100417)/7130429037791016075118087990532064354948544338847967474370719436805470448849
20911
2024
Lucas cofactor, ECPP
5439
p(350199893)
20838
2022
Partitions, ECPP
5440
U(31321,1,4620)-U(31321,1,4619)
20767
2016
Lehmer number
5441
primU(102689)
20715
2024
Fibonacci primitive part, ECPP
5442
primU(105821)
20598
2022
Fibonacci primitive part, ECPP
5443
primU(172179)
20540
2022
Fibonacci primitive part, ECPP
5444
V(98081)/31189759/611955609270431/6902594225498651/641303018340927841
20442
2024
Lucas cofactor, ECPP
5445
U(11200,-1,5039)
20400
2004
Generalized Lucas number, cyclotomy
5446
51989197414600215*2^67202-1
20247
2026
Cunningham chain (4p+3)
5447
51989197414600215*2^67201-1
20247
2026
Cunningham chain (2p+1)
5448
51989197414600215*2^67200-1
20246
2026
Cunningham chain (p)
5449
4404139952163*2^67002+1
20183
2024
Triplet (3)
5450
4404139952163*2^67002-1
20183
2024
Triplet (2)
5451
4404139952163*2^67002-5
20183
2024
Triplet (1), ECPP
5452
Phi(23749,-10)
20160
2014
Unique, ECPP
5453
primV(112028)
20063
2022
Lucas primitive part, ECPP
5454
1128330746865*2^66441-1
20013
2020
Cunningham chain (4p+3)
5455
1128330746865*2^66440-1
20013
2020
Cunningham chain (2p+1)
5456
1128330746865*2^66439-1
20013
2020
Cunningham chain (p)
5457
4111286921397*2^66420+5
20008
2019
Triplet (3)
5458
4111286921397*2^66420+1
20008
2019
Triplet (2)
5459
4111286921397*2^66420-1
20008
2019
Triplet (1)
5460
p(322610098)
20000
2022
Partitions, ECPP
5461
primV(151521)
19863
2022
Lucas primitive part, ECPP
5462
V(94823)
19817
2014
Lucas number, ECPP
5463
U(8454,-1,5039)
19785
2013
Generalized Lucas number
5464
(2^64381-1)/18252318785612645711774019109285438988204922542528174996118699181907547497
19308
2024
Mersenne cofactor, ECPP
5465
V(91943)/551659/2390519/9687119153094919
19187
2022
Lucas cofactor, ECPP
5466
(V(428,1,8019)-1)/(V(428,1,729)-1)
19184
2022
Lehmer primitive part, ECPP
5467
V(91873)/3674921/193484539/167745030829
19175
2022
Lucas cofactor, ECPP
5468
(2^63703-1)/42808417
19169
2014
Mersenne cofactor, ECPP
5469
primU(137439)
19148
2022
Fibonacci primitive part, ECPP
5470
primU(107779)
18980
2022
Fibonacci primitive part, ECPP
5471
(U(162,1,8581)+U(162,1,8580))/(U(162,1,66)+U(162,1,65))
18814
2022
Lehmer primitive part, ECPP
5472
V(89849)
18778
2014
Lucas number, ECPP
5473
primV(145353)
18689
2013
ECPP, Lucas primitive part
5474
Phi(14943,-100)
18688
2014
Unique, ECPP
5475
(U(859,1,6385)-U(859,1,6384))/(U(859,1,57)-U(859,1,56))
18567
2022
Lehmer primitive part, ECPP
5476
Phi(18827,10)
18480
2014
Unique, ECPP
5477
primB(220895)
18465
2022
Lucas Aurifeuillian primitive part, ECPP
5478
primV(153279)
18283
2022
Lucas primitive part, ECPP
5479
42209#+1
18241
1999
Primorial
5480
(V(46662,1,3879)-1)/(V(46662,1,9)-1)
18069
2012
Lehmer primitive part
5481
V(86477)/1042112515940998434071039
18049
2020
Lucas cofactor, ECPP
5482
7457*2^59659+1
17964
1997
Cullen
5483
primB(235015)
17856
2022
Lucas Aurifeuillian primitive part, ECPP
5484
primV(148197)
17696
2022
Lucas primitive part, ECPP
5485
(V(447,1,6723)+1)/(V(447,1,81)+1)
17604
2022
Lehmer primitive part, ECPP
5486
Phi(26031,-10)
17353
2014
Unique, ECPP
5487
primV(169830)
17335
2022
Lucas primitive part, ECPP
5488
(V(561,1,6309)+1)/(V(561,1,9)+1)
17319
2016
Lehmer primitive part
5489
U(81839)
17103
2001
Fibonacci number
5490
V(81671)
17069
2013
Lucas number, ECPP
5491
primV(101510)
16970
2022
Lucas primitive part, ECPP
5492
primV(86756)
16920
2015
Lucas primitive part, ECPP
5493
V(80761)/570100885555095451
16861
2020
Lucas cofactor, ECPP
5494
6521953289619*2^55555+1
16737
2013
Triplet (3)
5495
6521953289619*2^55555-1
16737
2013
Triplet (2)
5496
6521953289619*2^55555-5
16737
2013
Triplet (1), ECPP
5497
primV(122754)
16653
2021
Lucas primitive part, ECPP
5498
p(221444161)
16569
2017
Partitions, ECPP
5499
primA(201485)
16535
2022
Lucas Aurifeuillian primitive part, ECPP
5500
U(78919)/15574900936381642440917
16471
2020
Fibonacci cofactor, ECPP
5501
17484430616589*2^54201+5
16330
2024
Consecutive primes arithmetic progression (3,d=6), ECPP
5502
17484430616589*2^54201-1
16330
2024
Consecutive primes arithmetic progression (2,d=6)
5503
17484430616589*2^54201-7
16330
2024
Consecutive primes arithmetic progression (1,d=6), ECPP
5504
primV(123573)
16198
2019
Lucas primitive part, ECPP
5505
primB(225785)
16176
2022
Lucas Aurifeuillian primitive part, ECPP
5506
V(77417)/313991497376559420151
16159
2020
Lucas cofactor, ECPP
5507
-E(5186)/295970922359784619239409649676896529941379763
15954
2018
Euler irregular, ECPP
5508
primV(121227)
15890
2019
Lucas primitive part, ECPP
5509
Phi(2949,-100000000)
15713
2013
Unique, ECPP
5510
primU(131481)
15695
2019
Fibonacci primitive part, ECPP
5511
primV(120258)
15649
2019
Lucas primitive part, ECPP
5512
primB(183835)
15368
2019
Lucas Aurifeuillian primitive part, ECPP
5513
primU(77387)
15319
2019
Fibonacci primitive part, ECPP
5514
primB(181705)
15189
2019
Lucas Aurifeuillian primitive part, ECPP
5515
U(71983)/5614673/363946049
15028
2018
Fibonacci cofactor, ECPP
5516
2494779036241*2^49800+13
15004
2022
Consecutive primes arithmetic progression (3,d=6)
5517
2494779036241*2^49800+7
15004
2022
Consecutive primes arithmetic progression (2,d=6)
5518
2494779036241*2^49800+1
15004
2022
Consecutive primes arithmetic progression (1,d=6)
5519
primB(268665)
14972
2019
Lucas Aurifeuillian primitive part, ECPP
5520
Phi(5015,-10000)
14848
2013
Unique, ECPP
5521
2^49207-2^24604+1
14813
2000
Gaussian Mersenne norm 29, generalized unique
5522
214923707595*2^49073+1
14784
2025
Cunningham chain 2nd kind (4p-3)
5523
214923707595*2^49072+1
14784
2025
Cunningham chain 2nd kind (2p-1)
5524
214923707595*2^49071+1
14784
2025
Cunningham chain 2nd kind (p)
5525
primA(284895)
14626
2019
Lucas Aurifeuillian primitive part, ECPP
5526
U(69239)/1384781
14464
2018
Fibonacci cofactor, ECPP
5527
primA(170575)
14258
2018
Lucas Aurifeuillian primitive part, ECPP
5528
V(68213)/7290202116115634431
14237
2018
Lucas cofactor, ECPP
5529
p(158931035)
14036
2026
Partitions,ECPP
5530
p(158917403)
14035
2026
Partitions,ECPP
5531
p(158898550)
14034
2026
Partitions,ECPP
5532
p(158788742)
14029
2026
Partitions,ECPP
5533
p(158635927)
14022
2026
Partitions,ECPP
5534
p(158569348)
14020
2026
Partitions,ECPP
5535
p(158507386)
14017
2026
Partitions,ECPP
5536
p(158447043)
14014
2026
Partitions, ECPP
5537
p(158430002)
14013
2026
Partitions,ECPP
5538
p(158381443)
14011
2026
Partitions,ECPP
5539
primU(67703)
13954
2018
Fibonacci primitive part, ECPP
5540
U(66947)/12485272838388758877279873712131648167413
13951
2017
Fibonacci cofactor, ECPP
5541
V(66533)/2128184670585621839884209100279
13875
2018
Lucas cofactor, ECPP
5542
6*Bern(5534)/226840561549600012633271691723599339
13862
2014
Irregular, ECPP
5543
4410546*Bern(5526)/9712202742835546740714595866405369616019
13840
2018
Irregular,ECPP
5544
191279029*32003#+1
13773
2025
Arithmetic progression (5,d=20571563*32003#)
5545
170707466*32003#+1
13773
2025
Arithmetic progression (4,d=20571563*32003#)
5546
150135903*32003#+1
13773
2025
Arithmetic progression (3,d=20571563*32003#)
5547
129564340*32003#+1
13773
2025
Arithmetic progression (2,d=20571563*32003#)
5548
108992777*32003#+1
13773
2025
Arithmetic progression (1,d=20571563*32003#)
5549
primB(163595)
13675
2018
Lucas Aurifeuillian primitive part, ECPP
5550
6*Bern(5462)/23238026668982614152809832227
13657
2013
Irregular, ECPP
5551
56667641271*2^44441+5
13389
2022
Triplet (3), ECPP
5552
56667641271*2^44441+1
13389
2022
Triplet (2)
5553
56667641271*2^44441-1
13389
2022
Triplet (1)
5554
V(64063)/464426465381142115542697818362662865912299
13347
2024
Lucas cofactor, ECPP
5555
512792361*30941#+1
13338
2022
Arithmetic progression (5,d=18195056*30941#)
5556
494597305*30941#+1
13338
2022
Arithmetic progression (4,d=18195056*30941#)
5557
476402249*30941#+1
13338
2022
Arithmetic progression (3,d=18195056*30941#)
5558
458207193*30941#+1
13338
2022
Arithmetic progression (2,d=18195056*30941#)
5559
440012137*30941#+1
13338
2022
Arithmetic progression (1,d=18195056*30941#)
5560
1815615642825*2^44046-1
13272
2016
Cunningham chain (4p+3)
5561
1815615642825*2^44045-1
13272
2016
Cunningham chain (2p+1)
5562
1815615642825*2^44044-1
13271
2016
Cunningham chain (p)
5563
primU(94551)
13174
2018
Fibonacci primitive part, ECPP
5564
primB(242295)
13014
2018
Lucas Aurifeuillian primitive part, ECPP
5565
U(61813)/594517433/3761274442997
12897
2018
Fibonacci cofactor, ECPP
5566
(2^42737+1)/3
12865
2007
ECPP, generalized Lucas number, Wagstaff
5567
primU(62771)
12791
2018
Fibonacci primitive part, ECPP
5568
primA(154415)
12728
2018
Lucas Aurifeuillian primitive part, ECPP
5569
primA(263865)
12570
2018
Lucas Aurifeuillian primitive part, ECPP
5570
6*Bern(5078)/643283455240626084534218914061
12533
2013
Irregular, ECPP
5571
U(59369)/24424236691484660394583037561699885688092693836440759407570209763004757
12337
2015
Fibonacci cofactor, ECPP
5572
742478255901*2^40069+1
12074
2016
Cunningham chain 2nd kind (4p-3)
5573
742478255901*2^40068+1
12074
2016
Cunningham chain 2nd kind (2p-1)
5574
742478255901*2^40067+1
12074
2016
Cunningham chain 2nd kind (p)
5575
996824343*2^40074+1
12073
2016
Cunningham chain 2nd kind (4p-3)
5576
996824343*2^40073+1
12073
2016
Cunningham chain 2nd kind (2p-1)
5577
996824343*2^40072+1
12072
2016
Cunningham chain 2nd kind (p)
5578
664342014133*2^39840+1
12005
2020
Consecutive primes arithmetic progression (3,d=30)
5579
664342014133*2^39840-29
12005
2020
Consecutive primes arithmetic progression (2,d=30), ECPP
5580
664342014133*2^39840-59
12005
2020
Consecutive primes arithmetic progression (1,d=30), ECPP
5581
V(56003)
11704
2006
Lucas number
5582
primA(143705)
11703
2017
Lucas Aurifeuillian primitive part, ECPP
5583
primU(73025)
11587
2015
Fibonacci primitive part, ECPP
5584
primU(67781)
11587
2015
Fibonacci primitive part, ECPP
5585
primB(219165)
11557
2015
Lucas Aurifeuillian primitive part, ECPP
5586
198429723072*11^11005+1
11472
2016
Cunningham chain 2nd kind (4p-3)
5587
99214861536*11^11005+1
11472
2016
Cunningham chain 2nd kind (2p-1)
5588
49607430768*11^11005+1
11472
2016
Cunningham chain 2nd kind (p)
5589
U(54799)/4661437953906084533621577211561
11422
2015
Fibonacci cofactor, ECPP
5590
U(54521)/6403194135342743624071073
11370
2015
Fibonacci cofactor, ECPP
5591
primU(67825)
11336
2007
Fibonacci primitive part
5592
3610!-1
11277
1993
Factorial
5593
U(53189)/69431662887136064191105625570683133711989
11075
2014
Fibonacci cofactor, ECPP
5594
primU(61733)
11058
2015
Fibonacci primitive part, ECPP
5595
778965587811*2^36627-1
11038
2016
Cunningham chain (4p+3)
5596
778965587811*2^36626-1
11038
2016
Cunningham chain (2p+1)
5597
778965587811*2^36625-1
11038
2016
Cunningham chain (p)
5598
V(52859)/1124137922466041911
11029
2014
Lucas cofactor, ECPP
5599
3507!-1
10912
1992
Factorial
5600
V(52201)/70585804042896975505694709575919458733851279868446609
10857
2015
Lucas cofactor, ECPP
5601
V(52009)/39772636393178951550299332730909
10838
2015
Lucas cofactor, ECPP
5602
1258566*Bern(4462)/6610083971965402783802518108033
10763
2013
Irregular, ECPP
5603
3428602715439*2^35678+13
10753
2020
Consecutive primes arithmetic progression (3,d=6), ECPP
5604
3428602715439*2^35678+7
10753
2020
Consecutive primes arithmetic progression (2,d=6), ECPP
5605
3428602715439*2^35678+1
10753
2020
Consecutive primes arithmetic progression (1,d=6)
5606
V(51169)
10694
2001
Lucas number
5607
U(51031)/95846689435051369
10648
2014
Fibonacci cofactor, ECPP
5608
U(50833)
10624
2005
Fibonacci number
5609
2683143625525*2^35176+13
10602
2019
Consecutive primes arithmetic progression (3,d=6),ECPP
5610
2683143625525*2^35176+7
10602
2019
Consecutive primes arithmetic progression (2,d=6),ECPP
5611
2683143625525*2^35176+1
10602
2019
Consecutive primes arithmetic progression (1,d=6)
5612
3020616601*24499#+1
10593
2021
Arithmetic progression (6,d=56497325*24499#)
5613
2964119276*24499#+1
10593
2021
Arithmetic progression (5,d=56497325*24499#)
5614
2907621951*24499#+1
10593
2021
Arithmetic progression (4,d=56497325*24499#)
5615
2851124626*24499#+1
10593
2021
Arithmetic progression (3,d=56497325*24499#)
5616
2794627301*24499#+1
10593
2021
Arithmetic progression (2,d=56497325*24499#)
5617
2738129976*24499#+1
10593
2021
Arithmetic progression (1,d=56497325*24499#)
5618
24029#+1
10387
1993
Primorial
5619
400791048*24001#+1
10378
2018
Arithmetic progression (5,d=59874860*24001#)
5620
393142614*24001#+1
10378
2018
Arithmetic progression (5,d=54840724*24001#)
5621
340916188*24001#+1
10378
2018
Arithmetic progression (4,d=59874860*24001#)
5622
338301890*24001#+1
10378
2018
Arithmetic progression (4,d=54840724*24001#)
5623
283461166*24001#+1
10377
2018
Arithmetic progression (3,d=54840724*24001#)
5624
281041328*24001#+1
10377
2018
Arithmetic progression (3,d=59874860*24001#)
5625
228620442*24001#+1
10377
2018
Arithmetic progression (2,d=54840724*24001#)
5626
221488788*24001#+1
10377
2018
Arithmetic progression (5,d=22703701*24001#)
5627
221166468*24001#+1
10377
2018
Arithmetic progression (2,d=59874860*24001#)
5628
198785087*24001#+1
10377
2018
Arithmetic progression (4,d=22703701*24001#)
5629
176081386*24001#+1
10377
2018
Arithmetic progression (3,d=22703701*24001#)
5630
173779718*24001#+1
10377
2018
Arithmetic progression (1,d=54840724*24001#)
5631
163456812*24001#+1
10377
2018
Arithmetic progression (2,d=10601738*24001#)
5632
161291608*24001#+1
10377
2018
Arithmetic progression (1,d=59874860*24001#)
5633
152855074*24001#+1
10377
2018
Arithmetic progression (1,d=10601738*24001#)
5634
6*Bern(4306)/2153
10342
2009
Irregular, ECPP
5635
23801#+1
10273
1993
Primorial
5636
667674063382677*2^33608+7
10132
2019
Quadruplet (4), ECPP
5637
667674063382677*2^33608+5
10132
2019
Quadruplet (3), ECPP
5638
667674063382677*2^33608+1
10132
2019
Quadruplet (2)
5639
667674063382677*2^33608-1
10132
2019
Quadruplet (1)
5640
32469*2^32469+1
9779
1997
Cullen
5641
8073*2^32294+1
9726
1997
Cullen
5642
E(3308)/39308792292493140803643373186476368389461245
9516
2014
Euler irregular, ECPP
5643
V(44507)
9302
2005
Lucas number
5644
2^27529-2^13765+1
8288
2000
Gaussian Mersenne norm 28, generalized unique
5645
18523#+1
8002
1989
Primorial
5646
6*Bern(3458)/28329084584758278770932715893606309
7945
2013
Irregular, ECPP
5647
U(37511)
7839
2005
Fibonacci number
5648
-E(2762)/2670541
7760
2004
Euler irregular, ECPP
5649
V(36779)
7687
2005
Lucas number
5650
U(35999)
7523
2001
Fibonacci number, cyclotomy
5651
V(35449)
7409
2001
Lucas number
5652
-30*Bern(3176)/66896931000568729893868337398130897205591897362591275370617658634396391181
7138
2016
Irregular, ECPP
5653
2154675239*16301#+1
7036
2018
Arithmetic progression (6,d=141836149*16301#)
5654
2012839090*16301#+1
7036
2018
Arithmetic progression (5,d=141836149*16301#)
5655
1871002941*16301#+1
7036
2018
Arithmetic progression (4,d=141836149*16301#)
5656
1729166792*16301#+1
7036
2018
Arithmetic progression (3,d=141836149*16301#)
5657
1587330643*16301#+1
7035
2018
Arithmetic progression (2,d=141836149*16301#)
5658
1445494494*16301#+1
7035
2018
Arithmetic progression (1,d=141836149*16301#)
5659
-10365630*Bern(3100)/1670366116112864481699585217650438278080436881373643007997602585219667
6943
2016
Irregular ECPP
5660
23005*2^23005-1
6930
1997
Woodall
5661
22971*2^22971-1
6920
1997
Woodall
5662
15877#-1
6845
1992
Primorial
5663
6*Bern(2974)/19622040971147542470479091157507
6637
2013
Irregular, ECPP
5664
U(30757)
6428
2001
Fibonacci number, cyclotomy
5665
E(2220)/392431891068600713525
6011
2013
Euler irregular, ECPP
5666
-E(2202)/53781055550934778283104432814129020709
5938
2013
Euler irregular, ECPP
5667
13649#+1
5862
1987
Primorial
5668
274386*Bern(2622)/8518594882415401157891061256276973722693
5701
2013
Irregular, ECPP
5669
18885*2^18885-1
5690
1987
Woodall
5670
1963!-1
5614
1992
Factorial
5671
289*2^18502+1
5573
1984
Cullen, generalized Fermat
5672
E(2028)/11246153954845684745
5412
2011
Euler irregular, ECPP
5673
-30*Bern(2504)/124823009031523233560240637343822165241758149026675581438903418303340323897
5354
2013
Irregular ECPP
5674
U(25561)
5342
2001
Fibonacci number
5675
-E(1990)/8338208577950624722417016286765473477033741642105671913
5258
2013
Euler irregular, ECPP
5676
33957462*Bern(2370)/40685
5083
2003
Irregular, ECPP
5677
4122429552750669*2^16567+7
5003
2016
Quadruplet (4), ECPP
5678
4122429552750669*2^16567+5
5003
2016
Quadruplet (3), ECPP
5679
4122429552750669*2^16567+1
5003
2016
Quadruplet (2)
5680
4122429552750669*2^16567-1
5003
2016
Quadruplet (1)
5681
35734184537*11677#/3+9
5002
2024
Consecutive primes arithmetic progression (4,d=6), ECPP
5682
35734184537*11677#/3+3
5002
2024
Consecutive primes arithmetic progression (3,d=6), ECPP
5683
35734184537*11677#/3-3
5002
2024
Consecutive primes arithmetic progression (2,d=6), ECPP
5684
35734184537*11677#/3-9
5002
2024
Consecutive primes arithmetic progression (1,d=6), ECPP
5685
E(1840)/31237282053878368942060412182384934425
4812
2011
Euler irregular, ECPP
5686
1297835946944*11171#+1
4809
2026
Cunningham chain 2nd kind (8p-7)
5687
648917973472*11171#+1
4809
2026
Cunningham chain 2nd kind (4p-3)
5688
324458986736*11171#+1
4809
2026
Cunningham chain 2nd kind (2p-1)
5689
162229493368*11171#+1
4808
2026
Cunningham chain 2nd kind (p)
5690
7911*2^15823-1
4768
1987
Woodall
5691
E(1736)/13510337079405137518589526468536905
4498
2004
Euler irregular, ECPP
5692
2^14699+2^7350+1
4425
2000
Gaussian Mersenne norm 27, generalized unique
5693
744029027072*10111#-1
4362
2025
Cunningham chain (8p+7)
5694
372014513536*10111#-1
4362
2025
Cunningham chain (4p+3)
5695
186007256768*10111#-1
4362
2025
Cunningham chain (2p+1)
5696
93003628384*10111#-1
4361
2025
Cunningham chain (p)
5697
(2^14479+1)/3
4359
2004
Generalized Lucas number, Wagstaff, ECPP
5698
234510217608*10009#+1
4318
2026
Cunningham chain 2nd kind (8p-7)
5699
117255108804*10009#+1
4317
2026
Cunningham chain 2nd kind (4p-3)
5700
58627554402*10009#+1
4317
2026
Cunningham chain 2nd kind (2p-1)
5701
29313777201*10009#+1
4317
2026
Cunningham chain 2nd kind (p)
5702
62399583639*9923#-3399421517
4285
2021
Consecutive primes arithmetic progression (4,d=30), ECPP
5703
62399583639*9923#-3399421547
4285
2021
Consecutive primes arithmetic progression (3,d=30), ECPP
5704
62399583639*9923#-3399421577
4285
2021
Consecutive primes arithmetic progression (2,d=30), ECPP
5705
62399583639*9923#-3399421607
4285
2021
Consecutive primes arithmetic progression (1,d=30), ECPP
5706
49325406476*9811#*8+1
4234
2019
Cunningham chain 2nd kind (8p-7)
5707
49325406476*9811#*4+1
4234
2019
Cunningham chain 2nd kind (4p-3)
5708
49325406476*9811#*2+1
4233
2019
Cunningham chain 2nd kind (2p-1)
5709
49325406476*9811#+1
4233
2019
Cunningham chain 2nd kind (p)
5710
276474*Bern(2030)/469951697500688159155
4200
2003
Irregular, ECPP
5711
V(19469)
4069
2002
Lucas number, cyclotomy, APR-CL assisted
5712
1477!+1
4042
1984
Factorial
5713
-2730*Bern(1884)/100983617849
3844
2003
Irregular, ECPP
5714
(1049713153083*2917#*(567*2917#+1)+2310)*(567*2917#-1)/210+9
3753
2023
Quadruplet (4),ECPP
5715
(1049713153083*2917#*(567*2917#+1)+2310)*(567*2917#-1)/210+7
3753
2023
Quadruplet (3),ECPP
5716
(1049713153083*2917#*(567*2917#+1)+2310)*(567*2917#-1)/210+3
3753
2023
Quadruplet (2),ECPP
5717
(1049713153083*2917#*(567*2917#+1)+2310)*(567*2917#-1)/210+1
3753
2023
Quadruplet (1),ECPP
5718
12379*2^12379-1
3731
1984
Woodall
5719
(2^12391+1)/3
3730
1996
Generalized Lucas number, Wagstaff
5720
-E(1466)/167900532276654417372106952612534399239
3682
2013
Euler irregular, ECPP
5721
E(1468)/12330876589623053882799895025030461658552339028064108285
3671
2003
Euler irregular, ECPP
5722
1268118079424*8501#-1
3640
2023
Cunningham chain (8p+7)
5723
634059039712*8501#-1
3640
2023
Cunningham chain (4p+3)
5724
317029519856*8501#-1
3640
2023
Cunningham chain (2p+1)
5725
101406820312263*2^12042+7
3640
2018
Quadruplet (4)
5726
101406820312263*2^12042+5
3640
2018
Quadruplet (3)
5727
101406820312263*2^12042+1
3640
2018
Quadruplet (2)
5728
101406820312263*2^12042-1
3640
2018
Quadruplet (1)
5729
158514759928*8501#-1
3639
2023
Cunningham chain (p)
5730
2673092556681*15^3048+4
3598
2015
Quadruplet (4)
5731
2673092556681*15^3048+2
3598
2015
Quadruplet (3)
5732
2673092556681*15^3048-2
3598
2015
Quadruplet (2)
5733
2673092556681*15^3048-4
3598
2015
Quadruplet (1)
5734
6016459977*7927#-1
3407
2022
Arithmetic progression (7,d=577051223*7927#)
5735
5439408754*7927#-1
3407
2022
Arithmetic progression (6,d=577051223*7927#)
5736
4862357531*7927#-1
3407
2022
Arithmetic progression (5,d=577051223*7927#)
5737
4285306308*7927#-1
3407
2022
Arithmetic progression (4,d=577051223*7927#)
5738
3708255085*7927#-1
3407
2022
Arithmetic progression (3,d=577051223*7927#)
5739
3131203862*7927#-1
3407
2022
Arithmetic progression (2,d=577051223*7927#)
5740
2554152639*7927#-1
3407
2022
Arithmetic progression (1,d=577051223*7927#)
5741
62753735335*7919#+3399421667
3404
2021
Consecutive primes arithmetic progression (4,d=30), ECPP
5742
62753735335*7919#+3399421637
3404
2021
Consecutive primes arithmetic progression (3,d=30), ECPP
5743
62753735335*7919#+3399421607
3404
2021
Consecutive primes arithmetic progression (2,d=30), ECPP
5744
62753735335*7919#+3399421577
3404
2021
Consecutive primes arithmetic progression (1,d=30), ECPP
5745
(2^11279+1)/3
3395
1998
Cyclotomy, generalized Lucas number, Wagstaff
5746
109766820328*7877#-1
3385
2016
Cunningham chain (8p+7)
5747
54883410164*7877#-1
3385
2016
Cunningham chain (4p+3)
5748
27441705082*7877#-1
3384
2016
Cunningham chain (2p+1)
5749
13720852541*7877#-1
3384
2016
Cunningham chain (p)
5750
585150568069684836*7757#/85085+17
3344
2022
Quintuplet (5), ECPP
5751
585150568069684836*7757#/85085+13
3344
2022
Quintuplet (4), ECPP
5752
585150568069684836*7757#/85085+11
3344
2022
Quintuplet (3), ECPP
5753
585150568069684836*7757#/85085+7
3344
2022
Quintuplet (2), ECPP
5754
585150568069684836*7757#/85085+5
3344
2022
Quintuplet (1), ECPP
5755
104052837*7759#-1
3343
2017
Arithmetic progression (6,d=12009836*7759#)
5756
92043001*7759#-1
3343
2017
Arithmetic progression (5,d=12009836*7759#)
5757
80033165*7759#-1
3343
2017
Arithmetic progression (4,d=12009836*7759#)
5758
68023329*7759#-1
3343
2017
Arithmetic progression (3,d=12009836*7759#)
5759
56013493*7759#-1
3343
2017
Arithmetic progression (2,d=12009836*7759#)
5760
44003657*7759#-1
3343
2017
Arithmetic progression (1,d=12009836*7759#)
5761
2072453060816*7699#+1
3316
2019
Cunningham chain 2nd kind (8p-7)
5762
1036226530408*7699#+1
3316
2019
Cunningham chain 2nd kind (4p-3)
5763
518113265204*7699#+1
3316
2019
Cunningham chain 2nd kind (2p-1)
5764
259056632602*7699#+1
3315
2019
Cunningham chain 2nd kind (p)
5765
(2^10691+1)/3
3218
2004
Generalized Lucas number, Wagstaff, ECPP
5766
231692481512*7517#-1
3218
2016
Cunningham chain (8p+7)
5767
115846240756*7517#-1
3218
2016
Cunningham chain (4p+3)
5768
57923120378*7517#-1
3218
2016
Cunningham chain (2p+1)
5769
28961560189*7517#-1
3217
2016
Cunningham chain (p)
5770
(1021328211729*2521#*(483*2521#+1)+2310)*(483*2521#-1)/210+19
3207
2023
Consecutive primes arithmetic progression (4,d=6),ECPP
5771
(1021328211729*2521#*(483*2521#+1)+2310)*(483*2521#-1)/210+13
3207
2023
Consecutive primes arithmetic progression (3,d=6),ECPP
5772
(1021328211729*2521#*(483*2521#+1)+2310)*(483*2521#-1)/210+7
3207
2023
Consecutive primes arithmetic progression (2,d=6),ECPP
5773
(1021328211729*2521#*(483*2521#+1)+2310)*(483*2521#-1)/210+1
3207
2023
Consecutive primes arithmetic progression (1,d=6),ECPP
5774
(2^10501+1)/3
3161
1996
Generalized Lucas number, Wagstaff
5775
2^10141+2^5071+1
3053
2000
Gaussian Mersenne norm 26, generalized unique
5776
121152729080*7019#/1729+19
3025
2019
Consecutive primes arithmetic progression (4,d=6), ECPP
5777
121152729080*7019#/1729+13
3025
2019
Consecutive primes arithmetic progression (3,d=6), ECPP
5778
121152729080*7019#/1729+7
3025
2019
Consecutive primes arithmetic progression (2,d=6), ECPP
5779
121152729080*7019#/1729+1
3025
2019
Consecutive primes arithmetic progression (1,d=6)
5780
V(14449)
3020
1995
Lucas number
5781
3124777373*7001#+1
3019
2012
Arithmetic progression (7,d=481789017*7001#)
5782
2996180304*7001#+1
3019
2012
Arithmetic progression (6,d=46793757*7001#)
5783
2949386547*7001#+1
3019
2012
Arithmetic progression (5,d=46793757*7001#)
5784
2946259686*7001#+1
3019
2012
Arithmetic progression (6,d=313558156*7001#)
5785
2911906960*7001#+1
3019
2012
Arithmetic progression (5,d=3093612*7001#)
5786
2908813348*7001#+1
3019
2012
Arithmetic progression (4,d=3093612*7001#)
5787
2905719736*7001#+1
3019
2012
Arithmetic progression (3,d=3093612*7001#)
5788
2902626124*7001#+1
3019
2012
Arithmetic progression (2,d=3093612*7001#)
5789
2902592790*7001#+1
3019
2012
Arithmetic progression (4,d=46793757*7001#)
5790
2899532512*7001#+1
3019
2012
Arithmetic progression (1,d=3093612*7001#)
5791
2855799033*7001#+1
3019
2012
Arithmetic progression (3,d=46793757*7001#)
5792
2809005276*7001#+1
3019
2012
Arithmetic progression (2,d=46793757*7001#)
5793
2762211519*7001#+1
3019
2012
Arithmetic progression (1,d=46793757*7001#)
5794
2642988356*7001#+1
3019
2012
Arithmetic progression (6,d=481789017*7001#)
5795
2161199339*7001#+1
3019
2012
Arithmetic progression (5,d=481789017*7001#)
5796
1679410322*7001#+1
3019
2012
Arithmetic progression (4,d=481789017*7001#)
5797
1197621305*7001#+1
3019
2012
Arithmetic progression (3,d=481789017*7001#)
5798
715832288*7001#+1
3019
2012
Arithmetic progression (2,d=481789017*7001#)
5799
234043271*7001#+1
3018
2012
Arithmetic progression (1,d=481789017*7001#)
5800
U(14431)
3016
2001
Fibonacci number
5801
138281163736*6977#+1
3006
2016
Cunningham chain 2nd kind (8p-7)
5802
69140581868*6977#+1
3005
2016
Cunningham chain 2nd kind (4p-3)
5803
34570290934*6977#+1
3005
2016
Cunningham chain 2nd kind (2p-1)
5804
17285145467*6977#+1
3005
2016
Cunningham chain 2nd kind (p)
5805
375967981369*6907#*8-1
2972
2017
Cunningham chain (8p+7)
5806
375967981369*6907#*4-1
2972
2017
Cunningham chain (4p+3)
5807
375967981369*6907#*2-1
2972
2017
Cunningham chain (2p+1)
5808
375967981369*6907#-1
2971
2017
Cunningham chain (p)
5809
V(13963)
2919
2002
Lucas number, ECPP
5810
9531*2^9531-1
2874
1984
Woodall
5811
-E(1174)/50550511342697072710795058639332351763
2829
2013
Euler irregular, ECPP
5812
V(12251)
2561
2001
Lucas number
5813
974!-1
2490
1992
Factorial
5814
7755*2^7755-1
2339
1984
Woodall
5815
116814018316*5303#+1
2271
2019
Arithmetic progression (7,d=10892863626*5303#)
5816
116746086504*5303#+1
2271
2019
Arithmetic progression (7,d=9726011684*5303#)
5817
116242725347*5303#+1
2271
2019
Arithmetic progression (7,d=10388428124*5303#)
5818
107020074820*5303#+1
2271
2019
Arithmetic progression (6,d=9726011684*5303#)
5819
105921154690*5303#+1
2271
2019
Arithmetic progression (6,d=10892863626*5303#)
5820
105854297223*5303#+1
2271
2019
Arithmetic progression (6,d=10388428124*5303#)
5821
97867278281*5303#+1
2271
2019
Arithmetic progression (5,d=2972005888*5303#)
5822
97348096836*5303#+1
2271
2019
Arithmetic progression (5,d=5447332033*5303#)
5823
97294063136*5303#+1
2271
2019
Arithmetic progression (5,d=9726011684*5303#)
5824
96461651937*5303#+1
2271
2019
Arithmetic progression (4,d=435232416*5303#)
5825
96026419521*5303#+1
2271
2019
Arithmetic progression (3,d=435232416*5303#)
5826
95664304943*5303#+1
2271
2019
Arithmetic progression (4,d=817534485*5303#)
5827
95591187105*5303#+1
2271
2019
Arithmetic progression (2,d=435232416*5303#)
5828
95155954689*5303#+1
2271
2019
Arithmetic progression (1,d=435232416*5303#)
5829
94895272393*5303#+1
2271
2019
Arithmetic progression (4,d=2972005888*5303#)
5830
94846770458*5303#+1
2271
2019
Arithmetic progression (3,d=817534485*5303#)
5831
94029235973*5303#+1
2271
2019
Arithmetic progression (2,d=817534485*5303#)
5832
93984538785*5303#+1
2271
2019
Arithmetic progression (3,d=387018369*5303#)
5833
93597520416*5303#+1
2271
2019
Arithmetic progression (2,d=387018369*5303#)
5834
93211701488*5303#+1
2271
2019
Arithmetic progression (1,d=817534485*5303#)
5835
93210502047*5303#+1
2271
2019
Arithmetic progression (1,d=387018369*5303#)
5836
69285767989*5303#+1
2271
2019
Arithmetic progression (8,d=3026809034*5303#)
5837
66258958955*5303#+1
2271
2019
Arithmetic progression (7,d=3026809034*5303#)
5838
63232149921*5303#+1
2271
2019
Arithmetic progression (6,d=3026809034*5303#)
5839
60205340887*5303#+1
2271
2019
Arithmetic progression (5,d=3026809034*5303#)
5840
57178531853*5303#+1
2271
2019
Arithmetic progression (4,d=3026809034*5303#)
5841
54151722819*5303#+1
2271
2019
Arithmetic progression (3,d=3026809034*5303#)
5842
51124913785*5303#+1
2271
2019
Arithmetic progression (2,d=3026809034*5303#)
5843
48098104751*5303#+1
2270
2019
Arithmetic progression (1,d=3026809034*5303#)
5844
V(10691)
2235
1995
Lucas number
5845
15863979409328*4813#+1
2069
2026
Cunningham chain 2nd kind (16p-15)
5846
7931989704664*4813#+1
2069
2026
Cunningham chain 2nd kind (8p-7)
5847
3965994852332*4813#+1
2069
2026
Cunningham chain 2nd kind (4p-3)
5848
1982997426166*4813#+1
2068
2026
Cunningham chain 2nd kind (2p-1)
5849
991498713083*4813#+1
2068
2026
Cunningham chain 2nd kind (p)
5850
8724918635648*4801#-1
2065
2026
Cunningham chain (16p+15)
5851
4362459317824*4801#-1
2065
2026
Cunningham chain (8p+7)
5852
2181229658912*4801#-1
2065
2026
Cunningham chain (4p+3)
5853
1090614829456*4801#-1
2064
2026
Cunningham chain (2p+1)
5854
545307414728*4801#-1
2064
2026
Cunningham chain (p)
5855
566761969187*4733#/2+4
2034
2020
Quintuplet (5)
5856
566761969187*4733#/2+2
2034
2020
Quintuplet (4)
5857
566761969187*4733#/2-2
2034
2020
Quintuplet (3)
5858
566761969187*4733#/2-4
2034
2020
Quintuplet (2)
5859
566761969187*4733#/2-8
2034
2020
Quintuplet (1)
5860
U(9677)
2023
2000
Fibonacci number, ECPP
5861
7610828704751636272*4679#-1
2020
2024
Cunningham chain (16p+15)
5862
3805414352375818136*4679#-1
2020
2024
Cunningham chain (8p+7)
5863
1902707176187909068*4679#-1
2019
2024
Cunningham chain (4p+3)
5864
951353588093954534*4679#-1
2019
2024
Cunningham chain (2p+1)
5865
475676794046977267*4679#-1
2019
2024
Cunningham chain (p)
5866
2167681045402*4663#+3399421637
2006
2026
Consecutive primes arithmetic progression (5,d=30)
5867
2167681045402*4663#+3399421607
2006
2026
Consecutive primes arithmetic progression (4,d=30)
5868
2167681045402*4663#+3399421577
2006
2026
Consecutive primes arithmetic progression (3,d=30)
5869
2167681045402*4663#+3399421547
2006
2026
Consecutive primes arithmetic progression (2,d=30)
5870
2167681045402*4663#+3399421517
2006
2026
Consecutive primes arithmetic progression (1,d=30)
5871
126831252923413*4657#/273+13
2002
2020
Quintuplet (5)
5872
126831252923413*4657#/273+9
2002
2020
Quintuplet (4)
5873
126831252923413*4657#/273+7
2002
2020
Quintuplet (3)
5874
126831252923413*4657#/273+3
2002
2020
Quintuplet (2)
5875
126831252923413*4657#/273+1
2002
2020
Quintuplet (1)
5876
6611*2^6611+1
1994
1984
Cullen
5877
U(9311)
1946
1995
Fibonacci number
5878
2738129459017*4211#+3399421637
1805
2022
Consecutive primes arithmetic progression (5,d=30)
5879
2738129459017*4211#+3399421607
1805
2022
Consecutive primes arithmetic progression (4,d=30)
5880
2738129459017*4211#+3399421577
1805
2022
Consecutive primes arithmetic progression (3,d=30)
5881
2738129459017*4211#+3399421547
1805
2022
Consecutive primes arithmetic progression (2,d=30)
5882
2738129459017*4211#+3399421517
1805
2022
Consecutive primes arithmetic progression (1,d=30)
5883
V(8467)
1770
2000
Lucas number, ECPP
5884
5795*2^5795+1
1749
1984
Cullen
5885
(2^5807+1)/3
1748
1998
Cyclotomy, generalized Lucas number, Wagstaff
5886
54201838768*3917#-1
1681
2016
Cunningham chain (16p+15)
5887
27100919384*3917#-1
1681
2016
Cunningham chain (8p+7)
5888
13550459692*3917#-1
1680
2016
Cunningham chain (4p+3)
5889
6775229846*3917#-1
1680
2016
Cunningham chain (2p+1)
5890
3387614923*3917#-1
1680
2016
Cunningham chain (p)
5891
102619722624*3797#+1
1631
2016
Cunningham chain 2nd kind (16p-15)
5892
51309861312*3797#+1
1631
2016
Cunningham chain 2nd kind (8p-7)
5893
25654930656*3797#+1
1631
2016
Cunningham chain 2nd kind (4p-3)
5894
12827465328*3797#+1
1630
2016
Cunningham chain 2nd kind (2p-1)
5895
6413732664*3797#+1
1630
2016
Cunningham chain 2nd kind (p)
5896
394254311495*3733#/2+4
1606
2017
Quintuplet (5)
5897
394254311495*3733#/2+2
1606
2017
Quintuplet (4)
5898
394254311495*3733#/2-2
1606
2017
Quintuplet (3)
5899
394254311495*3733#/2-4
1606
2017
Quintuplet (2)
5900
394254311495*3733#/2-8
1606
2017
Quintuplet (1)
5901
78531447842897*3727#/2+4
1605
2026
Quintuplet (5)
5902
78531447842897*3727#/2+2
1605
2026
Quintuplet (4)
5903
78531447842897*3727#/2-2
1605
2026
Quintuplet (3)
5904
78531447842897*3727#/2-4
1605
2026
Quintuplet (2)
5905
78531447842897*3727#/2-8
1605
2026
Quintuplet (1)
5906
83*2^5318-1
1603
1984
Woodall
5907
652229318541*3527#+3399421637
1504
2021
Consecutive primes arithmetic progression (5,d=30), ECPP
5908
652229318541*3527#+3399421607
1504
2021
Consecutive primes arithmetic progression (4,d=30), ECPP
5909
652229318541*3527#+3399421577
1504
2021
Consecutive primes arithmetic progression (3,d=30), ECPP
5910
652229318541*3527#+3399421547
1504
2021
Consecutive primes arithmetic progression (2,d=30), ECPP
5911
652229318541*3527#+3399421517
1504
2021
Consecutive primes arithmetic progression (1,d=30), ECPP
5912
3199190962192*3499#-1
1494
2016
Cunningham chain (16p+15)
5913
1599595481096*3499#-1
1493
2016
Cunningham chain (8p+7)
5914
799797740548*3499#-1
1493
2016
Cunningham chain (4p+3)
5915
399898870274*3499#-1
1493
2016
Cunningham chain (2p+1)
5916
199949435137*3499#-1
1493
2016
Cunningham chain (p)
5917
4713*2^4713+1
1423
1984
Cullen
5918
449209457832*3307#+1633050403
1408
2021
Consecutive primes arithmetic progression (5,d=30), ECPP
5919
449209457832*3307#+1633050373
1408
2021
Consecutive primes arithmetic progression (4,d=30), ECPP
5920
449209457832*3307#+1633050343
1408
2021
Consecutive primes arithmetic progression (3,d=30), ECPP
5921
449209457832*3307#+1633050313
1408
2021
Consecutive primes arithmetic progression (2,d=30), ECPP
5922
449209457832*3307#+1633050283
1408
2021
Consecutive primes arithmetic progression (1,d=30), ECPP
5923
5780736564512*3023#-1
1301
2015
Cunningham chain (16p+15)
5924
2890368282256*3023#-1
1300
2015
Cunningham chain (8p+7)
5925
1445184141128*3023#-1
1300
2015
Cunningham chain (4p+3)
5926
722592070564*3023#-1
1300
2015
Cunningham chain (2p+1)
5927
361296035282*3023#-1
1299
2015
Cunningham chain (p)
5928
2746496109133*3001#+27011
1290
2021
Consecutive primes arithmetic progression (5,d=30), ECPP
5929
2746496109133*3001#+26981
1290
2021
Consecutive primes arithmetic progression (4,d=30), ECPP
5930
2746496109133*3001#+26951
1290
2021
Consecutive primes arithmetic progression (3,d=30), ECPP
5931
2746496109133*3001#+26921
1290
2021
Consecutive primes arithmetic progression (2,d=30), ECPP
5932
2746496109133*3001#+26891
1290
2021
Consecutive primes arithmetic progression (1,d=30), ECPP
5933
898966996992*3001#+1
1289
2015
Cunningham chain 2nd kind (16p-15)
5934
449483498496*3001#+1
1289
2015
Cunningham chain 2nd kind (8p-7)
5935
224741749248*3001#+1
1289
2015
Cunningham chain 2nd kind (4p-3)
5936
112370874624*3001#+1
1289
2015
Cunningham chain 2nd kind (2p-1)
5937
56185437312*3001#+1
1288
2015
Cunningham chain 2nd kind (p)
5938
10778909697259681742848*2963#+1
1286
2026
Cunningham chain 2nd kind (16p-15)
5939
5389454848629840871424*2963#+1
1285
2026
Cunningham chain 2nd kind (8p-7)
5940
2694727424314920435712*2963#+1
1285
2026
Cunningham chain 2nd kind (4p-3)
5941
1347363712157460217856*2963#+1
1285
2026
Cunningham chain 2nd kind (2p-1)
5942
673681856078730108928*2963#+1
1284
2026
Cunningham chain 2nd kind (p)
5943
42530119784448*2969#+1
1281
2017
Cunningham chain 2nd kind (16p-15)
5944
21265059892224*2969#+1
1280
2017
Cunningham chain 2nd kind (8p-7)
5945
10632529946112*2969#+1
1280
2017
Cunningham chain 2nd kind (4p-3)
5946
5316264973056*2969#+1
1280
2017
Cunningham chain 2nd kind (2p-1)
5947
2658132486528*2969#+1
1279
2017
Cunningham chain 2nd kind (p)
5948
U(5387)
1126
1990
Fibonacci number
5949
8063878333289*2647#/2+8
1125
2026
Sextuplet (6)
5950
8063878333289*2647#/2+4
1125
2026
Sextuplet (5)
5951
8063878333289*2647#/2+2
1125
2026
Sextuplet (4)
5952
8063878333289*2647#/2-2
1125
2026
Sextuplet (3)
5953
8063878333289*2647#/2-4
1125
2026
Sextuplet (2)
5954
8063878333289*2647#/2-8
1125
2026
Sextuplet (1)
5955
2^3700+33888977692820810260792517467
1114
2026
Sextuplet (6)
5956
2^3700+33888977692820810260792517463
1114
2026
Sextuplet (5)
5957
2^3700+33888977692820810260792517461
1114
2026
Sextuplet (4)
5958
2^3700+33888977692820810260792517457
1114
2026
Sextuplet (3)
5959
2^3700+33888977692820810260792517455
1114
2026
Sextuplet (2)
5960
2^3700+33888977692820810260792517451
1114
2026
Sextuplet (1)
5961
1176100079*2591#+1
1101
2019
Arithmetic progression (8,d=60355670*2591#)
5962
1115744409*2591#+1
1101
2019
Arithmetic progression (7,d=60355670*2591#)
5963
2858838044189*2579#+1
1101
2026
Arithmetic progression (8,d=1022542838*2579#)
5964
2858638245658*2579#+1
1101
2026
Arithmetic progression (8,d=934058758*2579#)
5965
2857876262054*2579#+1
1101
2026
Arithmetic progression (8,d=480982929*2579#)
5966
2857815501351*2579#+1
1101
2026
Arithmetic progression (7,d=1022542838*2579#)
5967
2857704186900*2579#+1
1101
2026
Arithmetic progression (7,d=934058758*2579#)
5968
2857395279125*2579#+1
1101
2026
Arithmetic progression (7,d=480982929*2579#)
5969
2856914296196*2579#+1
1101
2026
Arithmetic progression (6,d=480982929*2579#)
5970
2856792958513*2579#+1
1101
2026
Arithmetic progression (6,d=1022542838*2579#)
5971
2856770128142*2579#+1
1101
2026
Arithmetic progression (6,d=934058758*2579#)
5972
2856433313267*2579#+1
1101
2026
Arithmetic progression (5,d=480982929*2579#)
5973
2855952330338*2579#+1
1101
2026
Arithmetic progression (4,d=480982929*2579#)
5974
2855836069384*2579#+1
1101
2026
Arithmetic progression (5,d=934058758*2579#)
5975
2855770415675*2579#+1
1101
2026
Arithmetic progression (5,d=1022542838*2579#)
5976
2855700121879*2579#+1
1101
2026
Arithmetic progression (6,d=77048673*2579#)
5977
2855623073206*2579#+1
1101
2026
Arithmetic progression (5,d=77048673*2579#)
5978
2855546024533*2579#+1
1101
2026
Arithmetic progression (4,d=77048673*2579#)
5979
2855471347409*2579#+1
1101
2026
Arithmetic progression (3,d=480982929*2579#)
5980
2855468975860*2579#+1
1101
2026
Arithmetic progression (3,d=77048673*2579#)
5981
2855391927187*2579#+1
1101
2026
Arithmetic progression (2,d=77048673*2579#)
5982
2855314878514*2579#+1
1101
2026
Arithmetic progression (1,d=77048673*2579#)
5983
2854990364480*2579#+1
1101
2026
Arithmetic progression (2,d=480982929*2579#)
5984
2854902010626*2579#+1
1101
2026
Arithmetic progression (4,d=934058758*2579#)
5985
2854747872837*2579#+1
1101
2026
Arithmetic progression (4,d=1022542838*2579#)
5986
2854509381551*2579#+1
1101
2026
Arithmetic progression (1,d=480982929*2579#)
5987
2853967951868*2579#+1
1101
2026
Arithmetic progression (3,d=934058758*2579#)
5988
2853725329999*2579#+1
1101
2026
Arithmetic progression (3,d=1022542838*2579#)
5989
2853033893110*2579#+1
1101
2026
Arithmetic progression (2,d=934058758*2579#)
5990
2852702787161*2579#+1
1101
2026
Arithmetic progression (2,d=1022542838*2579#)
5991
2852099834352*2579#+1
1101
2026
Arithmetic progression (1,d=934058758*2579#)
5992
2851680244323*2579#+1
1101
2026
Arithmetic progression (1,d=1022542838*2579#)
5993
(2^3539+1)/3
1065
1989
First titanic by ECPP, generalized Lucas number, Wagstaff
5994
1968492305267*2459#+1
1060
2026
Arithmetic progression (9,d=241047628*2459#)
5995
1968251257639*2459#+1
1060
2026
Arithmetic progression (8,d=241047628*2459#)
5996
1968010210011*2459#+1
1060
2026
Arithmetic progression (7,d=241047628*2459#)
5997
1967769162383*2459#+1
1060
2026
Arithmetic progression (6,d=241047628*2459#)
5998
1967528114755*2459#+1
1060
2026
Arithmetic progression (5,d=241047628*2459#)
5999
1967287067127*2459#+1
1060
2026
Arithmetic progression (4,d=241047628*2459#)
6000
1967046019499*2459#+1
1060
2026
Arithmetic progression (3,d=241047628*2459#)
6001
1966804971871*2459#+1
1060
2026
Arithmetic progression (2,d=241047628*2459#)
6002
1966563924243*2459#+1
1060
2026
Arithmetic progression (1,d=241047628*2459#)
6003
28993093368077*2399#+19433
1037
2016
Sextuplet (6), ECPP
6004
28993093368077*2399#+19429
1037
2016
Sextuplet (5), ECPP
6005
28993093368077*2399#+19427
1037
2016
Sextuplet (4), ECPP
6006
28993093368077*2399#+19423
1037
2016
Sextuplet (3), ECPP
6007
28993093368077*2399#+19421
1037
2016
Sextuplet (2), ECPP
6008
28993093368077*2399#+19417
1037
2016
Sextuplet (1), ECPP
6009
64158976085*2399#+1
1034
2025
Arithmetic progression (9,d=6383832302*2399#)
6010
57775143783*2399#+1
1034
2025
Arithmetic progression (8,d=6383832302*2399#)
6011
51391311481*2399#+1
1034
2025
Arithmetic progression (7,d=6383832302*2399#)
6012
45007479179*2399#+1
1034
2025
Arithmetic progression (6,d=6383832302*2399#)
6013
38623646877*2399#+1
1034
2025
Arithmetic progression (5,d=6383832302*2399#)
6014
32239814575*2399#+1
1034
2025
Arithmetic progression (4,d=6383832302*2399#)
6015
25855982273*2399#+1
1034
2025
Arithmetic progression (3,d=6383832302*2399#)
6016
19472149971*2399#+1
1034
2025
Arithmetic progression (2,d=6383832302*2399#)
6017
13088317669*2399#+1
1034
2025
Arithmetic progression (1,d=6383832302*2399#)
6018
R(1031)
1031
1985
Repunit
6019
89595955370432*2371#-1
1017
2015
Cunningham chain (32p+31)
6020
44797977685216*2371#-1
1017
2015
Cunningham chain (16p+15)
6021
22398988842608*2371#-1
1017
2015
Cunningham chain (8p+7)
6022
11199494421304*2371#-1
1016
2015
Cunningham chain (4p+3)
6023
5599747210652*2371#-1
1016
2015
Cunningham chain (2p+1)
6024
2799873605326*2371#-1
1016
2015
Cunningham chain (p)
6025
116040452086*2371#+1
1014
2012
Arithmetic progression (9,d=6317280828*2371#)
6026
109723171258*2371#+1
1014
2012
Arithmetic progression (8,d=6317280828*2371#)
6027
103405890430*2371#+1
1014
2012
Arithmetic progression (7,d=6317280828*2371#)
6028
97336164242*2371#+1
1014
2013
Arithmetic progression (9,d=6350457699*2371#)
6029
97088609602*2371#+1
1014
2012
Arithmetic progression (6,d=6317280828*2371#)
6030
93537753980*2371#+1
1014
2013
Arithmetic progression (9,d=3388165411*2371#)
6031
92709013183*2371#+1
1014
2013
Arithmetic progression (8,d=127155673*2371#)
6032
92581857510*2371#+1
1014
2013
Arithmetic progression (7,d=127155673*2371#)
6033
92454701837*2371#+1
1014
2013
Arithmetic progression (6,d=127155673*2371#)
6034
92327546164*2371#+1
1014
2013
Arithmetic progression (5,d=127155673*2371#)
6035
92200390491*2371#+1
1014
2013
Arithmetic progression (4,d=127155673*2371#)
6036
92073234818*2371#+1
1014
2013
Arithmetic progression (3,d=127155673*2371#)
6037
91946079145*2371#+1
1014
2013
Arithmetic progression (2,d=127155673*2371#)
6038
91818923472*2371#+1
1014
2013
Arithmetic progression (1,d=127155673*2371#)
6039
90985706543*2371#+1
1014
2013
Arithmetic progression (8,d=6350457699*2371#)
6040
90771328774*2371#+1
1014
2012
Arithmetic progression (5,d=6317280828*2371#)
6041
86761423158*2371#+1
1014
2013
Arithmetic progression (7,d=3388165411*2371#)
6042
84454047946*2371#+1
1014
2012
Arithmetic progression (4,d=6317280828*2371#)
6043
83373257747*2371#+1
1014
2013
Arithmetic progression (6,d=3388165411*2371#)
6044
79985092336*2371#+1
1014
2013
Arithmetic progression (5,d=3388165411*2371#)
6045
78136767118*2371#+1
1014
2012
Arithmetic progression (3,d=6317280828*2371#)
6046
76596926925*2371#+1
1014
2013
Arithmetic progression (4,d=3388165411*2371#)
6047
73208761514*2371#+1
1014
2013
Arithmetic progression (3,d=3388165411*2371#)
6048
71819486290*2371#+1
1014
2012
Arithmetic progression (2,d=6317280828*2371#)
6049
69820596103*2371#+1
1014
2013
Arithmetic progression (2,d=3388165411*2371#)
6050
66432430692*2371#+1
1014
2013
Arithmetic progression (1,d=3388165411*2371#)
6051
65502205462*2371#+1
1014
2012
Arithmetic progression (1,d=6317280828*2371#)
6052
533098369554*2357#+3399421667
1012
2021
Consecutive primes arithmetic progression (6,d=30), ECPP
6053
533098369554*2357#+3399421637
1012
2021
Consecutive primes arithmetic progression (5,d=30), ECPP
6054
533098369554*2357#+3399421607
1012
2021
Consecutive primes arithmetic progression (4,d=30), ECPP
6055
533098369554*2357#+3399421577
1012
2021
Consecutive primes arithmetic progression (3,d=30), ECPP
6056
533098369554*2357#+3399421547
1012
2021
Consecutive primes arithmetic progression (2,d=30), ECPP
6057
533098369554*2357#+3399421517
1012
2021
Consecutive primes arithmetic progression (1,d=30), ECPP
6058
113225039190926127209*2339#/57057+21
1002
2021
Septuplet (7)
6059
113225039190926127209*2339#/57057+19
1002
2021
Septuplet (6)
6060
113225039190926127209*2339#/57057+13
1002
2021
Septuplet (5)
6061
113225039190926127209*2339#/57057+9
1002
2021
Septuplet (4)
6062
113225039190926127209*2339#/57057+7
1002
2021
Septuplet (3)
6063
1184490310627008*2339#+1
1001
2025
Cunningham chain 2nd kind (32p-31)
6064
592245155313504*2339#+1
1001
2025
Cunningham chain 2nd kind (16p-15)
6065
296122577656752*2339#+1
1001
2025
Cunningham chain 2nd kind (8p-7)
6066
148061288828376*2339#+1
1001
2025
Cunningham chain 2nd kind (4p-3)
6067
74030644414188*2339#+1
1000
2025
Cunningham chain 2nd kind (2p-1)
6068
37015322207094*2339#+1
1000
2025
Cunningham chain 2nd kind (p)