THE LARGEST KNOWN PRIMES (The 5,000 largest known primes) (selected smaller primes which have comments are included) Originally Compiled by Samuel Yates -- Continued by Chris Caldwell (Thu Jun 30 05:50:36 CDT 2005) So that I can maintain this database of the 5,000 largest known primes (plus selected smaller primes with 1,000 or more digits), please send any new primes (that are large enough) to: http://primes.utm.edu/bios/submission.php This list in a searchable form (plus information such as how to find large primes and how to prove primality) is available at the interactive web site: http://primes.utm.edu/primes/ See the last pages for information about the provers. Professor Chris K. Caldwell Mathematics and Statistics caldwell@utm.edu University of Tennessee at Martin http://www.utm.edu/~caldwell/ Martin, TN 38238, USA The letters after the rank refer to when the prime was submitted. 'a' is this month, 'b' last month... ----- -------------------------------- ------ ---- ---- -------------- rank description digits who year comment ----- -------------------------------- ------ ---- ---- -------------- 1e 2^25964951-1 7816230 G8 2005 Mersenne 42? 2 2^24036583-1 7235733 G7 2004 Mersenne 41? 3 2^20996011-1 6320430 G6 2003 Mersenne 40? 4 2^13466917-1 4053946 G5 2001 Mersenne 39 5 28433*2^7830457+1 2357207 SB7 2004 6 2^6972593-1 2098960 G4 1999 Mersenne 38 7 5359*2^5054502+1 1521561 SB6 2003 8 2^3021377-1 909526 G3 1998 Mersenne 37 9 2^2976221-1 895932 G2 1997 Mersenne 36 10 1372930^131072+1 804474 g236 2003 Generalized Fermat 11 1361244^131072+1 803988 g236 2004 Generalized Fermat 12 1176694^131072+1 795695 g236 2003 Generalized Fermat 13 572186^131072+1 754652 g0 2004 Generalized Fermat 14 3*2^2478785+1 746190 g245 2003 Divides Fermat F(2478782), GF(2478782,3), GF(2478776,6), GF(2478782,12) 15 130816^131072+1 670651 g308 2003 Generalized Fermat 16 3*2^2145353+1 645817 g245 2003 Divides Fermat F(2145351), GF(2145351,3), GF(2145352,5), GF(2145348,6), GF(2145352,10), GF(2145351,12) 17 62722^131072+1 628808 g308 2003 Generalized Fermat 18 21*2^1830919+1 551163 g279 2004 19c 5*2^1777515+1 535087 p148 2005 Divides GF(1777511,5), GF(1777514,6) 20a 110413*2^1591999-1 479245 L111 2005 21f 19502212^65536+1 477763 p160 2005 Generalized Fermat 22b 234847*2^1535589-1 462264 L73 2005 23 13*2^1499876+1 451509 g267 2004 Divides GF(1499875,3) 24d 7*2^1491852+1 449094 p166 2005 Divides GF(1491851,6) 25 2232007*2^1490605-1 448724 L4 2003 26c 325627*2^1472117-1 443157 L111 2005 27f 21*2^1421741+1 427989 g279 2005 28d 149797*2^1414137-1 425703 L105 2005 29 2^1398269-1 420921 G1 1996 Mersenne 35 30 192089*2^1395688-1 420150 L49 2004 31f 241489*2^1365062+1 410930 L101 2005 32d 1828502^65536+1 410393 GF2 2005 Generalized Fermat 33 1540550^65536+1 405516 GF2 2003 Generalized Fermat 34 1483076^65536+1 404434 GF2 2003 Generalized Fermat 35b 11*2^1343347+1 404389 p169 2005 Divides GF(1343346,6) 36 1478036^65536+1 404337 GF2 2002 Generalized Fermat 37 54767*2^1337287+1 402569 SB5 2002 38 1374038^65536+1 402260 GF3 2003 Generalized Fermat 39 1361846^65536+1 402007 GF3 2002 Generalized Fermat 40 1266062^65536+1 399931 g295 2002 Generalized Fermat 41 5*2^1320487+1 397507 g55 2002 Divides GF(1320486,12) 42 1057476^65536+1 394807 g197 2002 Generalized Fermat 43 1024390^65536+1 393902 g299 2003 Generalized Fermat 44b 25*2^1298186+1 390795 g279 2005 Generalized Fermat 45 857678^65536+1 388847 GF0 2002 Generalized Fermat 46 843832^65536+1 388384 GF0 2001 Generalized Fermat 47 138847*2^1283793-1 386466 L2 2003 48 5*2^1282755+1 386149 g55 2002 Divides GF(1282754,3), GF(1282748,5) 49 671600^65536+1 381886 g55 2002 Generalized Fermat 50 25*2^1258562+1 378867 g279 2004 Generalized Fermat 51 2^1257787-1 378632 SG 1996 Mersenne 34 52 80857169*2^1251076-1 376620 L10 2004 53 549868^65536+1 376194 g295 2003 Generalized Fermat 54 544118^65536+1 375895 g295 2002 Generalized Fermat 55 21*2^1240067+1 373299 g279 2004 56 3*2^1232255-1 370947 L30 2004 57 440846^65536+1 369904 GC1 2002 Generalized Fermat 58f 25*2^1211488+1 364696 g279 2005 Generalized Fermat, divides GF(1211487,12) 59 357868^65536+1 363969 g266 2003 Generalized Fermat 60 3*2^1201046-1 361552 L77 2004 61 502541*2^1199930-1 361221 L93 2004 62 292550^65536+1 358233 GC2 2002 Generalized Fermat 63 291726^65536+1 358153 GC2 2002 Generalized Fermat 64 71009*2^1185112-1 356760 L47 2004 65 255694^65536+1 354401 g266 2002 Generalized Fermat 66 69109*2^1157446+1 348431 SB4 2002 67 152713*2^1154707-1 347607 g23 2004 68 189590^65536+1 345887 g262 2002 Generalized Fermat 69 350107*2^1144101-1 344415 L35 2004 70 209826493*2^1140855-1 343440 L10 2004 71 500621*2^1138518-1 342734 L73 2004 72 504613*2^1136459-1 342114 L84 2004 73 141146^65536+1 337489 g281 2002 Generalized Fermat 74 108368^65536+1 329968 g181 2001 Generalized Fermat 75 412717*2^1084409-1 326446 L76 2004 76 150847*2^1076441-1 324047 L73 2004 77 209826493*2^1071303-1 322503 L10 2004 78 9*2^1051026+1 316392 p156 2004 Generalized Fermat 79 121*2^1039965-1 313063 L65 2004 80 13*2^1038896+1 312740 g267 2004 81 21*2^1022168+1 307705 g279 2004 82 48594^65536+1 307140 g141 2000 Generalized Fermat 83 65567*2^1013803+1 305190 SB2 2002 84e 869*2^1000725+1 301252 p114 2005 85 32883*2^1000004+1 301036 p86 2002 86d 21*2^999599-1 300911 L56 2005 87 44131*2^995972+1 299823 SB3 2002 88 3*2^992700-1 298833 L59 2004 89 121*2^990219-1 298088 L66 2004 90 23*2^977541+1 294271 g267 2004 91b 99*2^976049+1 293823 p76 2005 92 25*2^966414+1 290922 g279 2004 Generalized Fermat 93e 11*2^960901+1 289262 g277 2005 Divides Fermat F(960897) 94 243163663*2^919087-1 276682 L10 2004 95 3*2^916773+1 275977 g245 2001 Divides GF(916771,3), GF(916772,10) 96 216751*2^903792+1 272074 g346 2004 97 309817*2^901173-1 271286 L64 2004 98 19581121*2^893547-1 268992 p49 2004 99e 11*2^886071+1 266735 g277 2005 Divides GF(886070,12) 100 170591*2^866870-1 260960 L47 2004 101 93997*2^864401-1 260216 L49 2004 102 19581121*2^862127-1 259534 p49 2003 103 2^859433-1 258716 SG 1994 Mersenne 33 104 21*2^856865+1 257944 g279 2004 105a 77*2^855770-1 257615 L56 2005 106e 19*2^853546+1 256945 g381 2005 107 9*2^834810+1 251304 p148 2004 Generalized Fermat 108e 9*2^828709-1 249468 L38 2005 109 17*2^824451+1 248186 g267 2004 110 5*2^819739+1 246767 g55 2001 Divides GF(819738,3) 111 7*2^811230+1 244206 g148 2002 Divides GF(811228,5) 112c 64*3^510853+1 243741 x28 2005 113 600921*2^806197+1 242696 g337 2004 114 7*2^804534+1 242190 g196 2003 Divides GF(804533,12) 115 659*2^800516-1 240983 g59 2004 116 2294020991*2^800493+1 240982 p157 2004 117 99913731*2^800000+1 240832 g279 2004 118 99797893*2^800000+1 240832 g279 2004 119 3433305*2^800000+1 240831 g279 2004 120 2633527*2^800000+1 240831 g279 2003 121 2169967*2^800000+1 240831 g53 2003 122 1913067*2^800000+1 240831 g279 2003 123 1736913*2^800000+1 240831 g53 2003 124 1122201*2^800000+1 240831 g53 2003 125 741411*2^800000+1 240830 g53 2003 126 460139*2^779536-1 234670 L47 2004 127 2^756839-1 227832 SG 1992 Mersenne 32 128 246299*2^752600-1 226561 L42 2004 129f 243*2^744442-1 224102 p48 2005 130 11*2^743322-1 223764 L10 2004 131f 71*2^735802-1 221501 L97 2005 132 19581121*2^735431-1 221395 p49 2004 133 15*2^734400+1 221078 p76 2004 134 212893*2^730387-1 219874 g163 2003 135b 289*2^728205-1 219215 L6 2005 136 161957*2^727995+1 219154 g341 2004 137 3*2^727699-1 219060 L41 2004 138 220033*2^719731-1 216666 g163 2004 139b 3*2^709968+1 213723 g372 2005 140c 3149688^32768+1 212936 g260 2005 Generalized Fermat 141 3134838^32768+1 212868 g260 2004 Generalized Fermat 142 3109540^32768+1 212753 g260 2004 Generalized Fermat 143 3000336^32768+1 212244 g292 2002 Generalized Fermat 144 2973894^32768+1 212118 g309 2004 Generalized Fermat 145 261917*2^704227+1 211999 g346 2004 146 3*2^702038-1 211335 L30 2003 147 15*2^701902+1 211295 p76 2004 148 2696506^32768+1 210725 g309 2003 Generalized Fermat 149 2679502^32768+1 210635 g309 2003 Generalized Fermat 150 2619572^32768+1 210313 g309 2003 Generalized Fermat 151 46157*2^698207+1 210186 SB1 2002 152 2585646^32768+1 210128 g309 2003 Generalized Fermat 153 2538626^32768+1 209866 g309 2003 Generalized Fermat 154 204223*2^696891-1 209791 g163 2003 155 2510928^32768+1 209710 g309 2003 Generalized Fermat 156 11*2^696438-1 209650 L10 2004 157 2435410^32768+1 209276 g309 2003 Generalized Fermat 158 2354618^32768+1 208796 g242 2003 Generalized Fermat 159 2354572^32768+1 208795 g242 2003 Generalized Fermat 160 2351172^32768+1 208775 g242 2003 Generalized Fermat 161 2329148^32768+1 208641 g309 2003 Generalized Fermat 162 2282862^32768+1 208355 g309 2003 Generalized Fermat 163 2279250^32768+1 208333 g309 2003 Generalized Fermat 164 2167350^32768+1 207616 g295 2002 Generalized Fermat 165 261221*2^689422-1 207543 L35 2003 166 2147196^32768+1 207483 g295 2002 Generalized Fermat 167 2034902^32768+1 206719 g295 2002 Generalized Fermat 168 21*2^686632+1 206699 g279 2004 169 1986700^32768+1 206378 g295 2002 Generalized Fermat 170 13*2^684560+1 206075 g267 2003 Divides GF(684557,10), GF(684559,6) 171 1922592^32768+1 205911 g295 2002 Generalized Fermat 172b 171*2^684003-1 205908 L91 2005 173 1909372^32768+1 205813 g295 2002 Generalized Fermat 174 1755378^32768+1 204616 GF2 2002 Generalized Fermat 175c 2995125705*2^674974-1 203197 L87 2005 176 1519380^32768+1 202561 g204 2001 Generalized Fermat 177 243*2^670891-1 201961 p48 2004 178 113*2^667533+1 200950 g47 2003 179 667071*2^667071-1 200815 g55 2000 Woodall 180 1277444^32768+1 200093 GF2 2002 Generalized Fermat 181 2638216539*2^664351+1 199999 p38 2004 182 1217284^32768+1 199407 GF4 2002 Generalized Fermat 183 1210354^32768+1 199325 GF4 2002 Generalized Fermat 184b 101670*91^101670+1 199181 g157 2005 Generalized Cullen 185 1171824^32768+1 198865 GF3 2002 Generalized Fermat 186 1169486^32768+1 198837 GF3 2002 Generalized Fermat 187 1167528^32768+1 198813 GF3 2002 Generalized Fermat 188 1161054^32768+1 198734 GF3 2002 Generalized Fermat 189 1113768^32768+1 198142 g274 2002 Generalized Fermat 190 1096382^32768+1 197918 GF3 2002 Generalized Fermat 191b 111*2^656935-1 197760 L91 2005 192 1074542^32768+1 197632 GF3 2001 Generalized Fermat 193b 15*2^656264-1 197557 L52 2005 194 1041870^32768+1 197192 g0 2000 Generalized Fermat 195 999236^32768+1 196598 g141 2000 Generalized Fermat 196 215503*2^649891-1 195643 g163 2003 197a Phi(3,-870765^16384) 194639 f4 2005 Generalized unique 198 19581121*2^645943-1 194456 p49 2003 199 855124^32768+1 194381 g141 2001 Generalized Fermat 200a 1581823815*2^644836-1 194125 L83 2005 201 11*2^644677+1 194069 g277 2004 202 831648^32768+1 193985 g199 2002 Generalized Fermat 203 29*2^644044-1 193879 L10 2004 204 825324^32768+1 193876 g199 2002 Generalized Fermat 205b Phi(3,-808691^16384) 193587 f7 2005 Generalized unique 206 93*2^642909+1 193537 g196 2003 207b Phi(3,-796191^16384) 193365 f7 2005 Generalized unique 208b Phi(3,-772447^16384) 192934 f7 2005 Generalized unique 209b Phi(3,-756916^16384) 192645 f7 2005 Generalized unique 210 263927*2^639599+1 192544 g341 2004 211 743788^32768+1 192396 g271 2002 Generalized Fermat 212b Phi(3,-737869^16384) 192282 f4 2005 Generalized unique 213 19581121*2^637021-1 191770 p49 2003 214 15*2^635989+1 191453 p76 2004 215 133736*3^401209-1 191431 p120 2004 Generalized Woodall 216c Phi(3,-691650^16384) 191362 f1 2005 Generalized unique 217b Phi(3,-681101^16384) 191143 f4 2005 Generalized unique 218c 39*2^634441+1 190988 g196 2005 219c Phi(3,-672996^16384) 190973 f4 2005 Generalized unique 220b Phi(3,-669646^16384) 190902 f4 2005 Generalized unique 221b Phi(3,-657858^16384) 190649 f4 2005 Generalized unique 222e Phi(3,-647715^16384) 190428 f4 2005 Generalized unique 223f Phi(3,-621973^16384) 189851 f4 2005 Generalized unique 224 109897*2^630221-1 189721 g163 2003 225 Phi(3,-610367^16384) 189583 f4 2004 Generalized unique 226 Phi(3,-604003^16384) 189434 f4 2004 Generalized unique 227d 2995125705*2^629062-1 189377 L87 2005 228d 27*2^627794-1 188987 L107 2005 229 25*2^627710+1 188961 g279 2004 Generalized Fermat 230a 29*2^627167+1 188798 p122 2005 231 126667*2^626497-1 188600 g23 2003 232 553602^32768+1 188194 g168 2001 Generalized Fermat 233 524552^32768+1 187427 g65 2001 Generalized Fermat 234 499310^32768+1 186725 g295 2001 Generalized Fermat 235 279703*2^616235-1 185511 L53 2004 236 103259*2^615076-1 185162 g163 2002 237 222997*2^613153-1 184583 g163 2001 238 429370^32768+1 184577 g295 2001 Generalized Fermat 239a 159*2^611020-1 183938 L91 2005 240d 289*2^610737-1 183853 L6 2005 241 357491*2^609338-1 183435 g302 2003 242 77*2^607920-1 183005 L56 2004 243a 111*2^602565-1 181393 L91 2005 244c 2607*2^601176+1 180976 g61 2005 245 17*2^601158-1 180968 g267 2004 246 332554^32768+1 180941 GF5 2002 Generalized Fermat 247 330716^32768+1 180862 g232 2001 Generalized Fermat 248b 3234846615*2^599555-1 180494 p113 2005 249 321164^32768+1 180445 g232 2001 Generalized Fermat 250b 163*2^597474+1 179860 p43 2005 Divides GF(597473,3) 251 315940139*2^595620-1 179308 L10 2004 252b 171*2^590818-1 177857 L91 2005 253c 39*2^587850+1 176963 g267 2005 254 249830^32768+1 176871 g242 2001 Generalized Fermat 255 93*2^586453+1 176542 g196 2003 256b 8331405*2^585714-1 176325 L87 2005 257 3*2^584995-1 176102 L24 2003 258 1003*2^584103-1 175836 L51 2004 259 Phi(3,29093^19683) 175722 p16 2002 Generalized unique 260 Phi(3,28808^19683) 175554 p16 2002 Generalized unique 261c 99*2^580738+1 174822 p76 2005 262 122149*2^578806+1 174244 g341 2004 263 89707*2^578313-1 174095 g173 2003 264 204462^32768+1 174019 g27 2001 Generalized Fermat 265b 171*2^576733-1 173617 L91 2005 266 98939*2^575144-1 173141 g163 2001 267b 1581823815*2^574196-1 172860 L83 2005 268 Phi(3,24071^19683) 172482 p16 2002 Generalized unique 269c 2607*2^570948+1 171876 g61 2005 270e 15*2^568780-1 171222 L52 2005 271 167176^32768+1 171153 g0 2000 Generalized Fermat 272a 183435*2^567890-1 170958 L81 2005 273 392113#+1 169966 p16 2001 Primorial 274 13*2^562456+1 169318 g267 2003 Divides GF(562454,5) 275 7*2^561816+1 169125 g148 2003 Divides GF(561815,5) 276 964*7^200026+1 169045 g107 2004 277b 163*2^560576+1 168753 p43 2005 278c 219*2^558313-1 168072 L91 2005 279 169719*2^557557+1 167847 g141 2000 280 446509*2^557118+1 167715 g182 2003 281d 39*2^555902+1 167345 g267 2005 282e 99*2^555115+1 167109 p114 2005 283f 2995125705*2^553148-1 166524 L87 2005 284c 1581823815*2^552718-1 166394 L83 2005 285c 37*2^551830+1 166119 p122 2005 286 458743*2^547791-1 164908 g163 2003 287b 153*2^545716-1 164280 L91 2005 288 19750825*2^543452+1 163603 g121 2004 289c Phi(3,-96280^16384) 163301 f2 2005 Generalized unique 290 121*2^541621-1 163047 L65 2004 291 159503*2^540945+1 162846 g341 2004 292 21*2^538657-1 162154 L56 2004 293c 163*2^538318+1 162053 p43 2005 294d 231*2^535713-1 161269 L87 2005 295e 39*2^534973+1 161045 g267 2005 296a 97*2^534602+1 160934 p114 2005 297a 97*2^534310+1 160846 p114 2005 298 1337*2^533416-1 160578 L51 2004 299 137*2^533043+1 160465 MC 2004 300 302627325*2^530101+1 159585 gf 1999 301e 39*2^529642+1 159440 g267 2005 302f 2995125705*2^529005-1 159256 L87 2005 303c 163*2^528788+1 159184 p43 2005 304 70906^32768+1 158948 g136 2001 Generalized Fermat 305 366439#+1 158936 p16 2001 Primorial 306 19650919*2^527530+1 158810 p147 2004 307 11*2^525589+1 158220 p116 2003 Divides GF(525588,6) 308 3234846615*2^524946-1 158035 p113 2004 309 113451*2^524287+1 157832 p152 2004 310 137*2^523283+1 157527 MC 2004 311 13*2^521306+1 156930 g267 2003 312b 123*2^521031-1 156849 L91 2005 313b 111*2^520923-1 156816 L91 2005 314 237881*2^520025+1 156549 g167 2003 315b 123*2^518540-1 156099 L91 2005 316b 123*2^516456-1 155471 L91 2005 317 83660*72^83660-1 155390 g265 2003 Generalized Woodall 318a 986963835*2^516018+1 155346 g368 2005 319d 159*2^514927+1 155011 p43 2005 320f 39*2^512997+1 154430 g267 2005 Divides GF(512994,5) GF(512995,6) 321e 70013*2^512206-1 154195 g276 2005 322a 121125181*2^511347-1 153939 p92 2005 323f 39*2^510595+1 153707 g267 2005 324 64059*2^510101+1 153561 gt 2001 325f 289*2^509401-1 153348 L6 2005 326d 19911001*2^508852+1 153188 g369 2005 327 43541*2^507098-1 152657 g23 2000 328f 395*2^505000-1 152023 L56 2005 329 2607*2^504959+1 152012 g61 2004 330 600921*2^504799+1 151966 g337 2004 331 9*2^503893-1 151688 L38 2004 332 69*2^503641+1 151613 p114 2002 333f 289*2^501991-1 151117 L6 2005 334d 177*2^501106+1 150851 g226 2005 335d 1581823815*2^500591-1 150703 L83 2005 336 604189*2^500578+1 150695 g118 2004 337 14933*2^500001+1 150520 g305 2004 338e 135*2^499948+1 150502 g354 2005 339f 2995125705*2^499082-1 150249 L72 2005 340d 231*2^498961-1 150205 L87 2005 341 3*346369#+1 150198 p16 2002 342 144643*2^498079-1 149942 g173 2000 343 465869*2^497596-1 149797 g302 2003 344c 189*2^496835-1 149565 L91 2005 345 23*2^496422-1 149440 L40 2004 346 895823*2^495837+1 149268 g335 2002 347e Phi(3,-35822^16384) 149231 f2 2005 Generalized unique 348b 35*2^494607+1 148894 g220 2005 349 121*2^494317-1 148807 L66 2004 350 36957*2^491967+1 148102 g256 2002 351c 225*2^491135-1 147849 L91 2005 352 51*2^490673+1 147709 p114 2004 353f 177*2^490500+1 147658 g226 2005 354 20030919*2^489643+1 147405 g344 2004 355b 99*2^488698+1 147115 p114 2005 356 243*2^487938+1 146887 p114 2004 357c 869*2^487791+1 146843 p114 2005 358c 725*2^487759+1 146833 p114 2005 359c 189*2^487601-1 146785 L91 2005 360c 999*2^487426+1 146733 p114 2005 361 9*2^484975-1 145993 L38 2004 362f 105*2^484658-1 145899 L38 2005 363 247099*2^484190+1 145762 g341 2004 364 1103*2^483326-1 145499 L10 2004 365 15*2^483098+1 145429 p76 2004 366 1003*2^482655-1 145297 L51 2004 367c 159*2^482581-1 145274 L91 2005 368 53*2^482377+1 145212 p114 2004 369 481899*2^481899+1 145072 gm 1998 Cullen 370c 189*2^480835-1 144749 L91 2005 371b 72048*10^144096+1 144101 g157 2005 Generalized Cullen 372 Phi(3,4469^19683) 143695 p16 2002 Generalized unique 373e Phi(3,-24135^16384) 143611 f2 2005 Generalized unique 374 34790!-1 142891 p85 2002 Factorial 375 276278983*2^473423-1 142523 L10 2004 376 105*2^472430-1 142218 L38 2004 377 89*2^472099+1 142118 p114 2004 Divides Fermat F(472097) 378 81*2^471397+1 141907 p114 2004 379 401617*2^470149-1 141535 g59 2002 380 67*2^469596+1 141365 p114 2004 381 51*2^468417-1 141010 L38 2004 382 85*2^466658+1 140480 g267 2004 383c 64872*145^64872+1 140218 g142 2005 Generalized Cullen 384d 231*2^465391-1 140100 L87 2005 385 69*2^464843-1 139934 L38 2004 386 3234846615*2^464595-1 139867 p113 2004 387 113*2^464386-1 139797 L10 2004 388 177*2^463598+1 139560 g226 2004 389 292340*3^292340-1 139488 p120 2004 Generalized Woodall 390 34999*2^462058+1 139098 g189 2001 391 41*2^462023+1 139085 p114 2004 392 9*2^461081+1 138801 g122 2003 Divides Fermat F(461076), GF(461077,3), GF(461077,6), GF(461077,12) 393c 163*2^460006+1 138478 p43 2005 394c 20030919*2^458436-1 138011 g344 2005 395 23*2^458362-1 137983 L50 2004 396e 19911001*2^457932+1 137859 g369 2005 397 201193*2^457615-1 137762 g76 2003 398d 829013*2^457421+1 137704 g156 2005 399d 4158109*2^456789-1 137514 L81 2005 400d 3492781*2^456789-1 137514 L81 2005 401d 3435549*2^456789-1 137514 L81 2005 402d 3364687*2^456789-1 137514 L81 2005 403e 2429977*2^456789-1 137514 L81 2005 404d 2250595*2^456789-1 137514 L81 2005 405f 1687009*2^456789-1 137514 L81 2005 406f 1337769*2^456789-1 137514 L81 2005 407e 1061839*2^456789-1 137514 L81 2005 408e 1034731*2^456789-1 137514 L81 2005 409f 716125*2^456789-1 137514 L81 2005 410f 410895*2^456789-1 137513 L81 2005 411f 409099*2^456789-1 137513 L81 2005 412e 281*2^456377+1 137386 g383 2005 413 15*2^454681-1 136874 L52 2004 414f (2^226749-1)^2-2 136517 p103 2005 415 3234846615*2^453034-1 136387 p113 2004 416 986963835*2^451943+1 136058 g368 2004 417e 515106735*2^451876-1 136037 L87 2005 418 611325*2^451022+1 135777 g305 2004 419 47*2^450470-1 135607 L38 2004 420 Phi(3,-13510^16384) 135354 f4 2004 Generalized unique 421e 351*2^449453+1 135302 g267 2005 422 2995125705*2^449154-1 135219 L32 2004 423 63*2^448833+1 135114 p114 2004 424 172127*2^448743+1 135091 p132 2004 425 7844265*2^448314+1 134963 g336 2004 426e 281*2^448129+1 134903 g383 2005 427d 111*2^448102-1 134895 L91 2005 428b 34252725*2^447553-1 134735 p113 2005 429b 225*2^446165+1 134312 p43 2005 430 27*2^444622-1 133846 L1 2004 431 73503*2^444333+1 133763 x8 2004 432 57*2^442948+1 133343 p114 2004 433c 345*2^442566+1 133229 p114 2005 434c 321*2^442480+1 133203 p114 2005 435c 651*2^442475+1 133202 p114 2005 436c 715*2^442402+1 133180 p114 2005 437c 793*2^442194+1 133117 p114 2005 438d 159*2^442189-1 133115 L91 2005 439c 339*2^442065+1 133078 p114 2005 440 265995345*2^441571-1 132935 g344 2004 441 77*2^441528-1 132916 L56 2004 442 7844265*2^441494+1 132910 g336 2004 443 281543*2^440853+1 132716 g335 2002 444b 6^170371-V(6,6,170371)+1 132575 p42 2005 445e 135*2^440255+1 132533 g354 2005 446 495*2^439656+1 132353 p114 2004 447 575*2^439101+1 132186 p114 2004 448c 34252725*2^438587-1 132036 p113 2005 449 3*304663#-1 131969 p16 2002 450 600921*2^437954-1 131844 g337 2004 451f 12121*2^437493-1 131703 L89 2005 452 51*2^437036+1 131563 p114 2004 453 9*2^435743+1 131173 g122 2003 Divides GF(435742,10) 454b 99333406^16384+1 131025 g379 2005 Generalized Fermat 455 99033888^16384+1 131003 g379 2004 Generalized Fermat 456 99003480^16384+1 131001 g373 2004 Generalized Fermat 457b 141*2^434996+1 130949 p43 2005 458 177*2^434336+1 130751 g226 2004 459d 75*2^434323-1 130747 L8 2005 460d 99*2^433966+1 130639 p76 2005 461c 8331405*2^433420-1 130480 L87 2005 462a 255255*2^432668+1 130252 L94 2005 463 265995345*2^431957-1 130041 g344 2004 464 10^130036+116010611*10^65014+1 130037 D 2004 Palindrome 465 10^130022+3761673*10^65008+1 130023 D 2004 Palindrome 466 382691*2^431722-1 129967 g23 2003 467f 515106735*2^431582-1 129928 L87 2005 468 19581121*2^430657-1 129648 p49 2002 469a 6191*2^429927+1 129425 g313 2005 470 277153*2^429819-1 129394 g230 2002 471e 17*2^429319-197*2^202534-1 129240 p162 2005 Arithmetic progression (3,d=17*2^429318-197*2^202534) 472 17*2^429318-1 129239 g267 2003 Arithmetic progression (2,d=17*2^429318-197*2^202534) [p162] 473 299617*2^428917-1 129123 g59 2002 474 46271*2^428210-1 128909 g188 2001 475 763094475*2^426143-1 128291 L27 2004 476c 163*2^424908+1 127913 p43 2005 477 416413*2^424791-1 127881 g59 2003 478d 75*2^424392-1 127757 L8 2005 479 986963835*2^423665+1 127545 g368 2004 480 60328602^16384+1 127477 g359 2004 Generalized Fermat 481 60210198^16384+1 127463 g359 2004 Generalized Fermat 482 60061724^16384+1 127445 g359 2004 Generalized Fermat 483 60007514^16384+1 127439 g359 2004 Generalized Fermat 484 Phi(3,-7726^16384) 127401 f4 2004 Generalized unique 485 113*2^422866-1 127298 L10 2004 486 165*2^422468+1 127178 g196 2003 487 889727*2^422435+1 127172 g335 2002 488c 8331405*2^422243-1 127115 L114 2005 489 56079028^16384+1 126957 g260 2004 Generalized Fermat 490 56045006^16384+1 126953 g260 2003 Generalized Fermat 491 55958846^16384+1 126942 g326 2004 Generalized Fermat 492 55928654^16384+1 126938 g326 2004 Generalized Fermat 493 55913248^16384+1 126936 g326 2004 Generalized Fermat 494 39*2^421590+1 126913 g267 2004 495 55526886^16384+1 126886 g326 2004 Generalized Fermat 496 55500860^16384+1 126883 g326 2004 Generalized Fermat 497 55479860^16384+1 126880 g326 2003 Generalized Fermat 498 55432900^16384+1 126874 g326 2003 Generalized Fermat 499 55425678^16384+1 126873 g326 2003 Generalized Fermat 500 55405392^16384+1 126871 g326 2003 Generalized Fermat 501 55370912^16384+1 126866 g326 2004 Generalized Fermat 502 55299412^16384+1 126857 g326 2004 Generalized Fermat 503 55283082^16384+1 126855 g326 2004 Generalized Fermat 504 55215776^16384+1 126846 g326 2003 Generalized Fermat 505 55175806^16384+1 126841 g326 2004 Generalized Fermat 506 55147892^16384+1 126838 g326 2003 Generalized Fermat 507 55136716^16384+1 126836 g326 2003 Generalized Fermat 508 55118968^16384+1 126834 g326 2003 Generalized Fermat 509 55026030^16384+1 126822 g326 2003 Generalized Fermat 510 54199574^16384+1 126714 g295 2003 Generalized Fermat 511 54052762^16384+1 126695 g295 2003 Generalized Fermat 512 54051066^16384+1 126695 g295 2003 Generalized Fermat 513 54042710^16384+1 126694 g295 2003 Generalized Fermat 514 54023654^16384+1 126691 g295 2003 Generalized Fermat 515 54004880^16384+1 126689 g295 2002 Generalized Fermat 516 177*2^419600+1 126315 g226 2004 517 398533*2^419107-1 126170 g59 2002 518 2995125705*2^418999-1 126141 L87 2004 519 600921*2^418531+1 125997 g337 2004 520a 231*2^418067+1 125854 p43 2005 521 2*4523^34421+1 125824 gb1 2004 Divides Phi(4523^34421,2) 522a 88900*26^88900+1 125797 g157 2005 Generalized Cullen 523 3234846615*2^417480-1 125684 p113 2004 524 986963835*2^417196+1 125598 g368 2004 525e 5189111*2^416965+1 125526 p92 2005 526 1103*2^416384-1 125348 L10 2004 527c 34252725*2^415624-1 125123 p113 2005 528c 225*2^415455+1 125067 p43 2005 529 3*2^414840-1 124880 L7 2003 530c 999*2^412690+1 124236 L110 2005 531 11*2^412447+1 124160 g277 2003 532 61652*103^61652-1 124101 p120 2004 Generalized Woodall 533 9*2^412034+1 124036 g122 2003 Generalized Fermat 534d 183*2^411974-1 124019 L91 2005 535 82960*31^82960+1 123729 g157 2002 Generalized Cullen 536 121*2^410131-1 123464 L65 2004 537c 3849410661*2^409433-1 123262 L25 2005 538 3844147971*2^409433-1 123262 L25 2004 539c 2926177839*2^409433-1 123262 L25 2005 540 2908256329*2^409433-1 123262 L25 2004 541 2812430635*2^409433-1 123262 L25 2004 542 2506607895*2^409433-1 123262 L25 2004 543c 2396366937*2^409433-1 123261 L25 2005 544e 1896655641*2^409433-1 123261 L25 2005 545d 1826588655*2^409433-1 123261 L25 2005 546 1585348479*2^409433-1 123261 L25 2004 547 1576521135*2^409433-1 123261 L25 2004 548d 411804385*2^409433-1 123261 L25 2005 549d 360381217*2^409433-1 123261 L25 2005 550d 288087691*2^409433-1 123261 L25 2005 551d 93426165*2^409433-1 123260 L25 2005 552c 999*2^409437+1 123256 L110 2005 553e 61012*104^61012+1 123069 g142 2005 Generalized Cullen 554c 600921*10^122696+1 122702 g337 2005 555 30099102^16384+1 122529 g359 2004 Generalized Fermat 556 30059146^16384+1 122520 g295 2003 Generalized Fermat 557 30009126^16384+1 122508 g295 2002 Generalized Fermat 558 30007074^16384+1 122507 g295 2002 Generalized Fermat 559 49*2^406814+1 122465 p114 2003 Generalized Fermat 560 27*2^405514+1 122074 p114 2002 561a 255*2^405467-1 122061 g320 2005 562 3^255361-3^127681+1 121839 p96 2002 563 89350*23^89350+1 121676 g157 2003 Generalized Cullen 564f 19911001*2^404076+1 121647 g369 2005 565 15*2^403929+1 121596 p114 2002 566 765*2^403590+1 121496 g332 2004 567c 773*2^402101+1 121048 g176 2005 568 77*2^401947+1 121000 p114 2002 569 119*2^401552-1 120882 L38 2004 570c 64*3^253277+1 120846 x28 2005 571c 108801*2^401337+1 120820 L108 2005 572d 42995*2^401337+1 120820 L108 2005 573d 38985*2^401337+1 120820 L108 2005 574d 30635*2^401337+1 120819 L108 2005 575 36635*1960^36635-1 120617 p117 2003 Generalized Woodall 576c 600921*10^120500+1 120506 g337 2005 577b 255255*2^400156+1 120465 L94 2005 578a 18465*2^400039-1 120429 L99 2005 579f 39137*2^400036-1 120428 L99 2005 580f 8109*2^400032-1 120426 L99 2005 581b 87179*2^400024-1 120425 L99 2005 582f 78123*2^400023-1 120424 L99 2005 583f 4105*2^400027-1 120424 L99 2005 584 82929*2^400016-1 120422 g294 2004 585 68795*2^400012-1 120421 g294 2004 586b 20892945*2^400001+1 120420 g345 2005 587d 20486969*2^400001+1 120420 g345 2005 588e 20081663*2^400001+1 120420 g345 2005 589f 19719899*2^400001+1 120420 g345 2005 590 19268649*2^400001+1 120420 g345 2004 591 8139*2^400011-1 120420 g294 2004 592 9626047*2^400000+1 120419 g272 2003 593 9191971*2^400000+1 120419 g272 2003 594 8809561*2^400000+1 120419 g272 2003 595 8792751*2^400000+1 120419 g272 2003 596 8615215*2^400000+1 120419 g272 2003 597 8010247*2^400000+1 120419 g272 2003 598 8000803*2^400000+1 120419 g272 2003 599 7755511*2^400000+1 120419 g272 2003 600 7721137*2^400000+1 120419 g272 2003 601 7516885*2^400000+1 120419 g272 2003 602 7397971*2^400000+1 120419 g272 2003 603 6876793*2^400000+1 120419 g272 2003 604 6690271*2^400000+1 120419 g272 2003 605 6314727*2^400000+1 120419 g272 2003 606 6289831*2^400000+1 120419 g272 2003 607 6096993*2^400000+1 120419 g272 2003 608 5341585*2^400000+1 120419 g272 2003 609 5238457*2^400000+1 120419 g272 2003 610 4869535*2^400000+1 120419 g272 2003 611 4342627*2^400000+1 120419 g272 2003 612 3909627*2^400000+1 120419 g272 2003 613 3430975*2^400000+1 120419 g272 2003 614 3228577*2^400000+1 120419 g272 2003 615 2992653*2^400000+1 120419 g272 2003 616 2851011*2^400000+1 120419 g272 2003 617 2550391*2^400000+1 120419 g272 2003 618 2239321*2^400000+1 120419 g272 2003 619 2112271*2^400000+1 120419 g272 2003 620 1954135*2^400000+1 120419 g272 2003 621 1915545*2^400000+1 120419 g272 2003 622 1812715*2^400000+1 120419 g272 2003 623 53967*2^400005-1 120419 g294 2004 624 1628431*2^400000+1 120419 g272 2003 625a 795011*2^400001+1 120419 g345 2005 626a 722943*2^400001+1 120419 g345 2005 627 1410577*2^400000+1 120419 g272 2003 628d 481599*2^400001+1 120418 g345 2005 629 922791*2^400000+1 120418 g272 2003 630 784377*2^400000+1 120418 g272 2003 631 583321*2^400000+1 120418 g272 2003 632f 260081*2^400001+1 120418 g345 2005 633 437121*2^400000+1 120418 g272 2003 634 320047*2^400000+1 120418 g272 2003 635 1729*2^400007-1 120418 g294 2004 636 158445*2^400000+1 120418 g272 2003 637 133915*2^400000+1 120418 g272 2003 638 119233*2^400000+1 120418 g272 2003 639 83219*2^400000-1 120417 g294 2004 640 75307*2^400000+1 120417 g272 2003 641 43*2^399767-1 120344 L38 2004 642 93*2^399218+1 120179 g196 2003 643f 515106735*2^399143-1 120163 L87 2005 644 10^120016+1726271*10^60005+1 120017 D 2004 Palindrome 645 10^120002+1617161*10^59998+1 120003 D 2004 Palindrome 646e 129*2^398288-1 119899 L38 2005 647 2995125705*2^398076-1 119843 L72 2004 648e 55*2^397941-1 119794 L56 2005 649b 255255*2^397694+1 119724 L94 2005 650 19790831*2^397639+1 119709 g344 2004 651b 12301977*2^396788+1 119453 g358 2005 652a 165*2^396642-1 119404 L32 2005 653 611325*2^395174+1 118966 g305 2003 654 905*2^395069+1 118931 p114 2004 655 725433403*2^394443-1 118749 L10 2004 656c 314641*2^393939-1 118593 L74 2005 657 763094475*2^393577-1 118488 L27 2004 658c 34252725*2^393463-1 118452 p113 2005 659d 214127*2^393216-1 118376 L38 2005 660e 13291*2^393217-1 118375 L38 2005 661b 999*2^392241+1 118080 L110 2005 662 7844265*2^391864+1 117970 g336 2004 663 6^151537-V(6,6,151537)+1 117919 p42 2004 664 889727*2^391475+1 117852 g335 2002 665 59569*2^390454+1 117544 g63 2001 666 763094475*2^389270-1 117191 L27 2004 667d 123*2^389052-1 117119 L91 2005 668d 3856733595*2^388876-1 117073 L40 2005 669 2791985*2^388648-1 117002 L48 2004 670 243*2^387836-1 116753 p48 2004 671 77*2^387680-1 116706 L56 2004 672b 833179*2^387618+1 116691 g156 2005 673 600921*2^385921-1 116180 g337 2004 674f 19960809*2^385710+1 116118 g340 2005 675 177*2^385438+1 116031 g226 2004 676f 11465*2^385366-1 116011 L83 2005 677 87917*2^385362-1 116011 L83 2004 678 64227*2^385362-1 116011 p77 2003 Generalized Woodall 679 13!*2^385270+1 115988 p48 2003 680c 255255*2^385080+1 115927 L94 2005 681a 256*3^242905+1 115898 x28 2005 682 9*2^384990+1 115895 g122 2002 Generalized Fermat 683 203761*2^384628+1 115790 g341 2004 684 61*2^384287-1 115684 L56 2004 685 9*2^384243-1 115670 L38 2004 686d 1581823815*2^384095-1 115634 L83 2005 687c 8331405*2^383323-1 115399 L87 2005 688a 363*2^383088-1 115324 g276 2005 689d 153*2^383083-1 115322 L91 2005 690 121*2^383061-1 115315 L61 2004 691 85*2^382836+1 115248 g267 2003 692 12827862521659416082925987802^4096+1 115132 x12 2002 Generalized Fermat 693 113199618323512^8192+1 115130 x12 2002 Generalized Fermat 694 3*2^382449+1 115130 g132 1999 Divides Fermat F(382447), GF(382447,3), GF(382447,12), GF(382443,6) 695e 99*2^382425+1 115124 p114 2005 696 87*2^382268-1 115077 L56 2004 697 1337*2^382164-1 115046 L51 2004 698 19581121*2^381977-1 114994 p49 2002 699 611325*2^380782+1 114633 g305 2003 700 27*2^379880+1 114357 g220 2003 701d 1581823815*2^379422-1 114227 L83 2005 702 39*2^378861+1 114051 g267 2003 703c 281263*2^378615-1 113980 L80 2005 704d 111*2^378595-1 113971 L91 2005 705c 225*2^378552+1 113958 p43 2005 Generalized Fermat 706a 33879*2^378022+1 113801 L116 2005 707c 8331405*2^377268-1 113576 L87 2005 708 2995125705*2^377098-1 113528 L72 2004 709 405*2^375658-1 113087 g276 2004 710 52608!2+1 112762 p104 2003 Multifactorial 711 124851*2^374485-1 112737 L83 2004 712 27471*2^374487-1 112737 L83 2004 713 77957*2^374484-1 112736 L83 2004 714 3387*2^374488-1 112736 L83 2004 715 8511*2^374486-1 112736 p77 2003 Generalized Woodall 716 11*2^374114-1 112621 L10 2004 717 39284*3^235705+1 112465 g157 2002 Generalized Cullen 718 33*2^373446-1 112420 L38 2004 719 902609*2^373279+1 112375 gt 2001 720 117*2^373045-1 112300 L38 2004 721 7*2^372897-1 112255 L32 2004 722 686479*2^372062+1 112008 g335 2002 723 505*2^372068+1 112007 p114 2004 724e 201*2^371844+1 111939 g383 2005 725c 8331405*2^371488-1 111836 L87 2005 726a 464353*2^371279-1 111772 L18 2005 727 (2^185580-1)^2-2 111731 p89 2004 728 87*2^370746+1 111608 p114 2004 729 2995125705*2^369638-1 111282 L72 2004 730f 89*2^369628-1 111272 L56 2005 731e 231*2^369583-1 111258 L87 2005 732f 79*2^369535-1 111244 L56 2005 733 443857*2^369457-1 111224 g251 2001 734 45*2^368554-405769059*2^180009-1 110948 p108 2003 Arithmetic progression (3,d=45*2^368553-405769059*2^180009) 735 45*2^368553-1 110948 L4 2003 Arithmetic progression (2,d=45*2^368553-405769059*2^180009) [p108] 736d 105*2^368462+1 110921 p169 2005 737 121*2^368059-1 110799 L61 2004 738a 600105*2^368012+1 110789 g337 2005 739 25*2^367294+1 110568 g279 2004 Generalized Fermat 740 515106735*2^366357-1 110294 L87 2004 741 191*2^366215+1 110244 p114 2004 742a 11964176160*(87*2^24582+2579)*(87*2^24582+1289)*(16369#+44651)*((32*10\ ^6959-23)/99)*((75*10^6249-57)/99)*(4811*2^20219-3737)*(4811*2^20219-7\ 475)*(14009#-23899)*((10^5867-1)/9+6*10^2933)*(1898^1041+1041^1898)*(3\ 597!2+2)*(1723^1716+1716^1723)*(2^112760+7)-1 110011 p175 2005 743a 10059658980*(87*2^24582+2579)*(87*2^24582+1289)*(16369#+44651)*((32*10\ ^6959-23)/99)*((75*10^6249-57)/99)*(4811*2^20219-3737)*(4811*2^20219-7\ 475)*(14009#-23899)*((10^5867-1)/9+6*10^2933)*(1898^1041+1041^1898)*(3\ 597!2+2)*(1723^1716+1716^1723)*(2^112760+7)-1 110011 p175 2005 744 383037*2^365250+1 109957 g6 2004 745 177*2^365164+1 109928 g226 2004 746 41*2^364861+1 109836 p114 2004 747 2^364289-2^182145+1 109662 p58 2001 Gaussian Mersenne norm 35 748 435*2^364178+1 109632 g196 2003 749 7*2^363929-1 109555 L32 2004 750 55*2^363892+1 109545 p114 2004 751a 249*2^363214+1 109341 p114 2005 752 242893!11-1 109330 p104 2004 Multifactorial 753a 315*2^363154+1 109323 p114 2005 754 294660907*2^362773-1 109215 L10 2004 755 69*2^362787-1 109212 L38 2004 756 3*2^362765+1 109204 g245 2002 Divides GF(362763,12), GF(362764,10) 757 2*8039^27953+1 109163 gb1 2004 Divides Phi(8039^27953,2) 758d 111*2^362466-1 109116 L91 2005 759 4559602^16384+1 109100 g329 2004 Generalized Fermat 760 4459794^16384+1 108943 g329 2004 Generalized Fermat 761 4435184^16384+1 108904 g329 2004 Generalized Fermat 762d 27172789301032461654...(108836 other digits)...73813635699664852589 108876 p140 2005 763 75*2^361614+1 108859 p114 2004 Divides GF(361612,10) 764 746189127*2^361392+1 108799 g42 2004 765a 19960809*2^361387+1 108796 g340 2005 766 4360316^16384+1 108782 g329 2004 Generalized Fermat 767 361275*2^361275+1 108761 DS 1998 Cullen 768 4342802^16384+1 108754 g329 2004 Generalized Fermat 769 265995345*2^360990-1 108678 g344 2004 770 4286546^16384+1 108661 g329 2004 Generalized Fermat 771 87*2^360829-1 108623 L56 2004 772 4205332^16384+1 108525 g329 2004 Generalized Fermat 773 57*2^360447+1 108508 p114 2004 774 148901*2^360338-1 108478 g238 2002 775 4154024^16384+1 108437 g329 2004 Generalized Fermat 776 902609*2^360139+1 108419 gt 2000 777 93*2^360132+1 108413 g196 2003 778 135*2^360108+1 108406 g354 2004 779 4127396^16384+1 108392 g329 2004 Generalized Fermat 780 4104210^16384+1 108352 g329 2004 Generalized Fermat 781d 251*2^359790-1 108310 L15 2005 782c 8331405*2^359692-1 108286 L87 2005 783a 246419198025*2^359669-1 108283 L106 2005 784a 577*2^359574+1 108246 g387 2005 785 4033958^16384+1 108229 g331 2003 Generalized Fermat 786 4032994^16384+1 108227 g331 2003 Generalized Fermat 787d 3987582^16384+1 108147 g343 2005 Generalized Fermat 788e 3923868^16384+1 108032 g343 2005 Generalized Fermat 789e 3908840^16384+1 108005 g343 2005 Generalized Fermat 790e 3901926^16384+1 107992 g343 2005 Generalized Fermat 791 902609*2^358701+1 107986 gt 2000 792d 183*2^358568-1 107942 L91 2005 793f 3833822^16384+1 107867 g343 2005 Generalized Fermat 794 59*2^358276-1 107854 L38 2004 795f 3818714^16384+1 107839 g343 2005 Generalized Fermat 796f 3803326^16384+1 107810 g343 2005 Generalized Fermat 797 177*2^358114+1 107806 g226 2004 798a 127*2^357840+1 107723 p114 2005 799 26951!+1 107707 p65 2002 Factorial 800f 3744512^16384+1 107699 g343 2005 Generalized Fermat 801f 154839*2^357661-1 107672 L83 2005 802 17883*2^357662-1 107672 p103 2003 Generalized Woodall 803 9*10^107663-1 107664 p122 2004 Near-repdigit 804b 24693*2^357417+1 107598 L116 2005 805 3678824^16384+1 107573 g343 2004 Generalized Fermat 806 3645132^16384+1 107508 g343 2004 Generalized Fermat 807 3634206^16384+1 107486 g343 2004 Generalized Fermat 808 3627188^16384+1 107472 g343 2004 Generalized Fermat 809 1355477231*2^356981+1 107472 gk 2002 810 3620610^16384+1 107460 g343 2004 Generalized Fermat 811 135*2^356405+1 107291 g354 2004 812e 129*2^356373-1 107282 L38 2005 813 3520320^16384+1 107260 g343 2004 Generalized Fermat 814 3500456^16384+1 107219 g343 2004 Generalized Fermat 815 3485838^16384+1 107190 g343 2004 Generalized Fermat 816 123*2^355727-1 107087 L50 2004 817 3405588^16384+1 107024 g343 2004 Generalized Fermat 818 3385868^16384+1 106983 g343 2004 Generalized Fermat 819 3348390^16384+1 106903 g343 2004 Generalized Fermat 820b 357*2^355018-1 106874 g276 2005 821 3316198^16384+1 106835 g343 2004 Generalized Fermat 822 3297072^16384+1 106794 g343 2004 Generalized Fermat 823 3242824^16384+1 106675 g343 2004 Generalized Fermat 824c C(354172,177086)+1 106614 p16 2005 Binomial 825 19911001*2^354096+1 106601 g369 2004 826 2000000441*2^353910-1 106547 g311 2003 827 3170760^16384+1 106516 g343 2004 Generalized Fermat 828a 69*2^353818+1 106512 p114 2005 829 3162748^16384+1 106498 g343 2004 Generalized Fermat 830 87*2^353734-1 106487 L56 2004 831 19*2^353661-1 106464 L1 2004 832 3143872^16384+1 106455 g343 2004 Generalized Fermat 833 1337*2^353480-1 106412 L51 2004 834 3120840^16384+1 106403 g343 2004 Generalized Fermat 835 3111582^16384+1 106382 g343 2004 Generalized Fermat 836 765*2^353165+1 106317 g332 2004 837d Phi(3,-3076101^8192) 106300 f7 2005 Generalized unique 838d 20050101*2^353076+1 106294 g345 2005 839 34252725*2^352933-1 106251 p113 2004 840d Phi(3,-3022518^8192) 106175 f7 2005 Generalized unique 841d Phi(3,-3012813^8192) 106152 f8 2005 Generalized unique 842 3008012^16384+1 106141 g295 2003 Generalized Fermat 843d Phi(3,-3004421^8192) 106132 f7 2005 Generalized unique 844b Phi(3,-2998987^8192) 106119 f10 2005 Generalized unique 845d 4901*2^352465+1 106107 g313 2005 846e Phi(3,-2989178^8192) 106096 f7 2005 Generalized unique 847e Phi(3,-2979339^8192) 106072 f7 2005 Generalized unique 848e Phi(3,-2978210^8192) 106070 f7 2005 Generalized unique 849e 425*2^352328-1 106064 g276 2005 850e Phi(3,-2974019^8192) 106060 f7 2005 Generalized unique 851 69*2^352196-1 106024 L38 2004 852 105994*10^105994+1 106000 g157 2000 Generalized Cullen 853e Phi(3,-2948388^8192) 105998 f7 2005 Generalized unique 854e Phi(3,-2936459^8192) 105969 f7 2005 Generalized unique 855 2935148^16384+1 105966 g289 2003 Generalized Fermat 856 515106735*2^351854-1 105928 L87 2004 857e Phi(3,-2919053^8192) 105927 f7 2005 Generalized unique 858e Phi(3,-2915602^8192) 105919 f7 2005 Generalized unique 859 2907874^16384+1 105900 g289 2002 Generalized Fermat 860e Phi(3,-2899732^8192) 105880 f7 2005 Generalized unique 861e Phi(3,-2899107^8192) 105878 f10 2005 Generalized unique 862a 417*2^351632+1 105855 p114 2005 863e Phi(3,-2888117^8192) 105851 f7 2005 Generalized unique 864b 445*2^351615-1 105850 g276 2005 865e Phi(3,-2883288^8192) 105839 f7 2005 Generalized unique 866 (2^175749-1)^2-2 105812 p89 2004 867 2861500^16384+1 105785 g199 2003 Generalized Fermat 868e Phi(3,-2852977^8192) 105764 f6 2005 Generalized unique 869f Phi(3,-2848372^8192) 105753 f7 2005 Generalized unique 870 2845242^16384+1 105745 g199 2003 Generalized Fermat 871f Phi(3,-2842254^8192) 105737 f10 2005 Generalized unique 872e Phi(3,-2839648^8192) 105731 f6 2005 Generalized unique 873f Phi(3,-2823824^8192) 105691 f7 2005 Generalized unique 874f Phi(3,-2815288^8192) 105669 f10 2005 Generalized unique 875 2814924^16384+1 105669 g199 2003 Generalized Fermat 876 2813914^16384+1 105666 g199 2003 Generalized Fermat 877f Phi(3,-2810127^8192) 105656 f7 2005 Generalized unique 878a 275*2^350949+1 105649 p114 2005 879 2800354^16384+1 105632 g199 2002 Generalized Fermat 880f Phi(3,-2799282^8192) 105629 f6 2005 Generalized unique 881 5189111*2^350827+1 105617 p92 2004 882f Phi(3,-2785181^8192) 105593 f7 2005 Generalized unique 883f Phi(3,-2784007^8192) 105590 f7 2005 Generalized unique 884f Phi(3,-2771508^8192) 105558 f7 2005 Generalized unique 885f Phi(3,-2758802^8192) 105525 f7 2005 Generalized unique 886f Phi(3,-2757659^8192) 105522 f7 2005 Generalized unique 887 2754180^16384+1 105513 g199 2002 Generalized Fermat 888f Phi(3,-2753804^8192) 105512 f7 2005 Generalized unique 889f Phi(3,-2752110^8192) 105508 f7 2005 Generalized unique 890a 421*2^350356+1 105471 p114 2005 891 291996611*2^350058-1 105387 L10 2004 892 Phi(3,-2703907^8192) 105382 p72 2004 Generalized unique 893 285445*2^350033-1 105376 g141 2003 894 210877*2^350029-1 105375 g141 2002 895 5*2^350028-1 105370 L54 2004 896 115947*2^350003+1 105367 g141 2000 897f Phi(3,-2688702^8192) 105342 f7 2005 Generalized unique 898a 309*2^349902+1 105334 p114 2005 899f Phi(3,-2681583^8192) 105323 f7 2005 Generalized unique 900f Phi(3,-2670392^8192) 105294 f7 2005 Generalized unique 901 Phi(3,-2664755^8192) 105278 f7 2004 Generalized unique 902 2663862^16384+1 105276 g295 2002 Generalized Fermat 903 2661788^16384+1 105271 g295 2002 Generalized Fermat 904 Phi(3,-2656304^8192) 105256 f6 2004 Generalized unique 905 7844265*2^349552+1 105233 g336 2003 906 2643978^16384+1 105223 g295 2001 Generalized Fermat 907 2638788^16384+1 105209 g295 2002 Generalized Fermat 908a 315*2^349352+1 105168 p114 2005 909 Phi(3,-2623397^8192) 105167 f6 2004 Generalized unique 910 2612362^16384+1 105137 g295 2001 Generalized Fermat 911 2608724^16384+1 105127 g295 2001 Generalized Fermat 912 Phi(3,-2608381^8192) 105126 f10 2004 Generalized unique 913 Phi(3,-2607684^8192) 105124 p72 2004 Generalized unique 914 Phi(3,-2603063^8192) 105112 f2 2004 Generalized unique 915 Phi(3,-2602731^8192) 105111 f2 2004 Generalized unique 916 Phi(3,38028!3) 105110 p128 2004 Generalized unique 917f Phi(3,-2601665^8192) 105108 f2 2005 Generalized unique 918a 173*2^349149+1 105107 p114 2005 919 2596382^16384+1 105094 g295 2002 Generalized Fermat 920 Phi(3,-2595575^8192) 105091 f2 2004 Generalized unique 921a 19950107*2^349043+1 105080 g377 2005 922b 255255*2^348921+1 105042 L94 2005 923 Phi(3,-2575942^8192) 105037 f10 2004 Generalized unique 924 Phi(3,-2571949^8192) 105026 f6 2004 Generalized unique 925 Phi(3,-2566287^8192) 105011 f10 2004 Generalized unique 926 Phi(3,-2559066^8192) 104991 f7 2004 Generalized unique 927 Phi(3,-2548025^8192) 104960 f7 2004 Generalized unique 928 2545880^16384+1 104954 g295 2001 Generalized Fermat 929 21*2^348547-1 104925 L1 2004 930 Phi(3,-2529149^8192) 104907 f7 2004 Generalized unique 931 2524150^16384+1 104893 g295 2001 Generalized Fermat 932a 985389405*2^348347-1 104872 L104 2005 933 Phi(3,-2515895^8192) 104869 f7 2004 Generalized unique 934 Phi(3,-2494326^8192) 104808 f12 2004 Generalized unique 935 Phi(3,-2493886^8192) 104807 f12 2004 Generalized unique 936 Phi(3,-2485198^8192) 104782 f10 2004 Generalized unique 937c 363*2^348040-1 104774 g276 2005 938 Phi(3,-2461535^8192) 104714 f10 2004 Generalized unique 939d 1581823815*2^347786-1 104704 L83 2005 940 Phi(3,-2453386^8192) 104690 f10 2004 Generalized unique 941 Phi(3,-2446630^8192) 104671 f7 2004 Generalized unique 942 Phi(3,-2439926^8192) 104651 f2 2004 Generalized unique 943a 471*2^347540+1 104623 p114 2005 944 Phi(3,-2429043^8192) 104619 f2 2004 Generalized unique 945 Phi(3,-2422862^8192) 104601 f6 2004 Generalized unique 946 2402244^16384+1 104541 g295 2001 Generalized Fermat 947 19960809*2^347142+1 104508 g340 2004 948 17411745*2^346888+1 104431 g174 2003 949 Phi(3,-2343099^8192) 104363 f6 2004 Generalized unique 950 2339134^16384+1 104351 g295 2001 Generalized Fermat 951 2322552^16384+1 104300 g295 2001 Generalized Fermat 952 Phi(3,-2319185^8192) 104290 f7 2004 Generalized unique 953 10^104281-10^52140-1 104281 p16 2003 Near-repdigit Palindrome 954 Phi(3,-2307897^8192) 104255 f7 2004 Generalized unique 955 Phi(3,-2307048^8192) 104253 f7 2004 Generalized unique 956 Phi(3,-2297936^8192) 104225 p72 2004 Generalized unique 957 Phi(3,-2285314^8192) 104185 f6 2004 Generalized unique 958 12301977*2^345959+1 104152 g358 2004 959 Phi(3,-2272942^8192) 104147 f6 2004 Generalized unique 960 Phi(3,-2264994^8192) 104122 f4 2004 Generalized unique 961d 111*2^345867-1 104119 L91 2005 962 Phi(3,-2254230^8192) 104088 f7 2004 Generalized unique 963 165*2^345749+1 104084 g196 2003 964 Phi(3,-2249279^8192) 104072 f7 2004 Generalized unique 965 Phi(3,-2248756^8192) 104071 f7 2004 Generalized unique 966 3071711*2^345678-1 104066 L81 2004 967 2964293*2^345678-1 104066 L81 2004 968 2942495*2^345678-1 104066 L81 2004 969 2625971*2^345678-1 104066 L81 2004 970 2486771*2^345678-1 104066 L81 2004 971 2201447*2^345678-1 104066 L81 2004 972 2076191*2^345678-1 104066 L81 2004 973 1616715*2^345678-1 104066 L81 2004 974 967943*2^345678-1 104066 L81 2004 975 942783*2^345678-1 104066 L81 2004 976 520487*2^345678-1 104066 L81 2004 977 103841*2^345678-1 104065 L81 2004 978 81683*2^345678-1 104065 L81 2004 979e 3856733595*2^345605-1 104048 L40 2005 980d 735*2^345542+1 104022 p114 2005 981 Phi(3,-2221702^8192) 103985 f7 2004 Generalized unique 982 Phi(3,-2214414^8192) 103961 f6 2004 Generalized unique 983 4*10^103958+1 103959 g375 2004 Generalized Fermat 984e 231*2^345183-1 103913 L87 2005 985f 261*2^345171+1 103910 p43 2005 986e 531*2^345145+1 103902 p114 2005 987 2182804^16384+1 103859 g295 2001 Generalized Fermat 988 2178220^16384+1 103844 g295 2001 Generalized Fermat 989 Phi(3,-2176802^8192) 103839 f6 2004 Generalized unique 990c 117*2^344850+1 103813 p43 2005 Divides GF(344848,3) 991 2158304^16384+1 103779 g232 2001 Generalized Fermat 992 2153890^16384+1 103764 g232 2001 Generalized Fermat 993 2150540^16384+1 103753 g232 2001 Generalized Fermat 994e C(344599,172299)-1 103732 p16 2005 Binomial 995a 249*2^344563+1 103727 p114 2005 996 Phi(3,-2116334^8192) 103639 f7 2004 Generalized unique 997 Phi(3,-2115576^8192) 103636 f4 2004 Generalized unique 998 Phi(3,-2101584^8192) 103589 f10 2004 Generalized unique 999 Phi(3,-2096408^8192) 103572 f1 2004 generalized unique 1000a 315*2^344033+1 103567 p114 2005 1001 129927*2^344000+1 103560 p74 2002 1002 Phi(3,-2072136^8192) 103489 f7 2004 Generalized unique 1003 29*2^343601+1 103436 gt 2002 1004 Phi(3,-2055876^8192) 103433 f6 2004 Generalized unique 1005 2054122^16384+1 103427 g232 2001 Generalized Fermat 1006 2050734^16384+1 103415 GF5 2002 Generalized Fermat 1007 Phi(3,-2045237^8192) 103396 f6 2004 Generalized unique 1008 Phi(3,-2045090^8192) 103395 f7 2004 Generalized unique 1009a 427*2^343432+1 103386 p114 2005 1010 Phi(3,-2037029^8192) 103367 f7 2004 Generalized unique 1011 Phi(3,-2032584^8192) 103352 f7 2004 Generalized unique 1012 Phi(3,-2029513^8192) 103341 f1 2004 Generalized unique 1013 Phi(3,-2026595^8192) 103331 f6 2004 Generalized unique 1014 Phi(3,-2026570^8192) 103330 f6 2004 Generalized unique 1015 113*2^343214-1 103320 L10 2004 1016f 163*2^343190+1 103313 g258 2005 Divides GF(343189,10) 1017 2018670^16384+1 103303 GF5 2002 Generalized Fermat 1018a 285*2^343144+1 103300 p114 2005 1019 Phi(3,-2014731^8192) 103289 f4 2004 Generalized unique 1020 2007168^16384+1 103262 g232 2001 Generalized Fermat 1021 Phi(3,-2003289^8192) 103248 f7 2004 Generalized unique 1022 1991098^16384+1 103205 g232 2001 Generalized Fermat 1023 Phi(3,-1986325^8192) 103188 p72 2004 Generalized unique 1024 Phi(3,-1982816^8192) 103175 f4 2004 Generalized unique 1025 Phi(3,-1978361^8192) 103159 f7 2004 Generalized unique 1026 Phi(3,-1973763^8192) 103143 p72 2004 Generalized unique 1027 435*2^342582+1 103131 g196 2003 1028 Phi(3,-1970271^8192) 103130 f7 2004 Generalized unique 1029 Phi(3,-1968698^8192) 103124 p72 2004 Generalized unique 1030 Phi(3,-1954108^8192) 103071 f7 2004 Generalized unique 1031c 999*2^342381+1 103070 L110 2005 1032 1943532^16384+1 103033 g232 2001 Generalized Fermat 1033 Phi(3,-1943407^8192) 103032 f6 2004 Generalized unique 1034 425883*2^342201+1 103019 p43 2000 1035 194789*2^342201+1 103019 g162 2000 1036 182133*2^342201+1 103019 g162 2000 1037a 57*2^342151+1 103000 p114 2005 1038 Phi(3,-1930974^8192) 102987 f6 2004 Generalized unique 1039 1930294^16384+1 102984 g232 2001 Generalized Fermat 1040 Phi(3,-1920062^8192) 102946 p72 2004 Generalized unique 1041 1915122^16384+1 102928 g232 2001 Generalized Fermat 1042 Phi(3,-1914033^8192) 102924 f1 2004 Generalized unique 1043 Phi(3,-1905473^8192) 102892 f1 2004 Generalized unique 1044 1902110^16384+1 102879 g232 2001 Generalized Fermat 1045 97*2^341686+1 102860 p114 2004 1046 1894202^16384+1 102850 g116 2001 Generalized Fermat 1047 Phi(3,-1893456^8192) 102847 f4 2004 Generalized unique 1048a 371*2^341511+1 102808 p114 2005 1049 1882122^16384+1 102804 g116 2001 Generalized Fermat 1050 Phi(3,-1871639^8192) 102765 f6 2004 Generalized unique 1051 37*2^341365-1 102763 L38 2004 1052 1867514^16384+1 102749 g116 2001 Generalized Fermat 1053 53*2^341301+1 102744 p114 2004 1054 Phi(3,-1865309^8192) 102740 f6 2004 Generalized unique 1055 Phi(3,-1857930^8192) 102712 f4 2004 Generalized unique 1056 1833448^16384+1 102618 g116 2001 Generalized Fermat 1057 Phi(3,-1830553^8192) 102607 f8 2004 Generalized unique 1058 27*2^340682-1 102557 L1 2004 1059 1815844^16384+1 102549 g116 2001 Generalized Fermat 1060 Phi(3,-1813865^8192) 102541 f7 2004 Generalized unique 1061 Phi(3,-1806878^8192) 102514 f10 2004 Generalized unique 1062a 483*2^340489+1 102501 p114 2005 1063 1796476^16384+1 102473 g162 2001 Generalized Fermat 1064 1793176^16384+1 102460 g162 2001 Generalized Fermat 1065a 495*2^340276+1 102436 p114 2005 1066 Phi(3,-1785760^8192) 102430 f1 2004 Generalized unique 1067 173933*2^340181+1 102410 g335 2001 1068 104917*2^340181-1 102410 g63 1999 1069 Phi(3,-1771090^8192) 102372 p72 2004 Generalized unique 1070 Phi(3,-1769626^8192) 102366 f1 2004 Generalized unique 1071f 346679931*2^340001-1 102360 L4 2005 1072 56704299*2^340003-1 102359 L4 2004 1073c 373168587*2^340000-1 102359 L4 2005 1074 242080215*2^340000-1 102359 L4 2003 1075 104012355*2^340000-1 102359 L4 2003 1076 9910433*2^340000-1 102358 L4 2003 1077 9859647*2^340000-1 102358 L4 2004 1078 9687783*2^340000-1 102358 L4 2004 1079 9383655*2^340000-1 102358 L4 2003 1080 9134453*2^340000-1 102358 L4 2003 1081 9056859*2^340000-1 102358 L4 2003 1082 6069233*2^340000-1 102357 L4 2004 1083 4655805*2^340000-1 102357 L4 2004 1084f 3950753*2^340000-1 102357 L4 2005 1085 3894495*2^340000-1 102357 L4 2004 1086 3716883*2^340000-1 102357 L4 2004 1087 3635819*2^340000-1 102357 L4 2004 1088 3041157*2^340000-1 102357 L4 2004 1089 2884265*2^340000-1 102357 L4 2004 1090 2663069*2^340000-1 102357 L4 2004 1091 2559777*2^340000-1 102357 L4 2004 1092 2069535*2^340000-1 102357 L4 2003 1093 1993703*2^340000-1 102357 L4 2003 1094 1919217*2^340000-1 102357 L4 2003 1095 1904957*2^340000-1 102357 L4 2003 1096 1769267*2^340000-1 102357 L4 2003 1097 1677905*2^340000-1 102357 L4 2003 1098 1632077*2^340000-1 102357 L4 2003 1099 1480179*2^340000-1 102357 L4 2003 1100 1328117*2^340000-1 102357 L4 2003 1101 1113455*2^340000-1 102357 L4 2003 1102 1063847*2^340000-1 102357 L4 2003 1103 1030185*2^340000-1 102357 L4 2003 1104 462285*2^340000-1 102356 L4 2003 1105 454329*2^340000-1 102356 L4 2003 1106 451713*2^340000-1 102356 L4 2003 1107 58659*2^340000-1 102355 L4 2003 1108d 105*2^339971+1 102344 p169 2005 1109 Phi(3,-1758754^8192) 102322 f6 2004 Generalized unique 1110 Phi(3,-1757889^8192) 102318 f7 2004 Generalized unique 1111 Phi(3,-1756361^8192) 102312 p72 2004 Generalized unique 1112 Phi(3,-1753537^8192) 102301 f6 2004 Generalized unique 1113 Phi(3,-1732919^8192) 102217 p72 2004 Generalized unique 1114 Phi(3,-1721506^8192) 102170 f1 2004 Generalized unique 1115 405*2^339385-1 102168 g276 2004 1116 Phi(3,-1720071^8192) 102164 f1 2004 Generalized unique 1117 Phi(3,-1711528^8192) 102128 f1 2004 Generalized unique 1118b 41769334305470218025...(102088 other digits)...13913798335329393079 102128 p62 2005 1119b 22003003387951752598...(102088 other digits)...13487321696533376299 102128 p174 2005 1120d 447*2^339169-1 102103 g276 2005 1121 29*2^339123+1 102088 gt 2002 1122 67*2^339116+1 102086 p114 2004 1123 Phi(3,-1699404^8192) 102078 p72 2004 Generalized unique 1124 Phi(3,-1693123^8192) 102051 p72 2004 Generalized unique 1125 Phi(3,-1665487^8192) 101934 f1 2004 Generalized unique 1126 Phi(3,-1664678^8192) 101931 p72 2004 Generalized unique 1127e 84621*2^338487+1 101900 p103 2005 1128e 159*2^338477-1 101894 L91 2005 1129 1651902^16384+1 101876 g162 2001 Generalized Fermat 1130d 1581823815*2^338390-1 101875 L83 2005 1131d 281263*2^338383-1 101869 L80 2005 1132 Phi(3,-1635255^8192) 101804 f1 2004 Generalized unique 1133 1619726^16384+1 101736 g162 2001 Generalized Fermat 1134 313*2^337942+1 101734 p91 2003 1135 Phi(3,-1603445^8192) 101664 p72 2004 Generalized unique 1136 Phi(3,-1591665^8192) 101612 p72 2004 Generalized unique 1137 Phi(3,-1582256^8192) 101569 f4 2004 Generalized unique 1138 Phi(3,-1576895^8192) 101545 f4 2004 Generalized unique 1139 Phi(3,-1572523^8192) 101526 f10 2004 Generalized unique 1140 Phi(3,-1559468^8192) 101466 f8 2004 Generalized unique 1141 Phi(3,-1556685^8192) 101454 f4 2004 Generalized unique 1142 116691*2^337001+1 101453 g144 2000 1143 26025*2^337001+1 101452 g144 2000 1144 19581121*2^336941-1 101437 p49 2001 1145f C(336919,168459)-1 101420 p16 2005 Binomial 1146 746189127*2^336838+1 101408 g42 2004 1147 Phi(3,-1540737^8192) 101380 f1 2004 Generalized unique 1148 Phi(3,-1534615^8192) 101352 f6 2004 Generalized unique 1149f 759007755*2^336561-1 101324 L40 2005 1150 1581823815*2^336542-1 101319 L16 2004 1151 1514888^16384+1 101260 g162 2001 Generalized Fermat 1152 Phi(3,-1513512^8192) 101253 f1 2004 Generalized unique 1153 302442855*2^336211+1 101219 gf 1998 1154 Phi(3,-1500517^8192) 101192 f11 2004 Generalized unique 1155 Phi(3,-1491379^8192) 101149 p72 2004 Generalized unique 1156 1485968^16384+1 101123 g295 2001 Generalized Fermat 1157 Phi(3,-1484393^8192) 101115 f1 2004 Generalized unique 1158 165*2^335871+1 101110 g196 2002 1159 1481240^16384+1 101100 g295 2001 Generalized Fermat 1160a 253*2^335828+1 101097 p114 2005 1161b 217*2^335826+1 101097 p114 2005 1162 Phi(3,-1467802^8192) 101035 f1 2004 Generalized unique 1163 Phi(3,-1463635^8192) 101015 f6 2004 Generalized unique 1164e 20050101*2^335527+1 101011 g345 2005 1165d 139*2^335522+1 101005 p43 2005 1166 Phi(3,-1458891^8192) 100992 f4 2004 Generalized unique 1167 1453920^16384+1 100968 g295 2001 Generalized Fermat 1168a 279*2^335351+1 100954 p114 2005 1169 Phi(3,-1450575^8192) 100951 f10 2004 Generalized unique 1170 165*2^335275+1 100931 g196 2002 1171f 22055611200*(10^999+203959)#/(10^999)#-1 100910 p159 2005 1172 986963835*2^335000+1 100855 g368 2003 1173b 357*2^334980-1 100842 g276 2005 1174 Phi(3,-1417503^8192) 100787 f6 2004 Generalized unique 1175 19960809*2^334769+1 100783 g340 2004 1176 17226825*2^334671+1 100754 g174 2004 1177 611325*2^334667+1 100751 g305 2003 1178 Phi(3,-1401068^8192) 100704 f1 2004 Generalized unique 1179 19650919*2^334242+1 100625 g364 2004 1180 121*2^334257-1 100624 L62 2004 1181 Phi(3,-1379978^8192) 100596 f6 2004 Generalized unique 1182a 429*2^334091+1 100575 p114 2005 1183a 373*2^334026+1 100555 p114 2005 1184 Phi(3,-1371189^8192) 100551 f8 2004 Generalized unique 1185 663*2^333942+1 100530 p114 2004 1186 149*2^333933+1 100527 p114 2004 1187 Phi(3,-1366537^8192) 100527 p72 2004 Generalized unique 1188 Phi(3,-1365959^8192) 100524 f1 2004 Generalized unique 1189 Phi(3,-1364557^8192) 100516 f1 2004 Generalized unique 1190 186615*2^333768+1 100480 g196 2003 1191 760665*2^333666-1 100450 g99 2004 1192 588341*2^333666-1 100450 g99 2004 1193 449195*2^333666-1 100450 g99 2004 1194 411227*2^333666-1 100450 g99 2004 1195 238695*2^333666-1 100449 g99 2004 1196 Phi(3,-1350370^8192) 100442 f6 2004 Generalized unique 1197d 402335175*2^333531-1 100412 L40 2005 1198 Phi(3,-1342577^8192) 100401 f1 2004 Generalized unique 1199 177*2^333364+1 100355 g226 2003 1200 123173*2^333333+1 100349 g94 2003 1201 Phi(3,-1330419^8192) 100336 f4 2004 Generalized unique 1202 Phi(3,-1321942^8192) 100290 f1 2004 Generalized unique 1203 Phi(3,-1319075^8192) 100275 f1 2003 Generalized unique 1204 54528*69^54528-1 100274 p120 2004 Generalized Woodall 1205 Phi(3,-1313486^8192) 100245 f1 2003 Generalized unique 1206 Phi(3,-1311801^8192) 100236 f6 2004 Generalized unique 1207 Phi(3,-1305953^8192) 100204 f1 2003 Generalized unique 1208 177*2^332846+1 100199 g226 2003 1209a Phi(3,-1695670374776^4096) 100183 f6 2005 Generalized unique 1210 666587*2^332666-1 100149 g99 2004 1211 645215*2^332666-1 100149 g99 2004 1212 316865*2^332666-1 100148 g99 2004 1213 129297*2^332666-1 100148 g99 2004 1214 Phi(3,-1291781^8192) 100126 f1 2003 Generalized unique 1215 Phi(3,-1289650^8192) 100114 f6 2003 Generalized unique 1216 1287484^16384+1 100103 g197 2001 Generalized Fermat 1217 21*2^332523-1 100101 L1 2004 1218 Phi(3,-1277214^8192) 100046 f1 2003 Generalized unique 1219 49*2^332231-1 100014 L57 2004 1220 Phi(3,-1271189^8192) 100012 f6 2003 Generalized unique 1221 21032*19937^23259+1 100011 g153 2000 1222 3113*2^332202-1 100007 L88 2004 1223f 968955*2^332189-1 100005 L80 2005 1224 22303*2^332182+1 100002 g148 2001 1225 1271*2^332185+1 100001 g148 2000 1226 10^100000-10^61403-1 100000 p62 2001 Near-repdigit 1227 1775*2^332181+1 100000 g126 2001 1228 593573509*2^332162+1 100000 g74 2000 1229 3011065167*2^332158+1 100000 p38 2003 1230 Phi(3,-1265831^8192) 99982 f10 2003 Generalized unique 1231d 225*2^331990+1 99942 p43 2005 Generalized Fermat, divides GF(331986,5) 1232 Phi(3,-1253247^8192) 99911 p72 2003 Generalized unique 1233 Phi(3,-1249734^8192) 99891 f1 2003 Generalized unique 1234 Phi(3,-1248285^8192) 99883 p72 2003 Generalized unique 1235 Phi(3,-1247559^8192) 99878 f10 2003 Generalized unique 1236 1247000^16384+1 99875 g197 2001 Generalized Fermat 1237 179791*2^331740+1 99869 g335 2001 1238e 2225781525*2^331654-1 99848 L40 2005 1239 1238044^16384+1 99824 g197 2001 Generalized Fermat 1240 51*2^331546-1 99807 L38 2004 1241 Phi(3,-1231073^8192) 99784 f1 2003 Generalized unique 1242e 129*2^331384-1 99759 L38 2005 1243 37*2^331144+1 99686 g290 2003 1244 Phi(3,-1212898^8192) 99678 f6 2003 Generalized unique 1245 1202960^16384+1 99619 g197 2001 Generalized Fermat 1246 Phi(3,-1202577^8192) 99617 f8 2003 Generalized unique 1247 1202504^16384+1 99617 g197 2001 Generalized Fermat 1248a 4096*3^208687+1 99573 x28 2005 1249 Phi(3,-1194826^8192) 99571 f4 2004 Generalized unique 1250 Phi(3,-1193978^8192) 99566 f4 2004 Generalized unique 1251 610097*2^330651+1 99542 g118 2003 1252 1181388^16384+1 99491 g197 2001 Generalized Fermat 1253 1177808^16384+1 99469 g197 2001 Generalized Fermat 1254 1171010^16384+1 99428 g197 2001 Generalized Fermat 1255e 183*2^330275-1 99425 L91 2005 1256 1162996^16384+1 99379 g197 2001 Generalized Fermat 1257 Phi(3,-1155908^8192) 99335 f7 2004 Generalized unique 1258 Phi(3,-1150636^8192) 99303 f7 2004 Generalized unique 1259 Phi(3,-1140414^8192) 99239 f7 2004 Generalized unique 1260 3234846615*2^329510-1 99202 p113 2004 1261 1132526^16384+1 99190 g242 2001 Generalized Fermat 1262 Phi(3,-1132108^8192) 99187 f6 2004 Generalized unique 1263 Phi(3,-1117320^8192) 99094 f7 2004 Generalized unique 1264 Phi(3,-1115227^8192) 99080 f7 2004 Generalized unique 1265c 231*2^329119+1 99078 p43 2005 1266 1102754^16384+1 99000 g242 2001 Generalized Fermat 1267 Phi(3,-1099268^8192) 98978 f7 2004 Generalized unique 1268 1097352^16384+1 98966 g242 2001 Generalized Fermat 1269d 105*2^328715+1 98956 g277 2005 1270 Phi(3,-1092919^8192) 98937 f7 2004 Generalized unique 1271 Phi(3,-1083896^8192) 98878 f7 2004 Generalized unique 1272 1082054^16384+1 98866 g242 2001 Generalized Fermat 1273 Phi(3,-1079762^8192) 98851 f7 2004 Generalized unique 1274 Phi(3,-1069539^8192) 98783 f7 2004 Generalized unique 1275 1067896^16384+1 98772 g242 2001 Generalized Fermat 1276 313*2^327924+1 98718 p91 2003 1277 10^98689-429151924*10^49340-1 98689 p138 2004 Palindrome 1278 Phi(3,-1043420^8192) 98607 f6 2004 Generalized unique 1279 1039970^16384+1 98583 g242 2001 Generalized Fermat 1280 1037748^16384+1 98568 g242 2001 Generalized Fermat 1281 Phi(3,-1031655^8192) 98526 f7 2004 Generalized unique 1282 Phi(3,-1022695^8192) 98464 f7 2004 Generalized unique 1283 Phi(3,-1020445^8192) 98449 f7 2004 Generalized unique 1284 Phi(3,-1009125^8192) 98369 f7 2004 Generalized unique 1285 1007874^16384+1 98360 GF2 2001 Generalized Fermat 1286 Phi(3,-1000507^8192) 98308 f6 2004 Generalized unique 1287 Phi(3,-999147^8192) 98298 f6 2004 Generalized unique 1288a Phi(3,-994863558656^4096) 98286 f2 2005 Generalized unique 1289 990908^16384+1 98240 g242 2001 Generalized Fermat 1290 Phi(3,-984906^8192) 98196 f7 2004 Generalized unique 1291 19960809*2^326157+1 98191 g340 2004 1292 976914^16384+1 98138 g242 2001 Generalized Fermat 1293 Phi(3,-976340^8192) 98134 f4 2004 Generalized unique 1294 975248^16384+1 98126 g242 2001 Generalized Fermat 1295b 165*2^325922-1 98115 L56 2005 1296 Phi(3,-968936^8192) 98080 p72 2004 Generalized unique 1297 456211*2^325780+1 98076 g182 2003 1298 Phi(3,-966666^8192) 98063 p72 2004 Generalized unique 1299c 743*2^325737+1 98060 p114 2005 1300c 711*2^325637+1 98030 p114 2005 1301 762227*2^325531+1 98001 g182 2001 1302c 635*2^325437+1 97970 p114 2005 1303 Phi(3,-950714^8192) 97945 f7 2004 Generalized unique 1304 Phi(3,-947196^8192) 97918 f7 2004 Generalized unique 1305 54398*63^54398+1 97886 g157 2003 Generalized Cullen 1306 Phi(3,-932750^8192) 97809 f6 2004 Generalized unique 1307a 821*2^324885+1 97804 p114 2005 1308a 693*2^324720+1 97754 p114 2005 1309 12121*2^324641-1 97731 L89 2004 1310 221*2^324567+1 97707 p114 2004 1311f 423*2^324430-1 97666 g276 2005 1312 177*2^324326+1 97635 g226 2003 1313 908086^16384+1 97618 p21 2001 Generalized Fermat 1314 Phi(3,-902648^8192) 97576 f7 2004 Generalized unique 1315 189463*2^324103-1 97571 g59 2000 1316 Phi(3,-899230^8192) 97549 f7 2004 Generalized unique 1317 2559*2^324001+1 97538 g174 2000 1318 Phi(3,-897083^8192) 97532 f7 2004 Generalized unique 1319 Phi(3,-896638^8192) 97528 f7 2004 Generalized unique 1320b 441*2^323913-1 97511 g276 2005 1321e 189*2^323900-1 97506 L91 2005 1322f 423*2^323880-1 97501 g276 2005 1323 2*107^48043+1 97498 gb1 2004 Divides Phi(107^48042,2) 1324b 317*2^323871+1 97498 p114 2005 1325c 1271*2^323766-1 97467 L114 2005 1326b 335*2^323767+1 97467 p114 2005 1327a 807*2^323679+1 97440 p114 2005 1328 23*2^323668-1 97436 L50 2004 1329 19*2^323638+1 97427 g0 2002 1330 Phi(3,-879388^8192) 97390 f7 2004 Generalized unique 1331 Phi(3,-865411^8192) 97276 f7 2004 Generalized unique 1332a 867*2^323107+1 97268 p114 2005 1333 Phi(3,-860798^8192) 97238 f7 2004 Generalized unique 1334 42779*2^322908-1 97210 g23 1999 1335 Phi(3,-855453^8192) 97194 f4 2004 Generalized unique 1336 7844265*2^322733+1 97160 g336 2003 1337 39*2^322613-1 97118 L10 2004 1338 840796^16384+1 97071 g103 2001 Generalized Fermat 1339 141*2^322201+1 96995 p114 2004 1340 C(322096,161048)+1 96958 p16 2004 Binomial 1341a 879*2^322065+1 96955 p114 2005 1342a 811*2^322016+1 96940 p114 2005 1343 Phi(3,-821914^8192) 96909 f7 2004 Generalized unique 1344 Phi(3,-817213^8192) 96868 f7 2004 Generalized unique 1345a 573*2^321688+1 96841 p114 2005 1346 Phi(3,-810809^8192) 96812 f7 2004 Generalized unique 1347b 723*2^321530+1 96794 p114 2005 1348a 943*2^321498+1 96784 p114 2005 1349 Phi(3,-803058^8192) 96744 f1 2004 Generalized unique 1350 2*258443^17865+1 96693 gb1 2004 Divides Phi(258443^17865,2) 1351 795810^16384+1 96679 g228 2001 Generalized Fermat 1352d 52932*67^52932+1 96663 g157 2005 Generalized Cullen 1353a 531*2^320981+1 96628 p114 2005 1354a 731*2^320735+1 96554 p114 2005 1355a 465*2^320493+1 96481 p114 2005 1356b 161*2^319875+1 96295 p114 2005 1357a 597*2^319842+1 96285 p114 2005 1358 156273*2^319666+1 96235 g336 2004 1359f 515106735*2^319626-1 96226 L87 2005 1360f 417*2^319430-1 96161 g276 2005 1361b 291*2^319157+1 96079 p114 2005 1362c 541*2^319132+1 96072 p114 2005 1363 730352^16384+1 96069 g242 2001 Generalized Fermat 1364 Phi(3,-726730^8192) 96033 f2 2004 Generalized unique 1365c 643*2^318958+1 96019 p114 2005 1366 Phi(3,-723580^8192) 96002 f2 2004 Generalized unique 1367b 453*2^318880+1 95996 p114 2005 1368b 692835*2^318778-1 95968 L87 2005 1369 Phi(3,-710421^8192) 95872 f2 2004 Generalized unique 1370 Phi(3,-708666^8192) 95854 f2 2004 Generalized unique 1371 Phi(3,-707463^8192) 95842 f2 2004 Generalized unique 1372 704930^16384+1 95817 g168 2001 Generalized Fermat 1373d 805*2^318212+1 95795 p114 2005 1374 698480^16384+1 95751 g27 2001 Generalized Fermat 1375b 269*2^317859+1 95688 p114 2005 1376 Phi(3,-690197^8192) 95666 f12 2004 Generalized unique 1377 Phi(3,-682001^8192) 95581 f12 2004 Generalized unique 1378 121125181*2^317480+1 95580 p92 2003 1379c 8331405*2^317435-1 95565 L87 2005 1380c 629*2^317369+1 95541 p114 2005 1381e 511*2^317328+1 95528 g249 2005 1382d 207*2^317203+1 95490 p114 2005 1383b 783*2^317173+1 95482 p114 2005 1384 Phi(3,-668772^8192) 95442 f12 2004 Generalized unique 1385 Phi(3,-668453^8192) 95438 f12 2004 Generalized unique 1386 46225*116^46225-1 95435 p120 2003 Generalized Woodall 1387 Phi(3,-667354^8192) 95427 f12 2004 Generalized unique 1388d 403*2^316882+1 95394 p114 2005 1389 Phi(3,-661565^8192) 95365 f12 2004 Generalized unique 1390c 249*2^316726+1 95347 p114 2005 1391 111546435*2^316679-1 95338 g273 2002 1392 656210^16384+1 95307 g27 2001 Generalized Fermat 1393 600921*2^316523+1 95289 g337 2003 1394 81*2^316468+1 95269 gt 2002 Generalized Fermat 1395 Phi(3,-651739^8192) 95258 f12 2004 Generalized unique 1396e 24782*5^136269+1 95253 p149 2005 1397f 423*2^316412-1 95253 g276 2005 1398c 735*2^316204+1 95190 p114 2005 1399 Phi(3,-645076^8192) 95185 f2 2004 Generalized unique 1400d 309*2^316134+1 95169 p114 2005 1401 641762^16384+1 95149 g27 2000 Generalized Fermat 1402b 555*2^316039+1 95140 p114 2005 1403 638980^16384+1 95118 g65 2000 Generalized Fermat 1404b 879*2^315917+1 95104 p114 2005 1405 4845*2^315852+1 95085 g267 2003 1406b 381*2^315812+1 95072 p114 2005 1407 763094475*2^315725-1 95052 L27 2004 1408 210885*2^315639-1 95023 L27 2003 1409 10^95019-10^47509-1 95019 p16 2003 Near-repdigit Palindrome 1410d 709*2^315622+1 95015 p114 2005 1411 Phi(3,-629576^8192) 95012 f2 2004 Generalized unique 1412 31*2^315523-1 94984 L1 2004 1413 87*2^315486+1 94973 p114 2004 1414c 415*2^315390+1 94945 p114 2005 1415c 837*2^315199+1 94888 p114 2005 1416 Phi(3,-616781^8192) 94866 f2 2004 Generalized unique 1417 181*2^315104+1 94859 p43 2004 1418 99*2^314973+1 94819 g44 2004 1419 79*2^314926+1 94805 p114 2004 1420 777*2^314856-1 94784 L56 2004 1421b 692835*2^314790-1 94768 L87 2005 1422d 705*2^314616+1 94712 p114 2005 1423 265995345*2^314586-1 94709 g344 2004 1424b 267*2^314228+1 94595 p114 2005 1425f 129*2^314188-1 94583 L38 2005 1426 916470555*2^314162+1 94582 g108 2002 1427 Phi(3,-592355^8192) 94578 f12 2004 Generalized unique 1428 135*2^314138+1 94568 g354 2004 1429b 745*2^314118+1 94562 p114 2005 1430b 379*2^314070+1 94548 p114 2005 1431 581424^16384+1 94446 g232 2001 Generalized Fermat 1432 Phi(3,-578606^8192) 94411 f2 2004 Generalized unique 1433 Phi(3,-578469^8192) 94410 f2 2004 Generalized unique 1434b 393*2^313573+1 94398 p114 2005 1435a 193*2^313540+1 94388 p114 2005 1436 Phi(3,-575576^8192) 94374 f2 2004 Generalized unique 1437b 459*2^313426+1 94354 p114 2005 1438 572934^16384+1 94341 g232 2001 Generalized Fermat 1439 Phi(3,-572125^8192) 94331 f2 2004 Generalized unique 1440 759498081*2^313313-1 94326 g47 2002 1441 403105275*2^313313-1 94326 g47 2003 1442 168085161*2^313313-1 94325 g47 2002 1443f 461*2^313330-1 94325 g276 2005 1444 20960121*2^313313-1 94324 g47 2002 1445b 567*2^313327+1 94324 p114 2005 1446b 795*2^313210+1 94289 p114 2005 1447 17226825*2^313190+1 94287 g174 2003 1448e 183*2^313127-1 94263 L91 2005 1449 12301977*2^312862-1 94188 g358 2004 1450b 295*2^312776+1 94158 p114 2005 1451 34252725*2^312748-1 94155 p113 2004 1452b 965*2^312713+1 94139 p114 2005 1453d 711*2^312713+1 94139 p114 2005 1454c 985389405*2^312628-1 94120 L104 2005 1455 Phi(3,-555209^8192) 94118 f2 2004 Generalized unique 1456 351*2^312439+1 94057 g267 2004 1457b 763*2^312140+1 93967 p114 2005 1458 341*2^312138-1 93966 p136 2004 1459 521*2^312137+1 93966 g136 2002 1460b 265*2^311924+1 93901 p114 2005 1461 Phi(3,-537097^8192) 93882 f2 2004 Generalized unique 1462 19650919*2^311790+1 93866 g364 2004 1463b 357*2^311519+1 93780 p114 2005 1464c 531*2^311500+1 93774 p114 2005 1465 528614^16384+1 93768 g0 2001 Generalized Fermat 1466 265995345*2^311445-1 93763 g344 2004 1467 Phi(3,-526994^8192) 93747 f2 2004 Generalized unique 1468 31*2^311389-1 93739 L1 2004 1469 C(311312,155656)+1 93712 p16 2004 Binomial 1470 195*2^311215-1 93688 L5 2003 1471d 231*2^311179+1 93677 p114 2005 1472 111546435*2^311148-1 93673 g273 2002 1473f 111502*5^134008+1 93673 g273 2005 1474 19*2^311091-1 93650 L1 2004 1475b 891*2^311033+1 93634 p114 2005 Divides GF(311032,10) 1476 563*2^310901+1 93594 p114 2004 1477d 447*2^310829-1 93572 g276 2005 1478 Phi(3,-514124^8192) 93571 f2 2004 Generalized unique 1479a 2895033*2^310798-1 93566 L81 2005 1480a 2806161*2^310798-1 93566 L81 2005 1481a 2744301*2^310798-1 93566 L81 2005 1482a 2486001*2^310798-1 93566 L81 2005 1483b 1586033*2^310798-1 93566 L81 2005 1484b 1573791*2^310798-1 93566 L81 2005 1485b 1531473*2^310798-1 93566 L81 2005 1486a 1187895*2^310798-1 93566 L81 2005 1487b 939671*2^310798-1 93566 L81 2005 1488a 862263*2^310798-1 93566 L81 2005 1489b 674021*2^310798-1 93566 L81 2005 1490b 486605*2^310798-1 93566 L81 2005 1491b 436551*2^310798-1 93566 L81 2005 1492b 101277*2^310798-1 93565 L81 2005 1493 137*2^310790-1 93560 p136 2004 1494 17*2^310754-1 93548 g267 2003 1495 17*2^310744-1 93545 g267 2003 1496f 129*2^310619-1 93508 L38 2005 1497 509622^16384+1 93508 g0 2000 Generalized Fermat 1498f 98682705*2^310597-1 93508 L40 2005 1499 635*2^310605+1 93505 p114 2004 1500 Phi(3,-506970^8192) 93471 f2 2004 Generalized unique 1501 506664^16384+1 93467 g0 2000 Generalized Fermat 1502 Phi(3,-505902^8192) 93456 f2 2004 Generalized unique 1503a 851*2^310377+1 93436 p114 2005 1504b 246419198025*2^310221-1 93398 L106 2005 1505 Phi(3,-500529^8192) 93380 f2 2004 Generalized unique 1506 498904^16384+1 93357 g0 2000 Generalized Fermat 1507 44318!2-1 93343 p104 2003 Multifactorial 1508 Phi(3,-497507^8192) 93337 f7 2004 Generalized unique 1509a 771*2^309936+1 93303 p114 2005 1510 Phi(3,-494628^8192) 93296 f7 2004 Generalized unique 1511b 977*2^309835+1 93273 p114 2005 1512 381*2^309701+1 93232 p114 2004 1513b 921*2^309688+1 93229 p114 2005 1514 55*2^309560+1 93189 p114 2004 1515b 967*2^309392+1 93140 p114 2005 1516c 8331405*2^309331-1 93125 L87 2005 1517 17226825*2^309319+1 93122 g174 2003 1518 Phi(3,-482660^8192) 93121 f7 2004 Generalized unique 1519 Phi(3,-482524^8192) 93119 f7 2004 Generalized unique 1520 4901*2^309303+1 93114 g313 2004 1521 3333331*2^309036+1 93036 g1 2004 1522 Phi(3,-473774^8192) 92989 f7 2004 Generalized unique 1523 59*2^308771+1 92952 p114 2004 1524c 3136*3^194749+1 92923 x28 2005 1525 468144^16384+1 92904 g0 2001 Generalized Fermat 1526 Phi(3,-467771^8192) 92898 f7 2004 Generalized unique 1527 462470^16384+1 92817 g0 2001 Generalized Fermat 1528 Phi(3,-459180^8192) 92766 f7 2004 Generalized unique 1529 34252725*2^308125-1 92763 p113 2004 1530 227*2^308139+1 92762 p114 2004 1531 12791*2^308026-1 92730 L15 2004 1532 Phi(3,-456345^8192) 92722 f7 2004 Generalized unique 1533 239*2^307745+1 92643 p114 2004 1534a 795*2^307684+1 92626 p114 2005 1535 449732^16384+1 92618 g27 2000 Generalized Fermat 1536 397*2^307581-1 92594 g276 2004 1537 Phi(3,-445994^8192) 92559 f7 2004 Generalized unique 1538 265*2^307132+1 92459 p114 2004 1539b 975*2^307013+1 92424 p114 2005 1540b 705*2^306871+1 92381 p114 2005 1541d 75*2^306789-1 92355 L8 2005 1542 31*2^306751-1 92343 L1 2004 1543b 667*2^306606+1 92301 p114 2005 1544b 519*2^306606+1 92301 g68 2005 1545b 297*2^306596+1 92298 p114 2005 1546 426690^16384+1 92244 g27 2000 Generalized Fermat 1547 45*2^306394-1 92236 g292 2002 1548 220063*2^306335-1 92222 g163 1999 1549 Phi(3,-425192^8192) 92219 f7 2004 Generalized unique 1550 19581121*2^306201-1 92183 p49 2001 1551 422666^16384+1 92177 g27 2000 Generalized Fermat 1552 600921*2^306181-1 92176 g337 2004 1553b 907*2^306050+1 92134 p114 2005 1554b 507*2^305996+1 92117 p114 2005 1555 Phi(3,-418107^8192) 92100 f7 2004 Generalized unique 1556 417*2^305859+1 92076 p114 2004 1557 C(305779,152889)-1 92046 p16 2004 Binomial 1558 Phi(3,-414366^8192) 92036 f7 2004 Generalized unique 1559 12301977*2^305548+1 91987 g358 2004 1560 Phi(3,-410713^8192) 91973 f7 2004 Generalized unique 1561b 501*2^305468+1 91958 p114 2005 1562 Phi(3,-407430^8192) 91916 f7 2004 Generalized unique 1563 67*2^305166+1 91866 p114 2004 1564 103*2^304771-1 91748 L33 2003 1565b 459*2^304739+1 91739 p114 2005 1566 435*2^304661+1 91715 g196 2003 1567 981*2^304635+1 91708 p114 2004 1568 9*2^304607+1 91697 g23 1998 Divides GF(304604,6) 1569 2995125705*2^304550-1 91689 L45 2004 1570 986963835*2^304549+1 91688 g368 2003 1571a 1575*2^304472+1 91659 p122 2005 1572d 255255*2^304247+1 91593 L94 2005 1573 3333337*2^304100+1 91550 g1 2004 1574 2*3^191814+1 91519 p69 2004 1575 471*2^303831+1 91465 p114 2004 1576 739*2^303826+1 91464 p114 2004 1577 Phi(3,-382361^8192) 91464 f12 2004 Generalized unique 1578 303*2^303513+1 91369 p114 2003 1579 775*2^303330+1 91315 p114 2004 1580 Phi(3,-373737^8192) 91301 f2 2004 Generalized unique 1581 7844265*2^303191+1 91277 g336 2003 1582 3*2^303093+1 91241 Y 1998 Divides Fermat F(303088); GF(303088,3), GF(303086,6), GF(303092,10), GF(303088,12), GF(303092,5) [g0] 1583 819*2^303077+1 91239 p114 2003 1584b 1211*2^302791+1 91153 p122 2005 1585c 325*2^302574+1 91087 p114 2005 1586a 533*2^302349+1 91019 p114 2005 1587 10^91018+126696621*10^45505+1 91019 D 2004 Palindrome 1588e 265*2^302248+1 90989 p114 2005 1589 25*2^302194+1 90971 p114 2003 Generalized Fermat 1590b 519*2^302118+1 90950 g68 2005 1591 121*2^302097-1 90943 L62 2004 1592 210885*2^301665-1 90816 L27 2003 1593 705*2^301629+1 90803 p114 2004 1594 Phi(3,-346886^8192) 90771 f8 2004 Generalized unique 1595 986963835*2^301500+1 90770 g368 2003 1596 10^90708+432222234*10^45350+1 90709 D 2004 Palindrome 1597 51*2^301244+1 90686 p114 2002 1598 48820*72^48820-1 90680 p110 2003 Generalized Woodall 1599 151*2^301056+1 90630 p114 2002 1600 Phi(3,-339823^8192) 90625 f8 2004 Generalized unique 1601 2*1787^27863+1 90615 gb1 2004 Divides Phi(1787^27863,2) 1602 C(300970,150485)-1 90599 p16 2004 Binomial 1603 64020*26^64020+1 90592 g157 2003 Generalized Cullen 1604 57*2^300910+1 90585 p114 2002 1605b 719*2^300891+1 90581 p114 2005 1606f 685*2^300797-1 90552 L103 2005 1607 43560669*2^300777+1 90551 gb1 2004 1608 Phi(3,-336050^8192) 90545 f8 2004 Generalized unique 1609a 2839695*2^300666-1 90516 g99 2005 1610a 2663681*2^300666-1 90516 g99 2005 1611a 2604623*2^300666-1 90516 g99 2005 1612a 1851903*2^300666-1 90516 g99 2005 1613a 1194675*2^300666-1 90516 g99 2005 1614f 265*2^300632+1 90502 p114 2005 1615 55*2^300632+1 90501 p114 2002 1616e 405*2^300604+1 90494 p114 2005 1617 Phi(3,-332897^8192) 90478 f8 2004 Generalized unique 1618 15*2^300488+1 90458 p114 2002 Divides GF(300479,6), GF(300484,10) 1619f 219*2^300482+1 90457 p114 2005 1620b 717*2^300330+1 90412 p114 2005 1621 577294575*2^300263+1 90397 g42 2001 1622 31641*2^300119+1 90350 x3 2000 1623 171*2^299840+1 90264 p43 2004 1624 Phi(3,-322748^8192) 90258 f7 2004 Generalized unique 1625 351*2^299793+1 90250 g267 2004 1626a 3503141*2^299666-1 90215 g99 2005 1627a 3313923*2^299666-1 90215 g99 2005 1628b 3249135*2^299666-1 90215 g99 2005 1629b 3142983*2^299666-1 90215 g99 2005 1630b 2934603*2^299666-1 90215 g99 2005 1631b 2897445*2^299666-1 90215 g99 2005 1632a 2728817*2^299666-1 90215 g99 2005 1633a 2704145*2^299666-1 90215 g99 2005 1634b 2555165*2^299666-1 90215 g99 2005 1635a 2446451*2^299666-1 90215 g99 2005 1636a 2368265*2^299666-1 90215 g99 2005 1637c 1999613*2^299666-1 90215 g99 2005 1638c 1913405*2^299666-1 90215 g99 2005 1639c 1788975*2^299666-1 90215 g99 2005 1640c 1788261*2^299666-1 90215 g99 2005 1641b 1557897*2^299666-1 90215 g99 2005 1642b 1381677*2^299666-1 90215 g99 2005 1643b 1299521*2^299666-1 90215 g99 2005 1644c 1130721*2^299666-1 90215 g99 2005 1645b 902735*2^299666-1 90215 g99 2005 1646b 899697*2^299666-1 90215 g99 2005 1647c 550571*2^299666-1 90215 g99 2005 1648c 390221*2^299666-1 90215 g99 2005 1649c 346797*2^299666-1 90214 g99 2005 1650c 336285*2^299666-1 90214 g99 2005 1651c 56097*2^299666-1 90214 g99 2005 1652b 371*2^299159+1 90059 g233 2005 1653 155*2^298679+1 89914 g354 2004 1654 Phi(3,-305130^8192) 89858 f7 2004 Generalized unique 1655 Phi(3,-303740^8192) 89826 f7 2004 Generalized unique 1656 C(297971,148985)-1 89696 p16 2004 Binomial 1657 30121977*2^297908-1 89687 g358 2004 1658 Phi(3,-295345^8192) 89626 f7 2004 Generalized unique 1659 67607*2^297688-1 89618 L83 2004 1660c 367*2^297505-1 89561 g276 2005 1661 21*2^297499-1 89558 L1 2004 1662 219*2^297474+1 89551 p43 2004 1663e 127*2^297350+1 89514 g387 2005 1664b 3105*2^296971+1 89401 g258 2005 1665b 519*2^296969+1 89400 g68 2005 1666d 295*2^296862+1 89367 p43 2005 1667 Phi(3,-284421^8192) 89358 f7 2004 Generalized unique 1668 636951315*2^296737-1 89336 L40 2004 1669c 1708083*2^296666-1 89312 g99 2005 1670c 1461647*2^296666-1 89312 g99 2005 1671c 1366935*2^296666-1 89312 g99 2005 1672c 1146621*2^296666-1 89312 g99 2005 1673c 729455*2^296666-1 89312 g99 2005 1674c 723273*2^296666-1 89312 g99 2005 1675c 188241*2^296666-1 89311 g99 2005 1676c 166181*2^296666-1 89311 g99 2005 1677c 135177*2^296666-1 89311 g99 2005 1678d 116567*2^296666-1 89311 g99 2005 1679 775393905*2^296576-1 89288 L40 2004 1680 14825*2^296501+1 89260 p103 2003 Generalized Cullen 1681 Phi(3,-277596^8192) 89185 f7 2004 Generalized unique 1682a 1695*2^296139+1 89150 g336 2005 1683f 417*2^295941-1 89090 g276 2005 1684 395*2^295928-1 89086 g276 2004 1685e 285*2^295791+1 89045 p43 2005 1686d 2846379*2^295666+1 89011 g99 2005 1687d 2578953*2^295666+1 89011 g99 2005 1688d 2484145*2^295666+1 89011 g99 2005 1689d 2460505*2^295666+1 89011 g99 2005 1690d 2365599*2^295666+1 89011 g99 2005 1691d 2348259*2^295666+1 89011 g99 2005 1692d 1601893*2^295666+1 89011 g99 2005 1693d 1213755*2^295666+1 89011 g99 2005 1694 988197*2^295666-1 89011 g99 2004 1695 878793*2^295666+1 89011 g99 2004 1696 856069*2^295666+1 89011 g99 2004 1697 792261*2^295666-1 89011 g99 2004 1698 780553*2^295666+1 89011 g99 2004 1699 768639*2^295666+1 89011 g99 2004 1700 693799*2^295666+1 89011 g99 2004 1701 670383*2^295666+1 89011 g99 2004 1702 523811*2^295666-1 89011 g99 2004 1703 345457*2^295666+1 89010 g99 2004 1704 170847*2^295666-1 89010 g99 2004 1705 Phi(3,-269211^8192) 88967 f7 2004 Generalized unique 1706 31779*2^295343+1 88912 g370 2004 1707 7015*2^295344+1 88912 g370 2004 1708 235601*2^295338-1 88911 g72 2003 1709 210885*2^295335-1 88911 L17 2003 1710d 1041415155*2^295185-1 88869 L40 2005 1711b 519*2^295153+1 88853 g68 2005 1712e 649023375*2^295010-1 88816 L40 2005 1713 15*2^294894+1 88774 p76 2003 1714 67100*21^67100+1 88726 g157 2003 Generalized Cullen 1715b 91*2^294708+1 88718 p149 2005 1716 433911*2^294619+1 88695 g109 2004 1717 413727*2^294619+1 88695 g109 2004 1718e 233*2^294485+1 88652 p43 2005 1719e 235*2^294216+1 88571 p43 2005 1720e 626157675*2^294055-1 88529 L40 2005 1721 523*2^293904+1 88477 g136 2002 1722 312863*2^293881+1 88473 g156 2004 1723 Phi(3,-250412^8192) 88452 f8 2003 Generalized unique 1724 34252725*2^293739-1 88432 p113 2004 1725a 441*2^293727+1 88424 g125 2005 1726 Phi(3,-249256^8192) 88419 f2 2003 Generalized unique 1727 376993*2^293603-1 88389 g220 2002 1728 159*2^293235-1 88275 L91 2004 1729 777*2^293220+1 88271 g374 2004 1730b 1575*2^293056+1 88222 p122 2005 1731 617178705*2^292998-1 88210 L40 2004 1732 Phi(3,-241065^8192) 88181 f2 2003 Generalized unique 1733 39*2^292839-1 88155 L10 2004 1734f 515106735*2^292797-1 88150 L87 2005 1735 Phi(3,-239660^8192) 88140 f2 2004 Generalized unique 1736 115*2^292730+1 88123 g44 2004 1737 1505*2^292668-1 88106 L10 2003 1738 Phi(3,-237765^8192) 88083 f2 2004 Generalized unique 1739f 129*2^292573-1 88076 L38 2005 1740 232798^16384+1 87933 g141 2000 Generalized Fermat 1741d 255255*2^292085+1 87932 L94 2005 1742a 41117*2^291984-1 87901 L6 2005 1743 34252725*2^291801-1 87849 p113 2004 1744 4*65537^18238+1 87844 g131 2004 Generalized Fermat 1745 229310^16384+1 87826 g10 2000 Generalized Fermat 1746 443*2^291693+1 87811 g249 2003 1747 770464695*2^291529-1 87768 L40 2004 1748 Phi(3,-226075^8192) 87725 f2 2004 Generalized unique 1749 Phi(3,-226064^8192) 87724 f2 2004 Generalized unique 1750 Phi(3,-221848^8192) 87590 f2 2003 Generalized unique 1751 49*2^290631-1 87491 L57 2004 1752 399*2^290555-1 87469 g276 2004 1753 216968^16384+1 87432 g10 2000 Generalized Fermat 1754b 2856843*2^290396-1 87425 L81 2005 1755b 2855445*2^290396-1 87425 L81 2005 1756b 2730585*2^290396-1 87425 L81 2005 1757c 2690387*2^290396-1 87425 L81 2005 1758c 2690373*2^290396-1 87425 L81 2005 1759c 2597883*2^290396-1 87425 L81 2005 1760b 2445029*2^290396-1 87425 L81 2005 1761b 2207153*2^290396-1 87425 L81 2005 1762b 2109707*2^290396-1 87425 L81 2005 1763c 2102775*2^290396-1 87425 L81 2005 1764c 1702883*2^290396-1 87425 L81 2005 1765c 1635515*2^290396-1 87425 L81 2005 1766c 1363289*2^290396-1 87425 L81 2005 1767c 711989*2^290396-1 87424 L81 2005 1768c 368037*2^290396-1 87424 L81 2005 1769d 263879*2^290396-1 87424 L81 2005 1770c 152589*2^290396-1 87424 L81 2005 1771 171*2^290403-1 87423 L91 2004 1772 Phi(3,-216582^8192) 87419 f8 2003 Generalized unique 1773 770464695*2^290293-1 87396 L40 2004 1774c 363*2^290278-1 87385 g276 2005 1775c 121550625*2^290012+1 87311 g305 2005 Generalized Fermat 1776 210714^16384+1 87224 g10 2000 Generalized Fermat 1777 34252725*2^289375-1 87119 p113 2004 1778 Phi(3,-206917^8192) 87095 f8 2003 Generalized unique 1779 111546435*2^289259-1 87084 g273 2002 1780 443*2^289073+1 87023 g249 2003 1781f 515106735*2^289006-1 87009 L87 2005 1782e 281263*2^289015-1 87008 L80 2005 1783 16119*2^288935-1 86983 L33 2004 1784 381*2^288935-1 86981 g276 2004 1785f 515106735*2^288827-1 86955 L87 2005 1786 Phi(3,-201749^8192) 86915 f8 2003 Generalized unique 1787 C(288684,144342)-1 86900 p16 2004 Binomial 1788 207*2^288591+1 86877 p150 2004 1789 1009*2^288415-1 86825 L10 2003 1790 1117*2^288138+1 86742 g313 2004 1791 29978*777^29978-1 86654 g267 2002 Generalized Woodall 1792e 1581823815*2^287821-1 86652 L83 2005 1793 13!*2^287800+1 86647 p48 2003 1794c 985389405*2^287748-1 86630 L104 2005 1795 211*2^287388+1 86515 p43 2004 Divides Fermat F(287384) 1796 19911001*2^287272+1 86485 g369 2004 1797 39269*2^287048-1 86415 g173 2002 1798 51*2^286965-1 86387 L38 2004 1799f 425*2^286772-1 86330 g276 2005 1800 Phi(3,-185721^8192) 86326 f3 2003 Generalized unique 1801 763094475*2^286636-1 86295 L40 2004 1802f 1212121*2^286501-1 86252 L89 2005 1803e 123*2^286268+1 86178 p43 2005 1804 521*2^286186-1 86154 g252 2003 1805 43*2^286171-1 86148 L38 2004 1806 353*2^286149+1 86142 g233 2003 1807f 383*2^285892-1 86065 g276 2005 1808 245051*2^285750-1 86025 g106 2000 1809 61*2^285652+1 85992 g241 2004 1810f 275*2^285435+1 85927 p43 2005 1811c 531*2^285421+1 85924 L108 2005 1812c 531*2^285341+1 85899 L108 2005 1813a 1695*2^285313+1 85892 g336 2005 1814 26082*1960^26082-1 85874 p117 2003 Generalized Woodall 1815 1206765*2^285116+1 85835 g336 2003 1816e 129*2^284975+1 85789 p43 2005 1817e 433*2^284943-1 85780 g276 2005 1818 Phi(3,-171797^8192) 85771 f3 2003 Generalized unique 1819 20040229*2^284893-1 85769 g345 2004 1820 19581121*2^284757-1 85728 p49 2001 1821 17226825*2^284586+1 85677 g174 2003 1822 3234846615*2^284529-1 85662 p113 2003 1823 600921*2^284423-1 85626 g337 2004 1824 159371*2^284166-1 85548 g63 2002 1825 763094475*2^284079-1 85526 L40 2004 1826 165306^16384+1 85497 g78 2000 Generalized Fermat 1827 149*2^283881+1 85459 g354 2004 1828a 2005*2^283745-1 85420 L10 2005 1829 Phi(3,-163195^8192) 85405 f3 2003 Generalized unique 1830 162192^16384+1 85362 g78 2000 Generalized Fermat 1831 2*197009#-1 85337 p16 2002 1832 2*5^121995+1 85272 p69 2004 1833 7*2^283034+1 85203 Y 1998 1834 16119*2^282973-1 85188 L33 2004 1835 Phi(3,98377#) 85127 p16 2001 Generalized unique 1836 51*2^282719+1 85109 g196 2002 Divides Fermat F(282717) 1837 65*2^282695+1 85102 gt 2002 1838 692305185*2^282552-1 85066 L40 2004 1839f 649023375*2^282524-1 85058 L40 2005 1840 451*2^282540+1 85056 p149 2004 1841 343372*3^178255-1 85055 g112 2003 1842 986963835*2^282388+1 85017 g368 2003 1843a 38529*2^282347-1 85000 L82 2005 1844f 794977755*2^282306-1 84992 L87 2005 1845 17226825*2^282252+1 84974 g174 2003 1846 16995*2^282003-1 84896 L8 2003 1847 201*2^281865+1 84853 p43 2004 1848 113*2^281769+1 84823 g47 2001 1849 V(10,8,88321)-2^264963-1 84801 p83 2002 1850 1103*2^281676-1 84796 L10 2003 1851 135*2^281631+1 84782 g354 2004 1852 17226825*2^281583+1 84773 g174 2003 1853 255*2^281366-1 84703 L68 2004 1854 692305185*2^281337-1 84700 L40 2004 1855 691490085*2^281288-1 84685 L40 2004 1856 2607*2^281291+1 84681 g61 2004 1857 151*2^281244+1 84666 g44 2004 1858f 794977755*2^280941-1 84581 L87 2005 1859f 641494425*2^280755-1 84525 L40 2005 1860f 636951315*2^280697-1 84508 L40 2005 1861 189*2^280502+1 84442 p43 2004 1862 775393905*2^280453-1 84434 L40 2004 1863 159*2^280438+1 84423 p43 2004 1864b 1575*2^280429+1 84421 p122 2005 1865 130139*2^280296-1 84383 g127 2002 1866 Phi(3,-141329^8192) 84382 f3 2003 Generalized unique 1867 757980795*2^280165-1 84347 L40 2004 1868d 441*2^280133-1 84332 g276 2005 1869f 626157675*2^280099-1 84327 L40 2005 1870 105*2^280022-1 84298 L38 2004 1871 17226825*2^279929+1 84275 g174 2003 1872 691490085*2^279916-1 84272 L40 2004 1873c 355*2^279801-1 84232 g276 2005 1874f 600921*10^84191+1 84197 g337 2005 1875 58298!3-1 84173 p95 2004 Multifactorial 1876 Phi(3,-137159^8192) 84169 f3 2003 Generalized unique 1877 577294575*2^279263+1 84076 g42 2001 1878 111*2^279227-1 84058 L29 2004 1879b 513*2^279213+1 84055 g68 2005 1880c 531*2^279188+1 84047 L108 2005 1881a 29911*2^279111-1 84026 L82 2005 1882 45139*2^279102+1 84023 g366 2004 1883 133858^16384+1 83995 g181 2000 Generalized Fermat 1884 133*2^278806+1 83932 g313 2003 1885f 623442105*2^278654-1 83893 L40 2005 1886e 239*2^278595+1 83868 p43 2005 1887 5189111*2^278550-1 83859 p92 2003 1888d 131*2^278175+1 83742 p43 2005 1889 21480!-1 83727 p65 2001 Factorial 1890f 417*2^278058-1 83707 g276 2005 1891c 365*2^278054-1 83706 g276 2005 1892 351*2^277896+1 83658 g267 2004 1893 Phi(3,-127549^8192) 83652 f2 2003 Generalized unique 1894c 985389405*2^277828-1 83644 L104 2005 1895d 377*2^277810-1 83632 g276 2005 1896 16995*2^277111-1 83423 L19 2003 1897 Phi(3,-123372^8192) 83415 f2 2003 Generalized unique 1898 770464695*2^276941-1 83377 L40 2004 1899 1717958715*2^276926-1 83373 L27 2004 1900e 231*2^276897+1 83357 p43 2005 1901d 371*2^276762-1 83317 g276 2005 1902 1169783175*2^276725-1 83312 L40 2004 1903 2995125705*2^276667-1 83295 L15 2004 1904 5189111*2^276517+1 83247 g262 2003 1905 725196615*2^276377-1 83207 L40 2004 1906 57675!3-1 83184 p95 2004 Multifactorial 1907 778049415*2^276160-1 83142 L40 2004 1908d 423*2^276024+1 83095 g372 2005 1909 986963835*2^275945+1 83077 g368 2003 1910a 1695*2^275898+1 83057 g336 2005 1911 9*2^275859-1 83043 L38 2004 1912 18282^4013*4013^18282-1 82983 p90 2002 1913f 245*2^275419+1 82912 p43 2005 1914f 417*2^275270-1 82868 g276 2005 1915 114024^16384+1 82854 g78 1999 Generalized Fermat 1916 41*2^274897+1 82754 g305 2004 Divides GF(274896,10) 1917a 375*2^274741+1 82708 g233 2005 1918f 626157675*2^274641-1 82684 L40 2005 1919 Phi(3,-110234^8192) 82614 f2 2003 Generalized unique 1920f 275*2^274255+1 82562 p43 2005 1921f 279*2^274202+1 82546 p43 2005 1922d 8331405*2^274141-1 82532 L83 2005 1923 31*2^274115-1 82519 L1 2004 1924 224027*2^273967+1 82478 g341 2003 1925 600921*2^273841+1 82441 g337 2003 1926a 1695*2^273739+1 82407 g336 2005 1927a 2^273690-2^136845-1 82389 p168 2005 1928b 513*2^273482+1 82329 g68 2005 1929 1206765*2^273429+1 82317 g336 2003 1930 40*17257^19416+1 82267 g285 2004 1931 35*2^273251+1 82259 g233 2004 1932b 692835*2^273179-1 82241 L87 2005 1933 4665119*2^273117+1 82224 g42 2004 1934 93*2^273044+1 82197 g196 2003 1935 30053*2^272854-1 82142 L82 2004 1936 101830^16384+1 82050 g78 1999 Generalized Fermat 1937 (10^40950+1)*(10^20055+1)*(10^10374+1)*(10^4955+1)*(10^2507+1)*(10^126\ 1+1)*(3*R(1898)+555531001*10^940-R(958))+1 82000 p87 2003 1938b 1112888205*2^272364-1 81999 L40 2005 1939 27253*2^272347-1 81990 g23 1998 1940 3333337*2^272082+1 81912 g1 2004 1941 Phi(3,-99732^8192) 81901 f3 2003 Generalized unique 1942e 121*2^272052+1 81898 p43 2005 Generalized Fermat 1943 93*2^272034+1 81893 g196 2003 1944f 221*2^271961+1 81871 p43 2005 1945 2*887^27771+1 81868 gb1 2004 Divides Phi(887^27771,2) 1946 778049415*2^271768-1 81820 L40 2004 1947 9545*2^271711+1 81798 g313 2004 1948a 1695*2^271547+1 81748 g336 2005 1949 Phi(3,-97285^8192) 81725 f3 2003 Generalized unique 1950f 261*2^271361+1 81691 p43 2005 1951d 141*2^271131+1 81621 p43 2005 1952 74669*2^271016-1 81589 g188 2001 1953f 247*2^270794+1 81520 p43 2005 1954 29835*2^270738+1 81505 g272 2002 1955d 143*2^270285+1 81367 p43 2005 1956 435*2^270243+1 81354 g196 2003 1957 19581121*2^270117-1 81321 p49 2001 1958 63*2^270094+1 81309 gt 2002 Divides Fermat F(270091) 1959 210885*2^270025-1 81291 L15 2003 1960f 1207*2^269989-1 81278 g380 2005 1961b 692835*2^269778-1 81218 L87 2005 1962d 423*2^269598+1 81160 g372 2005 1963f 171*2^269539-1 81142 L91 2005 1964d 8331405*2^269433-1 81115 L83 2005 1965a 1695*2^269366+1 81091 g336 2005 1966 177*2^269320+1 81076 g226 2003 1967 Phi(3,-88805^8192) 81076 f3 2003 Generalized unique 1968 56282!3-1 80976 p129 2004 Multifactorial 1969 692305185*2^268877-1 80949 L40 2004 1970 183*2^268732+1 80899 p43 2004 1971 397*2^268601-1 80860 g276 2004 1972a 3803443215*2^268253-1 80762 L117 2005 1973e 129*2^268271+1 80760 p43 2005 1974 735*2^268251-1 80755 g172 2004 1975 423*2^268231-1 80749 g276 2004 1976 735*2^268205-1 80741 g172 2004 1977d 445*2^268131-1 80719 g276 2005 1978 11*2^268009+1 80680 g258 2002 1979 9545*2^267925+1 80658 g313 2004 1980f 107*2^267916-1 80653 g23 2005 1981b 371*2^267911+1 80652 g233 2005 1982 2995125705*2^267830-1 80635 L45 2004 1983 (10^40293-1)^2-2 80586 p48 2004 Near-repdigit 1984 199*2^267614+1 80563 p43 2004 1985b U(4*90813^2029,-100*90813^8116+24*90813^4058-1,5) 80485 x5 2005 1986 18740*3^168662-1 80477 p120 2004 Generalized Woodall 1987b U(4*90665^2029,-100*90665^8116+24*90665^4058-1,5) 80474 x5 2005 1988 763094475*2^267241-1 80457 L40 2004 1989 237413*2^267149+1 80426 g156 2002 1990 105635*2^267124-1 80418 L82 2004 1991 29#*2^267066+1 80405 p112 2004 1992 1941*2^267025-1 80386 L70 2004 1993 198113*2^267005+1 80382 g335 2001 1994 191*2^266997+1 80377 p43 2004 1995a 600105*2^266920+1 80357 g337 2005 1996 916470555*2^266685+1 80290 g108 2002 1997 281223*2^266671-1 80282 g99 2003 1998 226693*2^266671-1 80282 g99 2003 1999 94593*2^266671-1 80281 g99 2003 2000 568683*2^266667-1 80281 g99 2003 2001 375811*2^266667-1 80281 g99 2003 2002 737559*2^266666+1 80281 g99 2003 2003 249513*2^266667-1 80281 g99 2003 2004 497061*2^266666-1 80281 g99 2003 2005 7821*2^266671-1 80280 g99 2003 2006 237171*2^266666-1 80280 g99 2003 2007 108477*2^266666-1 80280 g99 2003 2008f 19249*2^266663-1 80278 L83 2005 2009d 985389405*2^266500-1 80234 L104 2005 2010 20030919*2^266261+1 80160 g344 2004 2011 65*2^266237+1 80148 gt 2002 2012 757980795*2^266173-1 80135 L40 2004 2013b 1112888205*2^266115-1 80118 L40 2005 2014 119*2^266136-1 80117 L38 2004 2015 69863293*2^266115-1 80117 L40 2004 2016 C(266110,133055)-1 80105 p16 2003 Binomial 2017 Phi(3,-77306^8192) 80089 f3 2003 Generalized unique 2018 195*2^265954+1 80063 p43 2004 2019 Phi(3,-76869^8192) 80049 f3 2003 Generalized unique 2020c U(4*85155^2029,-100*85155^8116+24*85155^4058-1,5) 80032 x5 2005 2021 757980795*2^265787-1 80019 L40 2004 2022e 255*2^265808+1 80019 p43 2005 2023 692305185*2^265760-1 80011 L40 2004 2024 20050101*2^265760+1 80010 g345 2004 2025c 21624*10^80000-1 80005 g276 2005 2026 21323*2^265642-1 79971 L82 2004 2027 1009*2^265469-1 79918 L10 2003 2028 203*2^265089+1 79803 p43 2004 2029d 269*2^264932-1 79755 L15 2005 2030a 1071*2^264875-1 79739 L80 2005 2031e 121*2^264632+1 79665 p43 2005 Generalized Fermat 2032 46640*51^46640-1 79646 p120 2004 Generalized Woodall 2033d 255255*2^264549-1 79643 L94 2005 2034 616385055*2^264520-1 79638 L40 2004 2035 546529*2^264498+1 79628 g78 2000 2036d 8331405*2^264459-1 79618 L83 2005 2037 4*7^94133+1 79553 p67 2004 2038a 38382*118^38382+1 79528 g392 2005 Generalized Cullen 2039 267763*2^264115-1 79512 g59 2000 2040 119744!7-1 79444 p3 2002 Multifactorial 2041c 357*2^263518-1 79330 g276 2005 2042b 2095*2^263467-1 79315 L10 2005 2043 63*2^263413+1 79298 gt 2002 Divides GF(263407,6) 2044 2*3^165896+1 79153 gb1 2003 2045 19990809*2^262846+1 79132 g121 2000 2046e 1581823815*2^262774-1 79113 L83 2005 2047 67234^16384+1 79096 g0 1999 Generalized Fermat 2048 105*2^262670-1 79074 L38 2004 2049 7844265*2^262644+1 79071 g336 2003 2050d 985389405*2^262543-1 79043 L104 2005 2051 Phi(3,-66726^8192) 79042 f3 2003 Generalized unique 2052a 501*2^262493+1 79021 g68 2005 2053 262419*2^262419+1 79002 DS 1998 Cullen 2054 10^78942+10111100100111101*10^39463+1 78943 p91 2004 Tetradic Palindrome 2055b 3105*2^262201+1 78934 g258 2005 2056a 2625*2^262198-1 78933 L113 2005 2057 53251*2^262164+1 78924 g97 2001 2058f 123543*2^262144-1 78919 L38 2005 2059d 228255*2^262143-1 78919 L1 2005 2060e 184099*2^262143-1 78919 L1 2005 2061 132261*2^262143+1 78919 p15 2001 2062 50167*2^262144+1 78918 g269 2003 2063f 75411*2^262143-1 78918 L1 2005 2064 10051*2^262144+1 78918 g269 2003 2065 9183*2^262112+1 78908 CR 1997 2066 131*2^261999+1 78872 p91 2003 2067 17226825*2^261875+1 78840 g174 2003 2068 210037627*2^261861-1 78837 L10 2003 2069 649023375*2^261846-1 78833 L40 2004 2070b 2009*2^261816-1 78818 L10 2005 2071 Phi(3,-64475^8192) 78798 f3 2003 Generalized unique 2072f 5*10^78790-1 78791 g243 2005 Near-repdigit 2073 Phi(3,-64245^8192) 78772 f3 2003 Generalized unique 2074f 1207*2^261625-1 78761 g380 2005 2075f 425*2^261562-1 78741 g276 2005 2076b 1063*2^261527-1 78731 L80 2005 2077 123*2^261530-1 78731 L50 2004 2078d 345*2^261455+1 78709 g258 2005 2079b 5865*2^261351-1 78679 p165 2005 2080 666625245*2^261209-1 78641 L27 2003 2081 137*2^261147+1 78616 MC 2000 2082a 1695*2^261137+1 78614 g336 2005 2083 916470555*2^261091+1 78606 g108 2001 2084 29*2^261031+1 78580 gt 1999 2085f 261*2^260997+1 78571 p43 2005 2086c 6555*2^260989-1 78570 L87 2005 2087 215*2^260991+1 78569 p43 2004 2088 492953*2^260957+1 78562 g182 2002 2089f 425*2^260930-1 78551 g276 2005 2090a 283186755*2^260752+1 78503 g42 2005 2091 1117*2^260474+1 78414 g313 2004 2092 C(260453,130226)-1 78402 p16 2003 Binomial 2093 19960809*2^260391+1 78393 g340 2004 2094b 2057*2^260294-1 78360 L10 2005 2095 794977755*2^260201-1 78338 L87 2004 2096b 1097*2^260156-1 78318 L80 2005 2097 30121977*2^259902-1 78246 g358 2004 2098 692305185*2^259892-1 78245 L40 2004 2099 765*2^259876-1 78234 g173 2002 2100 Phi(3,-955^13122) 78208 p42 2003 Generalized unique 2101c 825*2^259541-1 78133 L115 2005 2102 255*2^259537-1 78131 g320 2003 2103 835*2^259513-1 78125 g349 2004 2104 432983*2^259453+1 78109 g182 2002 2105f 19950831*2^259274-1 78057 L71 2005 2106 171*2^259262-1 78048 L91 2004 2107e 355424355*2^259209-1 78039 L87 2005 2108e 255255*2^259196+1 78032 L94 2005 2109 699*2^259195-1 78029 L21 2004 2110 2*994871^13005+1 78002 g187 2003 Divides Phi(994871^13005,2) 2111 413*2^259090-1 77997 g276 2004 2112c 1575*2^259082+1 77995 p133 2005 2113f 971*2^258914-1 77944 L79 2005 2114 144817*2^258857-1 77929 g59 2000 2115 515106735*2^258777-1 77909 L87 2004 2116b 1023*2^258755-1 77897 L80 2005 2117 117762645*2^258724-1 77892 g336 2004 2118 C(258570,129285)+1 77835 p16 2003 Binomial 2119 25905*2^258526-1 77829 L8 2003 2120 515106735*2^258467-1 77816 L87 2004 2121e 117*2^258442+1 77801 p43 2005 2122 81517*2^258321-1 77768 g23 1999 2123b 2015*2^258296-1 77759 L10 2005 2124f 693*2^258227-1 77737 L103 2005 2125e 281263*2^258215-1 77736 L80 2005 2126b 692835*2^258213-1 77736 L87 2005 2127 86328!5-1 77730 p93 2004 Multifactorial 2128f 261*2^258179+1 77723 p43 2005 2129 Phi(3,-55361^8192) 77713 f3 2003 Generalized unique 2130d 337*2^257930+1 77648 g124 2005 2131 468833979*2^257868-1 77635 L25 2003 2132 453486045*2^257868-1 77635 L25 2003 2133 213945639*2^257868-1 77635 L25 2003 2134 611325*2^257842+1 77624 g305 2003 2135a 379*2^257734+1 77589 g233 2005 2136 16119*2^257709-1 77583 L33 2004 2137 669*2^257639-1 77560 L21 2004 2138b 444081495*2^257480-1 77518 L40 2005 2139 511*2^257413-1 77492 L21 2004 2140 979*2^257317-1 77464 L79 2004 2141e 615*2^257294-1 77457 g320 2005 2142c 825*2^257168-1 77419 L115 2005 2143 111546435*2^257139-1 77415 g273 2002 2144b 2069*2^257024-1 77376 L10 2005 2145c 56644*3^162147+1 77369 x28 2005 2146 37*2^256954+1 77353 gt 2002 2147d 445*2^256779-1 77301 g276 2005 2148d 423*2^256686+1 77273 g372 2005 2149 15809*2^256640-1 77261 g121 2001 2150 C(256646,128323)-1 77256 p16 2003 Binomial 2151a 567*2^256585-1 77243 g384 2005 2152c 246419198025*2^256534-1 77236 L106 2005 2153 74669*2^256504-1 77221 g188 2001 2154 289797523*2^256435-1 77204 L10 2004 2155 16995*2^256435-1 77199 L8 2003 2156b 879*2^256433-1 77197 L79 2005 2157 37310!2+1 77189 p119 2003 Multifactorial 2158f 955*2^256203-1 77128 L79 2005 2159 149*2^256099+1 77096 g354 2004 2160 53846*3^161539-1 77079 p120 2004 Generalized Woodall 2161a 1149*2^256015-1 77072 L80 2005 2162 653*2^255982-1 77062 g319 2002 2163 183*2^255949+1 77051 p43 2004 2164c 3105*2^255775+1 77000 g258 2005 2165 2*6^98898-1 76958 L 2003 2166 909375*2^255529-1 76928 g99 2003 2167 811939*2^255529-1 76928 g99 2003 2168 800827*2^255529-1 76928 g99 2003 2169 772585*2^255529-1 76928 g99 2003 2170 656701*2^255529-1 76928 g99 2003 2171 595405*2^255529-1 76928 g99 2003 2172 402903*2^255529+1 76928 g99 2003 2173 310971*2^255529-1 76928 g99 2003 2174 309241*2^255529-1 76928 g99 2003 2175 14847*2^255529-1 76927 g99 2003 2176a 317*2^255508-1 76919 L118 2005 2177 186615*2^255459+1 76907 g196 2002 2178 123*2^255402-1 76886 L50 2004 2179 189*2^255372-1 76877 L91 2004 2180c 483*2^255344-1 76869 L112 2005 2181 419*2^255288-1 76852 g276 2004 2182 982959*2^255259-1 76847 g99 2003 2183 271935*2^255259+1 76847 g99 2003 2184 265411*2^255259-1 76847 g99 2003 2185 61831*2^255259-1 76846 g99 2003 2186 24859*2^255259-1 76846 g99 2003 2187c 999*2^255231+1 76836 L110 2005 2188 (2^85075+1)^3-2 76831 p44 2004 2189 91*2^255020+1 76771 gt 2002 2190f 129*2^254975-1 76758 L38 2005 2191 405*2^254906-1 76737 g276 2004 2192 Phi(3,-48147^8192) 76720 f3 2003 Generalized unique 2193 3611911875*2^254790-1 76709 L32 2004 2194d 319*2^254747-1 76689 g384 2005 2195 641494425*2^254669-1 76672 L40 2004 2196 7844265*2^254581+1 76644 g336 2003 2197f 963*2^254567-1 76636 L79 2005 2198e 437*2^254510-1 76618 g276 2005 2199a 527*2^254464-1 76605 L120 2005 2200 20050101*2^254443+1 76603 g345 2004 2201b 1765576395*2^254434-1 76602 L40 2005 2202 29835*2^254284+1 76552 g272 2003 2203 779*2^254232-1 76535 g324 2003 2204f 693*2^254007-1 76467 L103 2005 2205 987*2^253913-1 76439 g320 2002 2206b 2021*2^253870-1 76426 L10 2005 2207b 1625260065*2^253804-1 76412 L40 2005 2208b 2015*2^253756-1 76392 L10 2005 2209 37558*108^37558+1 76376 p126 2004 Generalized Cullen 2210 301*2^253457-1 76301 g320 2002 2211 692305185*2^253428-1 76299 L40 2004 2212e 255*2^253233+1 76234 p43 2005 2213 986963835*2^253171+1 76222 g368 2003 2214 39496*85^39496+1 76209 g157 2004 Generalized Cullen 2215c 297*2^253070-1 76185 g320 2005 2216 55*2^253047-1 76177 L56 2004 2217 35*2^252910-1 76136 L56 2004 2218e 289*2^252858+1 76121 p43 2005 Generalized Fermat 2219 C(252788,126394)+1 76094 p16 2003 Binomial 2220 2501341*2^252525-1 76024 L74 2004 2221 2292541*2^252525-1 76024 L74 2004 2222 1785159*2^252525-1 76024 L74 2004 2223 1307659*2^252525-1 76024 L74 2004 2224 1085059*2^252525-1 76024 L74 2004 2225 1047777*2^252525-1 76024 L74 2004 2226 943309*2^252525-1 76024 L74 2004 2227 698049*2^252525-1 76024 L74 2004 2228 508437*2^252525-1 76024 L74 2004 2229 3008356065*2^252424-1 75997 L40 2004 2230a 1127*2^252230-1 75932 L80 2005 2231 29*2^252227+1 75930 gt 1999 2232 735*2^252147-1 75907 g318 2003 2233c 479*2^251952-1 75848 L21 2005 2234 367*2^251898+1 75832 g267 2004 2235d 937*2^251817-1 75808 L79 2005 2236c 3193196517959811074^4096+1 75794 p21 2005 Generalized Fermat 2237b 525*2^251758-1 75790 L21 2005 2238 563*2^251754-1 75789 p1 2002 2239 17226825*2^251724+1 75784 g174 2002 2240d 1286757285*2^251647-1 75763 L40 2005 2241a 1195*2^251549-1 75727 L80 2005 2242 11081493*2^251234+1 75637 g144 2001 2243 10469337*2^251234+1 75636 g144 2001 2244 10189197*2^251234+1 75636 g144 2001 2245 9783903*2^251234+1 75636 g144 2001 2246 187377*2^251234-1 75635 g144 2001 2247 10^75630+8*10^37815+1 75631 p16 2002 Palindrome 2248 60239*18^60239+1 75622 g157 2002 Generalized Cullen 2249 121*2^251184+1 75617 gt 2002 Generalized Fermat 2250d 1107349485*2^251151-1 75614 L40 2005 2251a 1149*2^251032-1 75572 L80 2005 2252f 245*2^251025+1 75569 p43 2005 2253c 1095*2^251014-1 75566 L80 2005 2254a 1197*2^251008-1 75565 L80 2005 2255 649023375*2^250981-1 75562 L40 2004 2256e 363*2^250966-1 75551 g276 2005 2257f 955*2^250961-1 75550 L79 2005 2258 721969*2^250898+1 75534 g182 2001 2259 Phi(3,-40755^8192) 75534 f3 2003 Generalized unique 2260 350689*2^250850+1 75519 g338 2004 2261 Phi(3,-40301^8192) 75454 f3 2003 Generalized unique 2262c 1069*2^250631-1 75451 L80 2005 2263f 273*2^250338+1 75362 p43 2005 2264c 1059*2^250288-1 75348 L80 2005 2265c 1055*2^250276-1 75344 L80 2005 2266 135*2^250268+1 75341 g354 2004 2267 99088!6+1 75339 p144 2004 Multifactorial 2268 757980795*2^250137-1 75308 L40 2004 2269 111113277*2^250132+1 75306 g8 1998 2270e 255255*2^250137+1 75305 L94 2005 2271e 682275*2^250007+1 75266 g367 2005 2272e 634137*2^250007+1 75266 g367 2005 2273e 544025*2^250007+1 75266 g367 2005 2274e 498191*2^250007+1 75266 g367 2005 2275e 441167*2^250007+1 75266 g367 2005 2276 50519*2^250007+1 75265 g367 2004 2277 995913*2^250000+1 75264 g367 2004 2278 839001*2^250000+1 75264 g367 2004 2279 772623*2^250000+1 75264 g367 2004 2280 736875*2^250000+1 75264 g367 2004 2281 712873*2^250000+1 75264 g367 2004 2282 664123*2^250000+1 75264 g367 2004 2283 453007*2^250000+1 75264 g367 2004 2284 42597*2^250000+1 75263 g367 2004 2285 49959*2^249975+1 75255 g6 2002 2286 28845*2^249975+1 75255 g6 2001 2287c 3105*2^249798+1 75201 g258 2005 2288b 871*2^249745-1 75184 L79 2005 2289 16072^4077*4077^16072-1 75174 p90 2002 2290 161*2^249710-1 75173 L10 2004 2291 227*2^249599+1 75140 p43 2004 2292 (6^48257-1)^2-2 75103 p13 2004 2293 770464695*2^249428-1 75095 L40 2004 2294c 1081*2^249411-1 75084 L80 2005 2295b 2075*2^249390-1 75078 L10 2005 2296a 435435*2^249329-1 75062 L87 2005 2297 123*2^249242-1 75032 L50 2004 2298 79365*2^249180-1 75016 L8 2004 2299a 6969*2^249129-1 75000 L82 2005 2300f 263*2^249117+1 74995 p43 2005 2301 45*2^249065-1 74978 g292 2003 2302a 99*10^74957+1 74959 p69 2005 2303 770464695*2^248966-1 74956 L40 2004 2304a 30*7^88677+1 74943 g375 2005 2305 465*2^248940-1 74942 L9 2003 2306c 1061*2^248870-1 74921 L80 2005 2307 203*2^248862-1 74918 L40 2004 2308c 1417452465*2^248817-1 74911 L40 2005 2309b 2059*2^248773-1 74892 L10 2005 2310 2^248684-2^90090-1 74862 p38 2003 2311a 43*10^74831+1 74833 p69 2005 2312d 909*2^248539-1 74821 L79 2005 2313 392737*2^248517-1 74817 g59 1999 2314 29835*2^248472+1 74802 g272 2002 2315 1805444*3^156750+1 74796 g112 2003 2316c 321*2^248421-1 74785 g384 2005 2317c 1041*2^248391-1 74777 L80 2005 2318f 231*2^248359-1 74766 L102 2005 2319c 1065*2^248347-1 74763 L80 2005 2320 392535*2^248126-1 74699 L8 2004 2321 79*2^248055-1 74674 L56 2004 2322 915*2^247897-1 74628 g320 2004 2323a 35*6^95875+1 74607 g375 2005 2324a 635*2^247758-1 74586 g219 2005 2325 693769*2^247742+1 74584 g78 2001 2326 Phi(3,-35629^8192) 74577 f3 2003 Generalized unique 2327 17411745*2^247664+1 74562 g174 2003 2328 5189111*2^247599+1 74542 g262 2003 2329 165*2^247446+1 74491 g196 2002 2330 616385055*2^247348-1 74468 L40 2004 2331 1953*2^247330+1 74458 g136 2004 2332 626157675*2^247257-1 74441 L40 2004 2333 229515*2^247263-1 74439 L8 2004 2334 95*2^247265+1 74437 gt 2002 2335 513*2^247246-1 74432 L21 2004 2336 20040229*2^247211-1 74426 g345 2004 2337 768216735*2^247181-1 74418 L9 2003 2338a 2079*2^247186+1 74414 g258 2005 2339 409695*2^247171-1 74412 L8 2004 2340 22695*2^247131+1 74399 g79 1999 2341 135*2^247090+1 74384 g354 2004 2342a 565*2^247067-1 74378 g384 2005 2343b 1171*2^247063-1 74377 L80 2005 2344 247039*2^247038+1 74372 p103 2004 2345 332475*2^246996-1 74359 L8 2004 2346 17411745*2^246968+1 74353 g174 2003 2347b 76*3^155807+1 74341 g375 2005 2348 8*10^74318-1 74319 g243 2004 Near-repdigit 2349 35*2^246732-1 74276 L56 2004 2350 1499747*2^246666-1 74261 g99 2004 2351 745065*2^246666-1 74260 g99 2004 2352 196563*2^246666-1 74260 g99 2004 2353 28415*2^246666-1 74259 g99 2004 2354b 43*10^74243+1 74245 p67 2005 2355 11*171559#+1 74244 p16 2000 2356c 1029*2^246472-1 74199 L80 2005 2357c 165*2^246426-1 74184 L32 2005 2358 189*2^246356-1 74163 L91 2004 2359b 473*2^246354-1 74163 L118 2005 2360 303*2^246281+1 74141 g124 2003 2361 250147031*2^246122-1 74099 L10 2004 2362 22066791*2^246123-1 74098 g276 2004 2363f 91*2^245989-1 74053 L1 2005 2364 466783*2^245839-1 74011 g59 2001 2365c 1083*2^245735-1 73977 L80 2005 2366 5*2^245728-1 73973 L54 2004 2367 1009*2^245701-1 73967 L10 2003 2368d 531*2^244952+1 73741 g388 2005 2369b 1125*2^244938-1 73737 L80 2005 2370 255381*2^244897-1 73727 L82 2004 2371d 2^244898-2^122449-1 73722 p168 2005 2372b 84*5^105439+1 73701 g375 2005 2373 C(244770,122385)-1 73681 p16 2003 Binomial 2374f 355424355*2^244702-1 73672 L87 2005 2375b 75*6^94623+1 73633 g375 2005 2376 91*2^244520+1 73610 gt 2002 2377 (2^81454-2)^3+9 73561 p44 2004 2378 323895*2^244192-1 73515 L8 2004 2379 4845*2^244136+1 73496 g267 2003 2380 195*2^243999-1 73454 L5 2003 2381 49718*30^49718+1 73445 g157 2001 Generalized Cullen 2382b 26*3^153841+1 73403 g375 2005 2383 3856733595*2^243767-1 73391 L40 2004 2384 96880162584451340130465*2^243709+1 73387 p106 2004 2385b 45*10^73384+1 73386 g375 2005 2386 237*2^243772+1 73386 p43 2004 2387b 1185*2^243765-1 73384 L80 2005 2388c 293*2^243698-1 73363 g320 2005 2389c 469*2^243635-1 73345 L112 2005 2390 141459*2^243617+1 73342 g107 2001 2391c 1081*2^243549-1 73319 L80 2005 2392 217807*2^243537-1 73318 g59 1999 2393 201*2^243544+1 73317 p43 2004 2394b 873*2^243502-1 73305 L79 2005 2395 143715*2^243406-1 73278 L8 2004 2396c 347*2^243391+1 73271 g124 2005 2397 265995345*2^243371-1 73271 g344 2004 2398 51393!3+1 73266 p119 2003 Multifactorial 2399 45*2^243321+1 73249 gt 2002 2400a 549*2^243209+1 73216 g305 2005 2401f 64387*2^243001-1 73156 g323 2005 2402c 78*10^73140+1 73142 g375 2005 2403f 245*2^242925+1 73131 p43 2005 2404f 704490083637100546^4096+1 73105 p21 2005 Generalized Fermat 2405c 63*10^73096+1 73098 g375 2005 2406c 459*2^242715-1 73068 L21 2005 2407c 16*5^104516+1 73055 g375 2005 Generalized Fermat 2408e 37718*5^104499+1 73047 g61 2005 2409 625*2^242577-1 73026 g324 2003 2410b 3803443215*2^242541-1 73022 L117 2005 2411 175*2^242514+1 73007 p43 2004 2412c 48*7^86382+1 73003 g375 2005 2413 4232710317*2^242424-1 72987 L6 2004 2414 4131747417*2^242424-1 72987 L6 2004 2415 3999831327*2^242424-1 72987 L6 2004 2416 3998199285*2^242424-1 72987 L6 2004 2417 3777587235*2^242424-1 72987 L6 2004 2418 3429571005*2^242424-1 72987 L6 2004 2419 3186758235*2^242424-1 72987 L6 2003 2420 3139813035*2^242424-1 72987 L6 2003 2421 3131681367*2^242424-1 72987 L6 2003 2422 2883779955*2^242424-1 72987 L6 2003 2423 2671257087*2^242424-1 72987 L6 2003 2424 2394391575*2^242424-1 72987 L6 2003 2425 2330771235*2^242424-1 72987 L6 2003 2426 2321382807*2^242424-1 72987 L6 2003 2427 1386369507*2^242424-1 72987 L6 2003 2428 1290660597*2^242424-1 72987 L6 2003 2429 1252805967*2^242424-1 72986 L6 2003 2430 1175957085*2^242424-1 72986 L6 2003 2431 1034137977*2^242424-1 72986 L6 2003 2432 797479167*2^242424-1 72986 L6 2003 2433 660522495*2^242424-1 72986 L6 2003 2434 437119347*2^242424-1 72986 L6 2003 2435 329039025*2^242424-1 72986 L6 2003 2436 262802445*2^242424-1 72986 L6 2003 2437c 38*6^93788+1 72983 g375 2005 2438 76299*2^242425-1 72983 L6 2004 2439 26491*2^242425-1 72982 L6 2004 2440c 72*10^72963+1 72965 g375 2005 2441 2*5867^19359+1 72954 gb1 2003 Divides Phi(5867^19359,2) 2442b 1161*2^242322-1 72950 L80 2005 2443 763094475*2^242272-1 72941 L40 2004 2444c 6*10^72926+1 72927 g375 2005 2445 3333333*2^242232+1 72926 g1 2004 2446b 1171*2^242199-1 72913 L80 2005 2447 49335*2^242161-1 72903 L8 2004 2448c 52*6^93674+1 72895 g375 2005 2449 636951315*2^242053-1 72875 L40 2004 2450d 445*2^242051-1 72868 g276 2005 2451c 49*10^72861+1 72863 g375 2005 2452 307211*2^241978-1 72849 g59 1999 2453d 1049*2^241884-1 72818 L80 2005 2454c 13*10^72808+1 72810 g375 2005 2455 2*3^152529+1 72776 gb 2000 Divides Phi(3^152528,2) 2456 459*2^241665+1 72752 g267 2002 2457 20050101*2^241644+1 72750 g345 2004 2458 243*2^241602+1 72732 p43 2004 2459e 220141542581*2^241534-1 72721 L85 2005 2460 3856733595*2^241516-1 72714 L40 2004 2461a 355*2^241368+1 72662 p161 2005 2462 189*2^241297+1 72640 p43 2004 2463c 271*2^241211-1 72615 g320 2005 2464 Phi(3,-42017#^2) 72612 p43 2000 Generalized unique 2465 507*2^241173-1 72604 L21 2004 2466 16995*2^241068-1 72573 L8 2003 2467 257*2^241071+1 72573 g361 2004 2468 (6^46631-1)^2-2 72572 p13 2004 2469c 87*10^72567+1 72569 g375 2005 2470 5*2^240937+1 72530 Y 1997 2471c 74*3^152001+1 72525 g375 2005 2472e 141*2^240885+1 72516 p43 2005 2473 2375164605*2^240838-1 72509 L40 2004 2474 17411745*2^240824+1 72503 g174 2002 2475 10^72500-7*10^25509-1 72500 p48 2003 Near-repdigit 2476 191*2^240802-1 72491 L15 2004 2477f 267*2^240778+1 72484 p43 2005 2478 166524!11-1 72474 p88 2003 Multifactorial 2479b 879*2^240732-1 72471 L79 2005 2480 3856733595*2^240617-1 72443 L40 2004 2481 20943!/20939#-1 72401 p16 2000 Compositorial 2482 439*2^240411-1 72374 g276 2004 2483a 1161*2^240409+1 72374 p69 2005 2484c 91*10^72337+1 72339 g375 2005 2485f 1995*2^240279-1 72335 L94 2005 2486 156949623791*2^240226-1 72327 L85 2004 2487 96880162584451340130465*2^240057+1 72288 p106 2004 2488 195*2^240110+1 72283 p43 2004 2489d 19950931*2^240064+1 72274 p147 2005 2490 600921*2^240035+1 72264 g337 2003 2491 49930*28^49930+1 72262 g157 2001 Generalized Cullen 2492a 983*2^239969+1 72241 p161 2005 2493a 417*2^239956+1 72237 p161 2005 2494 265995345*2^239902-1 72227 g344 2004 2495 37*2^239902+1 72220 gt 2002 2496 189*2^239891-1 72217 L91 2004 2497 431*2^239882-1 72215 g263 2001 2498 982451707*2^239848+1 72211 g15 1998 2499 191819*2^239852-1 72208 L33 2003 2500 57*2^239854-1 72206 L56 2004 2501 187*2^239832+1 72199 p43 2004 2502 417*2^239829-1 72199 g276 2004 2503 651*2^239810-1 72193 L21 2004 2504 195*2^239773+1 72182 p43 2004 2505 225*2^239726+1 72168 g305 2003 Generalized Fermat 2506c 1195*2^239695-1 72159 L80 2005 2507 362026665*2^239630+1 72145 g283 2004 2508c 86*3^151175+1 72131 g375 2005 2509 50649!3+1 72098 p119 2003 Multifactorial 2510a 1167*2^239470+1 72091 p69 2005 2511f 1995*2^239412-1 72074 L94 2005 2512d 64*3^151039+1 72066 x28 2005 2513a 1109*2^239297+1 72039 p69 2005 2514 1009*2^239173-1 72002 L10 2003 2515 172524952961*2^239118-1 71993 L85 2004 2516a 1173*2^239110+1 71983 p69 2005 2517 69*2^239019-1 71954 L38 2004 2518e 141*2^239005+1 71950 p43 2005 2519 649023375*2^238973-1 71947 L40 2004 2520 108713361787*2^238869-1 71918 L85 2004 2521 339694931*2^238806-1 71897 L10 2004 2522 631*2^238781-1 71884 L21 2004 2523e 256*3^150645+1 71879 x28 2005 2524a 385*2^238760+1 71877 p161 2005 2525f 247*2^238734+1 71869 p43 2005 2526d 273*2^238687-1 71855 g320 2005 2527d 267*2^238670-1 71850 g320 2005 2528 Phi(3,-24274^8192) 71847 f3 2003 Generalized unique 2529 25229*2^238652-1 71846 g0 1998 2530 741*2^238615-1 71834 g320 2003 2531b 2079*2^238538+1 71811 g258 2005 2532 979*2^238391-1 71766 L79 2004 2533 321043*2^238303-1 71742 g59 1999 2534 1212121*2^238271-1 71733 L89 2004 2535a 403*2^238276+1 71731 L1 2005 2536a 543*2^238252+1 71724 g305 2005 2537 189*2^238202+1 71709 p43 2004 2538 507*2^238177-1 71702 L21 2004 2539 133*2^238163-1 71697 g23 2004 2540a 4465*2^238127-1 71688 L82 2005 2541 333*2^238130+1 71687 p91 2004 2542 577294575*2^238106+1 71686 g42 2001 2543 193*2^238092+1 71676 p43 2004 2544 197*2^238083+1 71673 p43 2004 2545d 53446517*2^238059+1 71671 g267 2005 2546 20040229*2^237993-1 71651 g345 2004 2547 135*2^238003+1 71649 g354 2004 2548 309104959611256834^4096+1 71640 p21 2004 Generalized Fermat 2549 189*2^237968-1 71638 L91 2004 2550 165*2^237948+1 71632 g196 2002 2551 Phi(3,-23519^8192) 71622 f3 2003 Generalized unique 2552 821*2^237846-1 71602 g324 2003 2553 951*2^237831-1 71598 g320 2003 2554d 80*3^149994+1 71568 g375 2005 2555 7844265*2^237710+1 71565 g336 2003 2556f 973*2^237711-1 71562 L79 2005 2557 139425*2^237594-1 71529 L8 2004 2558 4845*2^237536+1 71510 g267 2003 2559 623442105*2^237515-1 71508 L40 2004 2560a 403*2^237524+1 71505 L1 2005 2561 C(237519,118760)+1 71498 p16 2003 Binomial 2562 503*2^237490-1 71495 L21 2004 2563 577294575*2^237384+1 71469 g42 2001 2564 641494425*2^237375-1 71466 L40 2004 2565 375375*2^237367-1 71461 L8 2004 2566 (2^79127+1)^3-2 71459 p44 2004 2567 25905*2^237351-1 71455 L8 2003 2568 34130*124^34130-1 71454 p120 2004 Generalized Woodall 2569 94412!6+1 71453 p144 2004 Multifactorial 2570a 76724858227102894277...(71412 other digits)...62083116296970179419 71452 p140 2005 2571 761*2^237270-1 71429 g219 2004 2572 71*2^237243+1 71420 gt 2004 2573d 28*3^149671+1 71413 g375 2005 2574d 1043*2^237186-1 71404 L80 2005 2575c (186624*(1766!/1457!)^8-1)^9-(559872*(1766!/1457!)^9-6*1766!/1457!)^8 71391 p140 2005 2576d 1015*2^237103-1 71379 L80 2005 2577 625394055*2^237061-1 71372 L45 2004 2578 419*2^237028-1 71356 g276 2004 2579 69*2^236989-1 71343 L38 2004 2580 301*2^236969-1 71338 g320 2002 2581a (6973!+2)^3-9 71323 p44 2005 2582 10^71316+610747016*10^35654+1 71317 D 2004 Palindrome 2583c 1131*2^236693-1 71255 L80 2005 2584 2432757*2^236666-1 71250 g99 2004 2585 2342397*2^236666-1 71250 g99 2004 2586 2272991*2^236666-1 71250 g99 2004 2587 2205613*2^236666+1 71250 g99 2004 2588 2175015*2^236666+1 71250 g99 2004 2589f 2095583*2^236666-1 71250 g99 2005 2590 2073073*2^236666+1 71250 g99 2004 2591 2008549*2^236666+1 71250 g99 2004 2592 1920369*2^236666+1 71250 g99 2004 2593f 1750085*2^236666-1 71250 g99 2005 2594f 1431027*2^236666-1 71250 g99 2005 2595 1318563*2^236666-1 71250 g99 2004 2596 1312753*2^236666+1 71250 g99 2004 2597 1020317*2^236666-1 71250 g99 2004 2598 985125*2^236666+1 71250 g99 2004 2599 977277*2^236666+1 71250 g99 2004 2600 929841*2^236666-1 71250 g99 2004 2601 914271*2^236666-1 71250 g99 2004 2602 873705*2^236666-1 71250 g99 2004 2603 745791*2^236666-1 71250 g99 2004 2604 615993*2^236666+1 71250 g99 2004 2605 603557*2^236666-1 71250 g99 2004 2606 473907*2^236666+1 71250 g99 2004 2607 433117*2^236666+1 71250 g99 2004 2608 430417*2^236666+1 71250 g99 2004 2609 426163*2^236666+1 71250 g99 2004 2610 246369*2^236666+1 71249 g99 2004 2611 221985*2^236666+1 71249 g99 2004 2612 98989*2^236666+1 71249 g99 2004 2613 24693*2^236666+1 71248 g99 2004 2614 951*2^236650-1 71242 g320 2003 2615d 25*6^91546+1 71239 g375 2005 Generalized Fermat 2616a 1159*2^236598+1 71227 p69 2005 2617d 6555*2^236514-1 71202 L87 2005 2618 577294575*2^236432+1 71182 g42 2001 2619 616385055*2^236427-1 71181 L40 2004 2620d 98*3^149182+1 71180 g375 2005 2621 25905*2^236155-1 71095 L8 2003 2622 617178705*2^236130-1 71092 L40 2004 2623d 291*2^236117-1 71081 g320 2005 2624 403*2^236111-1 71080 g324 2003 2625f 425*2^236076-1 71069 g276 2005 2626c 165*2^236051-1 71061 L32 2005 2627a 819*2^235965-1 71036 L80 2005 2628b 515*2^235937+1 71027 g68 2005 2629 C(235936,117968)+1 71022 p16 2003 Binomial 2630 783019*2^235798+1 70989 g182 2001 2631 375*2^235778-1 70979 g276 2004 2632a 565*2^235726+1 70964 g305 2005 2633 185*2^235673+1 70947 p43 2004 2634 641494425*2^235582-1 70927 L40 2004 2635 617178705*2^235568-1 70922 L40 2004 2636 203*2^235480-1 70889 L40 2004 2637d 81*6^91094+1 70887 g375 2005 Generalized Fermat 2638 2607*2^235450-1 70881 g61 2004 2639 435*2^235444+1 70879 g196 2003 2640b 25093*666^25093-1 70854 p173 2005 Generalized Woodall 2641a 282440!20+1 70848 p176 2005 Multifactorial 2642 691490085*2^235273-1 70834 L40 2004 2643d 531*2^235273+1 70827 L108 2005 2644 (273*2^117629-1)^2-2 70825 p89 2004 2645d 6555*2^235260-1 70825 L87 2005 2646 1212121*2^235249-1 70824 L89 2004 2647 1089*2^235234+1 70816 p91 2003 Generalized Fermat 2648 105569*2^235200-1 70808 g59 1999 2649f 109*2^235106+1 70776 g233 2005 2650 189*2^235068-1 70765 L91 2004 2651a 1107*2^235031+1 70755 p69 2005 2652 9545*2^235007+1 70749 g313 2004 2653 139425*2^234984-1 70743 L8 2004 2654d 1065*2^234973-1 70737 L80 2005 2655 69*2^234916-1 70719 L38 2004 2656 189814704179*2^234828-1 70702 L85 2004 2657d 65*6^90821+1 70675 g375 2005 2658 3*2^234760-1 70671 g225 2003 2659d 72*5^101095+1 70665 g375 2005 2660 735*2^234731-1 70664 g318 2003 2661 585*(319*2^119853-51)*2^114843+1 70656 p44 2003 Arithmetic progression (3,d=585*(319*2^119852-51)*2^114843) 2662 186615*2^234695+1 70656 g196 2002 Arithmetic progression (2,d=585*(319*2^119852-51)*2^114843) [p44] 2663 387111*2^234619+1 70633 g109 2004 2664 963*2^234603-1 70626 L79 2004 2665 173745*2^234573-1 70619 L8 2004 2666b 3731987*2^234567+1 70619 g336 2005 2667b 3658305*2^234567+1 70619 g336 2005 2668b 3555435*2^234567+1 70619 g336 2005 2669b 3396237*2^234567+1 70619 g336 2005 2670c 3020307*2^234567+1 70619 g336 2005 2671 2221299*2^234567-1 70619 L81 2004 2672 2134509*2^234567-1 70619 L81 2004 2673 2112705*2^234567-1 70619 L81 2004 2674b 1933415*2^234567+1 70618 g336 2005 2675 1828495*2^234567-1 70618 L81 2004 2676b 1641965*2^234567+1 70618 g336 2005 2677 1540621*2^234567-1 70618 L81 2004 2678b 1525767*2^234567+1 70618 g336 2005 2679 1518409*2^234567-1 70618 L81 2004 2680 1444309*2^234567-1 70618 L81 2004 2681 1174953*2^234567-1 70618 L81 2004 2682 890493*2^234567-1 70618 L81 2004 2683 558913*2^234567-1 70618 L81 2004 2684 518415*2^234567-1 70618 L81 2004 2685 248743*2^234567-1 70618 L81 2004 2686 222711*2^234567-1 70618 L81 2004 2687 124065*2^234567+1 70617 g76 2001 2688 108429*2^234567-1 70617 L81 2004 2689 22081*2^234567-1 70617 L81 2004 2690 9631*2^234567-1 70616 L81 2004 2691 157*2^234401-1 70564 L10 2004 2692c 1171*2^234373-1 70557 L80 2005 2693 626157675*2^234316-1 70545 L40 2004 2694 507*2^234304-1 70536 L21 2004 2695 69*2^234305-1 70535 L38 2004 2696 203*2^234229+1 70513 p43 2004 2697 985*2^234203-1 70506 g323 2004 2698d 9*10^70500+1 70501 g375 2005 Generalized Fermat 2699a 417*2^234179+1 70498 p161 2005 2700 691490085*2^234151-1 70496 L40 2004 2701d 63*10^70486+1 70488 g375 2005 2702 163*2^234142+1 70486 g258 2003 2703 443*2^234114-1 70478 g276 2002 2704 237*2^234082+1 70469 p43 2004 2705a 389*2^233985+1 70440 p161 2005 2706c 1111*2^233967-1 70435 L80 2005 2707 37*2^233968+1 70433 gt 2002 2708 21*2^233914-1 70417 L1 2004 2709 5326992948092709915443565*2^233805-1 70408 p130 2004 2710d 63*10^70381+1 70383 g375 2005 2711b 256453*2^233779-1 70380 L18 2005 2712f 10020451*2^233761-1 70377 L67 2005 2713 2*3^147488-1 70370 gb1 2004 2714d 90*7^83259+1 70364 g375 2005 2715b 5005*2^233707-1 70357 L113 2005 2716e 575*2^233608-1 70326 g384 2005 2717 41*370^27382-1 70325 g267 2002 2718 135135*2^233573-1 70318 L8 2004 2719 183*2^233533+1 70303 p43 2004 2720 121125181*2^233500+1 70299 g262 2002 2721f 509*2^233445+1 70277 g136 2005 2722d 36*10^70258+1 70260 g375 2005 Generalized Fermat 2723d 84*5^100481+1 70236 g375 2005 2724 717*2^233266-1 70223 g320 2002 2725 Phi(3,-19320^8192) 70222 f3 2003 Generalized unique 2726b 2009*2^233240-1 70216 L10 2005 2727 13*2^233207-1 70204 g267 2003 2728c 299*2^233188-1 70200 g320 2005 2729a 32476090*C(1531785651*2^10110+18,23)-1 70195 x9 2005 (notes) 2730 64502370689*2^233140-1 70193 L10 2004 2731c 1109*2^233092-1 70171 L80 2005 2732 34252725*2^233025-1 70156 p113 2004 2733d 56*5^100363+1 70153 g375 2005 2734e 363*2^232994-1 70141 g276 2005 2735d 505*2^232858+1 70100 g68 2005 2736f 600921*10^70079+1 70085 g337 2005 2737c 976401855*2^232771-1 70081 L40 2005 2738 805467*2^232666-1 70046 g99 2004 2739 744207*2^232666-1 70046 g99 2004 2740 603923*2^232666-1 70046 g99 2004 2741 518471*2^232666-1 70046 g99 2004 2742 351891*2^232666-1 70045 g99 2004 2743 342261*2^232666-1 70045 g99 2004 2744 336887*2^232666-1 70045 g99 2004 2745 117957*2^232666-1 70045 g99 2004 2746 76911*2^232666-1 70045 g99 2004 2747 626157675*2^232600-1 70029 L40 2004 2748 59*2^232607+1 70024 gt 2004 2749c 249995*2^232515+1 70000 L109 2005 2750c 240035*2^232515+1 70000 L109 2005 2751 975*2^232467-1 69983 L79 2004 2752 207*2^232436-1 69973 L40 2004 2753 916470555*2^232274+1 69931 g108 2001 2754e 1089*2^232247-1 69917 L80 2005 2755 423*2^232218-1 69908 g276 2004 2756 3962*15^59431+1 69900 g157 2001 Generalized Cullen 2757 778049415*2^232141-1 69891 L40 2004 2758 10^69882+3*10^34941+1 69883 p16 2002 Palindrome 2759a 595*2^232086+1 69868 p152 2005 2760d 909*2^231995-1 69841 L79 2005 2761 25905*2^231990-1 69841 L8 2003 2762d 985389405*2^231898-1 69818 L104 2005 2763 916470555*2^231816+1 69793 g108 2001 2764 375375*2^231817-1 69790 L8 2004 2765e 64*7^82550+1 69765 g375 2005 Generalized Fermat 2766b 2077*2^231725-1 69760 L10 2005 2767 513*2^231706-1 69754 L21 2004 2768 95*2^231671+1 69742 gt 2002 2769 794977755*2^231585-1 69723 L87 2004 2770 75*2^231580-1 69715 L63 2004 2771 21181*2^231513-1 69697 L83 2004 2772b 2057*2^231484-1 69687 L10 2005 2773 2995125705*2^231378-1 69662 L27 2004 2774 C(231414,115707)+1 69660 p16 2003 Binomial 2775 10^69652+(10^34836-10^34818)/11+1 69653 p10 2004 Palindrome 2776 96880162584451340130465*2^231290+1 69649 p124 2004 2777 135135*2^231338-1 69645 L8 2004 2778a 473*2^231197+1 69600 p161 2005 2779e 402335175*2^231138-1 69589 L40 2005 2780 187*2^231112+1 69574 p43 2004 2781 261*2^231025+1 69548 g361 2004 2782e 1081*2^231021-1 69548 L80 2005 2783 355424355*2^230929-1 69526 L87 2004 2784 10^69508+110180811080010080118081011*10^34741+1 69509 p91 2004 Tetradic Palindrome 2785 623442105*2^230859-1 69505 L40 2004 2786 255*2^230830-1 69490 g320 2003 2787 3*160403#+1 69483 p16 2002 2788 165*2^230803+1 69481 g196 2002 Divides GF(230801,12) [p50] 2789 323895*2^230791-1 69481 L8 2004 2790 265995345*2^230768-1 69477 g344 2004 2791 157*2^230777-1 69473 L10 2004 2792c 519*2^230775+1 69473 g68 2005 2793 37*2^230716+1 69455 gt 2002 2794 381*2^230701-1 69451 g276 2004 2795 163*2^230692+1 69448 g258 2003 2796e 3968811*2^230666-1 69444 g99 2005 2797e 3541493*2^230666-1 69444 g99 2005 2798e 3535193*2^230666-1 69444 g99 2005 2799e 3534933*2^230666-1 69444 g99 2005 2800e 3425645*2^230666-1 69444 g99 2005 2801e 3417665*2^230666-1 69444 g99 2005 2802e 3286727*2^230666-1 69444 g99 2005 2803e 3278223*2^230666-1 69444 g99 2005 2804e 3277397*2^230666-1 69444 g99 2005 2805e 3228851*2^230666-1 69444 g99 2005 2806e 3209361*2^230666-1 69444 g99 2005 2807e 3186293*2^230666-1 69444 g99 2005 2808e 3139683*2^230666-1 69444 g99 2005 2809e 2827415*2^230666-1 69444 g99 2005 2810e 2563965*2^230666-1 69444 g99 2005 2811e 2506655*2^230666-1 69444 g99 2005 2812f 2486327*2^230666-1 69444 g99 2005 2813f 2381427*2^230666-1 69444 g99 2005 2814f 2345181*2^230666-1 69444 g99 2005 2815f 2205437*2^230666-1 69444 g99 2005 2816f 2152805*2^230666-1 69444 g99 2005 2817f 2121665*2^230666-1 69444 g99 2005 2818f 2119325*2^230666-1 69444 g99 2005 2819f 1919093*2^230666-1 69444 g99 2005 2820f 1846967*2^230666-1 69444 g99 2005 2821f 1813725*2^230666-1 69444 g99 2005 2822f 1710887*2^230666-1 69444 g99 2005 2823f 1691421*2^230666-1 69444 g99 2005 2824f 1292441*2^230666-1 69444 g99 2005 2825f 1170243*2^230666-1 69444 g99 2005 2826 931167*2^230666-1 69444 g99 2004 2827 879453*2^230666-1 69444 g99 2004 2828 710013*2^230666-1 69444 g99 2004 2829 703991*2^230666-1 69444 g99 2004 2830 637145*2^230666-1 69444 g99 2004 2831 571311*2^230666-1 69444 g99 2004 2832 352617*2^230666-1 69443 g99 2004 2833 260363*2^230666-1 69443 g99 2004 2834e 285*2^230629+1 69429 g383 2005 2835 105105*2^230583-1 69418 L8 2004 2836 409695*2^230546-1 69407 L8 2004 2837a 551*2^230403+1 69361 g305 2005 2838 511*2^230267-1 69320 L21 2004 2839 141459*2^230213+1 69307 g107 2001 2840a 445*2^230204+1 69301 p161 2005 2841d 1125*2^230013-1 69244 L80 2005 2842 3234846615*2^229950-1 69232 p113 2003 2843 38530305403*2^229939-1 69230 L85 2004 2844 Phi(3,26073!3) 69219 p128 2004 Generalized unique 2845 661*2^229911-1 69213 L21 2004 2846 3825*2^229879-1 69205 L68 2004 2847a 121212121*2^229813-1 69189 L89 2005 2848e 26*6^88895+1 69176 g375 2005 2849 45153*34^45153-1 69156 g112 2001 Generalized Woodall 2850e 33*10^69133+1 69135 g375 2005 2851e 1081*2^229635-1 69131 L80 2005 2852 625394055*2^229605-1 69127 L45 2004 2853 768216735*2^229585-1 69121 L9 2003 2854e 1581823815*2^229557-1 69113 L87 2005 2855 915*2^229573-1 69112 g320 2004 2856d 1119*2^229553-1 69106 L80 2005 2857 1290150687*2^229504-1 69097 g294 2004 2858 1264040055*2^229504-1 69097 g294 2003 2859 526118061*2^229505-1 69097 g294 2003 2860 1042787025*2^229504-1 69097 g294 2003 2861 12592095*2^229506-1 69096 g294 2003 2862 77535!5+1 69090 p93 2004 Multifactorial 2863 12819537*2^229440-1 69076 g294 2003 2864a 1145*2^229417+1 69065 p69 2005 2865 729*2^229405-1 69061 L21 2004 2866 636951315*2^229380-1 69060 L40 2004 2867 265455825*2^229380-1 69059 g294 2003 2868 4246673385*2^229376-1 69059 g294 2003 2869 530673723*2^229379-1 69059 g294 2003 2870 4240400787*2^229376-1 69059 g294 2003 2871 4239329703*2^229376-1 69059 g294 2003 2872 1059619875*2^229378-1 69059 g294 2003 2873 2119006587*2^229377-1 69059 g294 2003 2874 529556439*2^229379-1 69059 g294 2003 2875 2117728065*2^229377-1 69059 g294 2003 2876 4233529695*2^229376-1 69059 g294 2003 2877 2116297341*2^229377-1 69059 g294 2003 2878 2115144519*2^229377-1 69059 g294 2003 2879 4228298235*2^229376-1 69059 g294 2003 2880 2113341429*2^229377-1 69059 g294 2003 2881 4226647737*2^229376-1 69059 g294 2003 2882 2111606667*2^229377-1 69059 g294 2003 2883 2111023821*2^229377-1 69059 g294 2003 2884 2110357371*2^229377-1 69059 g294 2003 2885 2109340827*2^229377-1 69059 g294 2003 2886 1054461465*2^229378-1 69059 g294 2003 2887 4657485*2^229379-1 69057 g294 2003 2888 18551685*2^229377-1 69057 g294 2003 2889 17203965*2^229377-1 69057 g294 2003 2890 34373847*2^229376-1 69057 g294 2003 2891 31111287*2^229376-1 69057 g294 2003 2892 29240049*2^229376-1 69057 g294 2003 2893 3325431*2^229379-1 69057 g294 2003 2894 6642495*2^229378-1 69057 g294 2003 2895 26566389*2^229376-1 69057 g294 2003 2896 11333175*2^229377-1 69057 g294 2003 2897 11268795*2^229377-1 69057 g294 2003 2898 10413795*2^229377-1 69057 g294 2003 2899 19216965*2^229376-1 69057 g294 2003 2900 17835213*2^229376-1 69057 g294 2003 2901 17456373*2^229376-1 69057 g294 2003 2902 16531785*2^229376-1 69057 g294 2003 2903 12300075*2^229376-1 69057 g294 2003 2904 11374233*2^229376-1 69057 g294 2003 2905 3247803*2^229377-82953297*2^180000-1 69056 p44 2003 Arithmetic progression (3,d=3247803*2^229376-82953297*2^180000) 2906 3247803*2^229376-1 69056 g294 2003 Arithmetic progression (2,d=3247803*2^229376-82953297*2^180000) [p44] 2907 142485*2^229380-1 69056 g294 2003 2908 1104417*2^229377-1 69056 g294 2003 2909 1107735*2^229376-1 69056 g294 2003 2910 20040229*2^229349-1 69049 g345 2004 2911 405*2^229317-1 69034 g276 2004 2912 363*2^229264+1 69018 g313 2004 2913e 98*3^144639+1 69013 g375 2005 2914 193*10^69004+1 69007 p37 2001 2915 337111*2^229176+1 68995 g118 2001 2916 2867*2^229179+1 68994 g249 2004 2917 495*2^229168-1 68990 L21 2004 2918 198474!14-1 68950 p93 2003 Multifactorial 2919 916470555*2^228926+1 68923 g108 2001 2920 71*2^228879+1 68902 gt 2004 2921a 867*2^228863+1 68898 p161 2005 2922 10^68884+3*10^34442+1 68885 p16 2002 Palindrome 2923 688366965*2^228788-1 68881 L40 2004 2924f 46*6^88494+1 68864 g375 2005 2925a 907*2^228586+1 68815 L21 2005 2926a 1035*2^228541+1 68801 p69 2005 Divides GF(228539,6) 2927f 32*3^144192+1 68799 g375 2005 2928a 600105*2^228308+1 68734 g337 2005 2929f 66*7^81328+1 68732 g375 2005 2930a 1095*2^228107+1 68671 p69 2005 2931 891103785*2^228056-1 68661 L27 2004 2932 778049415*2^228020-1 68650 L40 2004 2933 19790831*2^228023+1 68650 g344 2004 2934a 29931*14^59862+1 68614 g392 2005 Generalized Cullen 2935f 297*2^227870-1 68599 L21 2005 2936 655*2^227819-1 68584 L21 2004 2937 497*2^227764-1 68567 L21 2004 2938f 703*2^227723-1 68555 L21 2005 2939c 897*2^227678-1 68541 g320 2005 2940 509*2^227576-1 68510 g324 2003 2941a 639*2^227574+1 68510 p161 2005 2942e 1095*2^227529-1 68497 L80 2005 2943 2*3^143552-1 68493 gb1 2004 2944 10^68484+10111100100111101*10^34234+1 68485 p91 2004 Tetradic Palindrome 2945d 1193*2^227448-1 68472 L80 2005 2946 19780621*2^227429-1 68471 L67 2004 2947e 1021*2^227403-1 68459 L80 2005 2948 2*71^36977+1 68455 gb1 2003 Divides Phi(71^36977,2) 2949 73*2^227334+1 68437 gt 1999 Divides GF(227333,12) 2950e 1025*2^227318-1 68433 L80 2005 2951 587*2^227306-1 68429 L21 2004 2952a 909*2^227221+1 68404 L21 2005 2953 21143*2^227144-1 68382 L83 2004 2954 140439*2^227141-1 68382 L83 2004 2955 56785*2^227141-1 68382 g23 2000 Generalized Woodall 2956 14292^4049*4049^14292-1 68381 p90 2002 2957 2825*2^227142-1 68381 L83 2004 2958b 1121*2^227069+1 68358 p69 2005 2959f 421*2^227035-1 68347 g276 2005 2960f 3*86^35330+1 68347 g375 2005 2961f 297*2^227030-1 68346 L21 2005 2962a 633*2^227025+1 68345 p161 2005 2963 525*2^227025-1 68345 L21 2004 2964 135*2^227023+1 68343 g354 2004 2965b 2035*2^226999-1 68337 L10 2005 2966 22066791*2^226973-1 68334 g276 2004 2967 33416!2+1 68333 p15 2002 Multifactorial 2968e 769*2^226911-1 68310 L21 2005 2969 201361*2^226819-1 68285 L83 2004 2970 2227*2^226825-1 68285 L83 2004 2971 37803*2^226819-1 68284 p15 2002 Generalized Woodall 2972f 88*3^143091+1 68274 g375 2005 2973 96880162584451340130465*2^226714+1 68271 p118 2003 2974 71334503249*2^226752-1 68271 L85 2004 2975 579*2^226762+1 68265 g381 2004 2976f 34*3^143069+1 68263 g375 2005 2977 162289171237*2^226713-1 68259 L85 2004 2978b 463*2^226710+1 68250 p161 2005 2979 573*2^226708-1 68249 L21 2004 2980f 357*2^226668-1 68237 g276 2005 2981f 2*90^34906+1 68216 g375 2005 2982 98682705*2^226548-1 68206 L40 2004 2983 688366965*2^226510-1 68196 L40 2004 2984 4845*2^226527+1 68196 g267 2003 2985 109395*2^226489-1 68186 L2 2003 2986 415*2^226411-1 68160 g276 2004 2987f 62*6^87557+1 68135 g375 2005 2988f 1965*2^226308-1 68129 L94 2005 2989 19950831*2^226189-1 68097 L71 2004 2990 14287^4002*4002^14287-1 68094 p90 2002 2991f 98*5^97411+1 68090 g375 2005 2992e 1033*2^226131-1 68076 L80 2005 2993 2607*2^226088-1 68063 g61 2004 2994e 1065*2^226072-1 68058 L80 2005 2995 219*2^226029+1 68044 p43 2004 2996e 600921*10^68030-1 68036 g337 2005 2997 489*2^225992-1 68034 L21 2004 2998 777*2^225984+1 68031 g374 2004 2999a 1057*2^225850+1 67991 p69 2005 3000 29835*2^225765+1 67967 g272 2002 3001 11118255*2^225658+1 67937 g5 2003 3002d 2079*2^225623+1 67923 g258 2005 3003 885*2^225619-1 67922 g320 2004 3004d 836209*2^225602+1 67919 g156 2005 3005 195*2^225594-1 67913 L4 2003 3006e 837*2^225588-1 67912 L21 2005 3007 794977755*2^225559-1 67909 L87 2004 3008d 1131*2^225578-1 67909 L80 2005 3009 17411745*2^225562+1 67909 g174 2002 3010e 331*2^225568+1 67906 g124 2005 3011f 50*3^142308+1 67900 g375 2005 3012a 1695*2^225478+1 67879 g336 2005 3013 135*2^225379+1 67848 g354 2004 3014 623*2^225340-1 67837 L21 2004 3015 39*2^225333-1 67834 L10 2004 3016f 277*2^225322+1 67832 p43 2005 3017f 297*2^225274-1 67817 L21 2005 3018b 1157*2^225247+1 67810 p69 2005 3019 626157675*2^225210-1 67804 L40 2004 3020 768216735*2^225201-1 67802 L9 2003 3021f 245*2^225185+1 67790 p43 2005 3022 117*2^225165-1 67784 L38 2004 3023 89*2^225111+1 67768 g372 2002 3024f 1995*2^225074-1 67758 L94 2005 3025b 15345*2^225061+1 67755 L113 2005 3026 1315*2^225004+1 67737 g304 2003 3027 14647*2^225000+1 67736 g304 2003 3028 471*2^224995-1 67733 L21 2004 3029b 825*2^224992+1 67733 p161 2005 3030 30*7^80139+1 67727 g151 2002 3031a 1695*2^224958+1 67723 g336 2005 3032 493*2^224899-1 67705 L21 2004 3033 137*2^224879+1 67698 MC 2000 3034 579*2^224868-1 67695 L21 2004 3035 993*2^224839-1 67687 g323 2004 3036d 1167*2^224806-1 67677 L80 2005 3037f 3*34^44186+1 67671 g375 2005 3038d 895*2^224721-1 67651 L21 2005 3039 961*2^224707-1 67647 L79 2004 3040f 46*6^86854+1 67588 g375 2005 3041f 965*2^224500-1 67585 L79 2005 3042f 68*3^141547+1 67537 g375 2005 3043f 231*2^224297-1 67523 L63 2005 3044b 851*2^224295+1 67523 p161 2005 3045 19771207*2^224257-1 67516 g380 2004 3046 96584*5^96584-1 67515 p120 2004 Generalized Woodall 3047b 375*2^224232+1 67504 p161 2005 3048b 739*2^224198+1 67494 p161 2005 3049 155982!11-1 67483 p88 2002 Multifactorial 3050 794977755*2^224133-1 67480 L87 2004 3051b 717*2^224118+1 67470 p161 2005 3052b 381*2^224085+1 67459 p161 2005 3053b 703*2^224084+1 67459 p161 2005 3054 215*2^224036-1 67444 L40 2004 3055 109395*2^223948-1 67421 L2 2003 3056 36534*70^36534+1 67414 g157 2001 Generalized Cullen 3057 287899*2^223886+1 67402 g118 2001 3058d 911*2^223882-1 67399 L21 2005 3059 3611911875*2^223840-1 67393 L32 2004 3060 75*2^223698+1 67342 gt 2002 3061f 117*2^223656+1 67330 p43 2005 3062c 692835*2^223637-1 67328 L87 2005 3063 169*2^223590+1 67310 p43 2004 Generalized Fermat 3064 377*2^223558-1 67301 g276 2004 3065 577294575*2^223519+1 67295 g42 2001 3066 77*2^223512-1 67286 L56 2004 3067b 1173*2^223434+1 67264 p69 2005 3068 113*2^223413+1 67257 g47 2001 3069a 24094785*2^223367+1 67248 g336 2005 3070 556591299*2^223305+1 67231 g121 2003 3071 105697*2^223233-1 67205 g59 2000 3072d 100280245065*2^223124-1 67179 L87 2005 3073 757980795*2^223077-1 67162 L40 2004 3074 242385*2^223070-1 67157 L8 2004 3075c 56644*3^140701+1 67137 x28 2005 3076c 444081495*2^222945-1 67122 L40 2005 3077a 997*2^222956+1 67120 p161 2005 3078a 939*2^222942+1 67116 p161 2005 3079 63*2^222861+1 67090 gt 2001 Divides GF(222859,6) 3080 Phi(3,129477^6561) 67083 p16 2003 Generalized unique 3081 345*2^222691-1 67040 g330 2003 3082f 971*2^222610-1 67016 L79 2005 3083 683*2^222606-1 67014 L21 2004 3084a 571*2^222592+1 67010 p161 2005 3085 525*2^222570-1 67003 L21 2004 3086 (10^33425+1)*(10^16705+1)*(10^7728+1)*(10^4348+1)*(10^1886+1)*(3*R(290\ 8)+53101053*10^1439-R(1470))+1 67000 p54 2003 3087 Phi(3,127574^6561) 66998 p16 2003 Generalized unique 3088 521*2^222551+1 66998 g136 2002 3089 613806765*2^222487-1 66985 L40 2004 3090 1717958715*2^222485-1 66984 L27 2004 3091 555555555*2^222476+1 66981 g208 2003 3092e 1581823815*2^222451-1 66974 L87 2005 3093d 8331405*2^222399-1 66956 L87 2005 3094 683*2^222356-1 66939 L21 2004 3095 39*2^222345-1 66935 L10 2004 3096a 989*2^222305+1 66924 p161 2005 3097 361*2^222292+1 66920 g362 2004 Generalized Fermat 3098 9330495*2^222271+1 66918 g350 2004 3099 511*2^222285-1 66918 L21 2004 3100 9722331*2^222269+1 66917 g350 2004 3101 4750473*2^222242-1 66909 g350 2004 3102 236241*2^222223+1 66902 g356 2004 3103 515106735*2^222166-1 66888 L87 2004 3104 9*10^66886+1 66887 g375 2004 Generalized Fermat 3105d 9915*2^222175-1 66886 L87 2005 3106a 483*2^222141+1 66874 p161 2005 3107c 25949*2^222121+1 66870 g267 2005 3108c 593*2^222121+1 66868 g387 2005 3109 2607*2^222003+1 66833 g61 2004 3110 22567*2^221972+1 66825 g76 2004 3111 19900521*2^221949+1 66821 g344 2004 3112 65*2^221959+1 66819 gt 2001 3113a 823*2^221924+1 66809 g176 2005 3114 (2^110953-1)^2-2 66801 p48 2004 3115 775393905*2^221871-1 66799 L40 2004 3116 Phi(3,123159^6561) 66798 p16 2003 Generalized unique 3117 757980795*2^221841-1 66790 L40 2004 3118b 1121*2^221815+1 66777 p69 2005 3119c 165*2^221667-1 66731 L32 2005 3120e 141*2^221645+1 66724 p43 2005 3121 529*2^221637-1 66723 L21 2004 3122c 1625260065*2^221601-1 66718 L40 2005 3123 149*2^221595+1 66709 g354 2004 3124e 933*2^221568-1 66702 L79 2005 3125b 841*2^221544+1 66695 p161 2005 Generalized Fermat 3126 98*3^139768+1 66689 g375 2004 3127 691490085*2^221501-1 66688 L40 2004 3128b 357*2^221430+1 66660 p161 2005 3129 515106735*2^221385-1 66653 L87 2004 3130d 421*2^221372+1 66643 g372 2005 3131b 2095*2^221359-1 66640 L10 2005 3132 727*2^221325-1 66629 g305 2004 3133d 16729928460*(2^147534+7)*(87*2^24582-1)*(87*2^24582+1289)*(87*2^24582+\ 2579)-1 66628 p167 2005 3134d 15024650160*(2^147534+7)*(87*2^24582-1)*(87*2^24582+1289)*(87*2^24582+\ 2579)-1 66628 p167 2005 3135d 14755890900*(2^147534+7)*(87*2^24582-1)*(87*2^24582+1289)*(87*2^24582+\ 2579)-1 66628 p167 2005 3136d 13118116620*(2^147534+7)*(87*2^24582-1)*(87*2^24582+1289)*(87*2^24582+\ 2579)-1 66628 p167 2005 3137d 4027246260*(2^147534+7)*(87*2^24582-1)*(87*2^24582+1289)*(87*2^24582+2\ 579)-1 66628 p167 2005 3138b 713*2^221297+1 66620 p161 2005 3139 333729825*2^221263-1 66616 g356 2004 3140 4845*2^221275+1 66615 g267 2003 3141 393209*2^221216-1 66599 g203 2000 3142 19950107*2^221207+1 66598 g377 2004 3143 (2^110615+1)^2-2 66597 p126 2004 3144b 903*2^221213+1 66595 p161 2005 3145 355*2^221209-1 66594 g276 2004 3146f 1051*2^221183-1 66586 L80 2005 3147 975*2^221146-1 66575 L79 2004 3148e 807*2^221116-1 66566 L21 2005 3149 171668301823*2^221087-1 66566 L85 2004 3150d 985389405*2^221070-1 66558 L104 2005 3151 616385055*2^221046-1 66551 L40 2004 3152a 567*2^221059+1 66549 p161 2005 3153 19950931*2^220996+1 66534 p147 2004 3154 21*2^220992+1 66527 g134 2001 3155 369*2^220972-1 66522 g334 2002 3156b 1101*2^220953+1 66517 p69 2005 3157b 641*2^220869+1 66492 p161 2005 3158 725196615*2^220838-1 66488 L40 2004 3159 53*6^85440+1 66487 g375 2004 3160 319605*2^220769-1 66464 L8 2004 3161c 341*2^220651+1 66426 g124 2005 3162 32860*105^32860-1 66421 p120 2004 Generalized Woodall 3163e 807*2^220602-1 66411 L21 2005 3164 369*2^220592-1 66408 g334 2002 3165 691490085*2^220563-1 66405 L40 2004 3166f 291*2^220562-1 66399 L21 2005 3167d 8331405*2^220532-1 66394 L87 2005 3168 991*2^220497-1 66380 L79 2004 3169c 609*2^220421+1 66357 p161 2005 3170 127*2^220417-1 66355 TG 1999 3171 Phi(3,113921^6561) 66353 p16 2003 Generalized unique 3172b 455*2^220397+1 66349 p161 2005 3173 989*2^220384-1 66346 L79 2004 3174 82334676673*2^220311-1 66332 L85 2004 3175 563*2^220292-1 66318 p1 2002 3176 626157675*2^220256-1 66313 L40 2004 3177 405405*2^220242-1 66306 L8 2004 3178 73*6^85171+1 66278 g375 2004 3179 17411745*2^220071+1 66256 g174 2002 3180e 517385*2^220037+1 66244 g1 2005 3181 34150*87^34150+1 66240 g157 2002 Generalized Cullen 3182 231975*2^220002+1 66233 g149 2000 3183d 25935*2^219995-1 66230 L32 2005 3184 189*2^219966+1 66219 p43 2004 3185c 2033*2^219900-1 66200 L10 2005 3186f 749*2^219884-1 66195 L96 2005 3187 29603683*2^219803-1 66175 L10 2003 3188 38559*52^38559+1 66172 g157 2004 Generalized Cullen 3189f 935252175*2^219776+1 66169 g283 2005 3190 465*2^219730-1 66148 L9 2003 3191b 1149*2^219654+1 66126 p69 2005 3192b 1155*2^219553+1 66096 p69 2005 3193e 789*2^219549-1 66094 L21 2005 3194 511*2^219433-1 66059 L21 2004 3195 892247*2^219359+1 66040 g335 2001 3196 29*2^219317+1 66023 gt 1999 3197 183*2^219312+1 66022 p43 2004 3198 28888347937*2^219245-1 66010 L85 2004 3199c 581271735*2^219246-1 66009 L40 2005 3200c 692835*2^219238-1 66004 L87 2005 3201d 879*2^219240-1 66001 L21 2005 3202 645*2^219213+1 65993 g176 2004 3203c 615*2^219197+1 65988 p161 2005 3204 675*2^219149-1 65974 L21 2004 3205d 246419198025*2^219109-1 65970 L106 2005 3206 323063771*2^219114-1 65969 L10 2004 3207 13*10^65963+1 65965 p67 2004 3208 991*2^219107-1 65961 L79 2004 3209 139425*2^219087-1 65957 L8 2004 3210 3061*2^219080+1 65954 g249 2004 3211 3817*2^218917-1 65905 L15 2004 3212a 1243*2^218898+1 65898 L80 2005 3213 431*2^218810-1 65872 g263 2001 3214 264562747*2^218693-1 65842 L10 2004 3215 131*2^218697+1 65837 p91 2003 3216 63*2^218694-1 65836 g267 2002 3217c 519*2^218615+1 65813 g68 2005 3218 10^65810+8*(10^32915-10^32897)/99+1 65811 p10 2003 Palindrome 3219 301*2^218584+1 65803 g124 2003 3220 2995125705*2^218554-1 65801 L27 2004 3221 998895645*2^218527-1 65793 L40 2004 3222 37*2^218550+1 65792 g67 2001 Divides GF(218547,5), GF(218549,12) 3223 859*2^218511-1 65782 L79 2004 3224 995233965*2^218448-1 65769 L40 2004 3225 52*3^137820+1 65759 p67 2004 3226e 402335175*2^218406-1 65756 L40 2005 3227 63374025*2^218407+1 65755 g283 2004 3228d 873*2^218380-1 65742 L21 2005 3229 619*2^218317-1 65723 L21 2004 3230e 147*2^218300+1 65718 p43 2005 3231 535*2^218265-1 65708 L21 2004 3232e 1167*2^218206-1 65690 L80 2005 3233 447*2^218180-1 65682 g276 2004 3234c 585*2^218089+1 65655 p161 2005 3235 455*2^218070-1 65649 L21 2004 3236 163*2^218054+1 65644 g258 2003 3237 55*2^218043-1 65640 L56 2004 3238 649*2^218029-1 65637 L21 2004 3239 135*2^217973+1 65619 g354 2004 3240 51*2^217971-1 65618 L38 2004 3241 77*2^217956-1 65614 L56 2004 3242 213*2^217950+1 65612 g23 2004 3243e 1137*2^217936-1 65609 L80 2005 3244 997*2^217917-1 65603 L79 2004 3245 46487!3+1 65597 p119 2003 Multifactorial 3246 99*2^217865+1 65586 g50 2000 3247 511*2^217861-1 65586 L21 2004 3248 623*2^217826-1 65575 L21 2004 3249a 247943*(2^108898-2^54449-1)*(247943*(2^108898-2^54449-1)+1)+1 65574 p168 2005 3250c 373065*2^217773-1 65562 L87 2005 3251 62*6^84247+1 65559 p67 2004 3252 (2^108888+1)^2-2 65558 p126 2004 3253 225225*2^217715+1 65545 g347 2004 3254 100219912^8192+1 65544 g360 2004 Generalized Fermat 3255 100199194^8192+1 65544 g360 2004 Generalized Fermat 3256 100196890^8192+1 65543 g373 2004 Generalized Fermat 3257 100189720^8192+1 65543 g360 2004 Generalized Fermat 3258 100170836^8192+1 65543 g360 2004 Generalized Fermat 3259 100169326^8192+1 65543 g360 2004 Generalized Fermat 3260 100146532^8192+1 65542 g360 2004 Generalized Fermat 3261 100119064^8192+1 65541 g360 2004 Generalized Fermat 3262d 887*2^217708-1 65540 L21 2005 3263 100099464^8192+1 65540 g360 2004 Generalized Fermat 3264 100087356^8192+1 65540 g360 2004 Generalized Fermat 3265 100079240^8192+1 65539 g360 2004 Generalized Fermat 3266 12*5^93763+1 65539 p67 2004 3267 100068300^8192+1 65539 g360 2004 Generalized Fermat 3268 100054516^8192+1 65538 g360 2004 Generalized Fermat 3269 100026260^8192+1 65537 g360 2004 Generalized Fermat 3270 100013678^8192+1 65537 g360 2004 Generalized Fermat 3271 100010370^8192+1 65537 g360 2004 Generalized Fermat 3272 17226825*2^217631+1 65521 g174 2002 3273 507*2^217588-1 65504 L21 2004 3274 495*2^217588-1 65504 L21 2004 3275 43*2^217584+1 65501 gt 2002 3276 654083*2^217533+1 65490 g118 2001 3277 29835*2^217533+1 65489 g272 2002 3278c 1266*(862*(132*23^47-1)^43-1)^23-1 65466 p172 2005 3279 50312*20^50312-1 65463 g155 2002 Generalized Woodall 3280 66*10^65460+1 65462 p67 2004 3281e 1171*2^217431-1 65457 L80 2005 3282e 947*2^217242-1 65400 L79 2005 3283 229*2^217234+1 65397 p43 2004 3284 706427865*2^217202-1 65394 L58 2004 3285 29#*2^217138+1 65375 p112 2003 3286 995887035*2^217131-1 65372 L58 2004 3287e 121550625*2^217131+1 65372 g305 2005 3288e 1195*2^217147-1 65371 L80 2005 3289f 425*2^217116-1 65362 g276 2005 3290a 1785*2^217094-1 65356 L113 2005 3291e 15015*2^217083-1 65353 L94 2005 3292 991*2^217065-1 65347 L79 2004 3293 C(217056,108528)+1 65338 p16 2002 Binomial 3294 111*2^217034-1 65336 L91 2004 3295 26565*2^217001-1 65329 L9 2003 3296 83*2^216954-1 65312 L56 2004 3297d 1023*2^216930+1 65306 p69 2005 3298f 1025*2^216842-1 65279 L80 2005 3299 269*2^216803+1 65267 p43 2004 3300b 21316*3^136777+1 65264 x28 2005 3301c 585*2^216701+1 65237 p161 2005 3302 497*2^216682-1 65231 L21 2004 3303f 319*2^216579-1 65200 L21 2005 3304c 5005*2^216523-1 65184 L113 2005 3305 485773*2^216487-1 65175 g163 2001 3306d 90163554^8192+1 65168 p154 2005 Generalized Fermat 3307d 90163360^8192+1 65168 p154 2005 Generalized Fermat 3308d 90157072^8192+1 65168 p154 2005 Generalized Fermat 3309e 90145668^8192+1 65167 p154 2005 Generalized Fermat 3310e 90142808^8192+1 65167 p154 2005 Generalized Fermat 3311e 90108850^8192+1 65166 p154 2005 Generalized Fermat 3312f 90104422^8192+1 65166 p154 2005 Generalized Fermat 3313f 90100674^8192+1 65166 p154 2005 Generalized Fermat 3314 90053394^8192+1 65164 p154 2004 Generalized Fermat 3315 90012680^8192+1 65162 p154 2004 Generalized Fermat 3316 89983842^8192+1 65161 g360 2004 Generalized Fermat 3317 89972280^8192+1 65161 g360 2004 Generalized Fermat 3318 617178705*2^216396-1 65151 L40 2004 3319b 483*2^216397+1 65145 p161 2005 3320f 244716615*2^216352-1 65137 L92 2005 3321 891103785*2^216315-1 65127 L27 2004 3322 139425*2^216323-1 65125 L8 2004 3323c 597*2^216278+1 65109 p161 2005 3324b 88537970^8192+1 65103 p154 2005 Generalized Fermat 3325b 88537224^8192+1 65103 p154 2005 Generalized Fermat 3326b 88531494^8192+1 65103 p154 2005 Generalized Fermat 3327b 88530386^8192+1 65103 p154 2005 Generalized Fermat 3328b 88524480^8192+1 65103 p154 2005 Generalized Fermat 3329c 88508126^8192+1 65102 p154 2005 Generalized Fermat 3330 (2^108127-1)^2-2 65099 p137 2004 3331 391581*2^216193-1 65087 Z 1989 3332 6*31^43640+1 65084 p67 2004 Divides Phi(31^43640,2) 3333b 88063676^8192+1 65084 p154 2005 Generalized Fermat 3334c 88054688^8192+1 65084 p154 2005 Generalized Fermat 3335c 88039196^8192+1 65083 p154 2005 Generalized Fermat 3336c 88035824^8192+1 65083 p154 2005 Generalized Fermat 3337c 88003028^8192+1 65082 p154 2005 Generalized Fermat 3338 4*85^33730+1 65080 p67 2004 Generalized Fermat 3339d 267*2^216137-1 65067 g320 2005 3340a 61051*2^216113-1 65062 L5 2005 3341 99*10^65059+1 65061 p67 2004 3342a 122649*2^216111-1 65061 L5 2005 3343a 74697*2^216110-1 65061 L5 2005 3344 22*5^93078+1 65061 p67 2004 Divides Phi(5^93077,2) 3345a 20265*2^216109-1 65060 L5 2005 3346a 6213*2^216107-1 65059 L5 2005 3347b 22311*2^216103-1 65058 L5 2005 3348b 48609*2^216101-1 65058 L5 2005 3349b 55847*2^216100-1 65058 L5 2005 3350 16371*2^216098-1 65057 L9 2004 3351d 246419198025*2^216074-1 65057 L106 2005 3352 97065*2^216095-1 65057 L9 2004 3353 62431*2^216093-1 65056 L5 2004 3354 198681*2^216091-1 65056 L83 2004 3355 692305185*2^216071-1 65053 L40 2004 3356 25*2^216092+1 65052 g97 2001 Generalized Fermat 3357 2^216091-1 65050 S 1985 Mersenne 31 3358 87077894^8192+1 65044 g303 2003 Generalized Fermat 3359 87077352^8192+1 65044 g303 2003 Generalized Fermat 3360 87037962^8192+1 65043 g303 2003 Generalized Fermat 3361 87032654^8192+1 65042 g303 2003 Generalized Fermat 3362 86457288^8192+1 65019 g333 2004 Generalized Fermat 3363 203*2^215945+1 65009 p43 2004 3364 86099430^8192+1 65004 g333 2004 Generalized Fermat 3365 86043470^8192+1 65002 g333 2004 Generalized Fermat 3366 86003758^8192+1 65000 g333 2004 Generalized Fermat 3367 86001968^8192+1 65000 g333 2004 Generalized Fermat 3368 961*2^215859-1 64984 L79 2004 3369 481*2^215839-1 64977 L21 2004 3370b 559*2^215774+1 64958 p161 2005 3371 600921*10^64934+1 64940 g337 2004 3372 263*2^215712-1 64939 L23 2004 3373 942227*2^215687+1 64935 g239 2002 3374f 711*2^215681-1 64930 L21 2005 3375 8311875*2^215648-1 64924 g73 2002 3376d 423*2^215652+1 64921 g372 2005 3377d 917*2^215634-1 64916 L21 2005 3378 639*2^215617-1 64910 L21 2004 3379 717*2^215614-1 64910 g263 2002 3380e 13236795*2^215582-1 64904 L90 2005 3381 52*6^83392+1 64894 p67 2004 3382c 1417452465*2^215515-1 64886 L40 2005 3383 549*2^215441-1 64857 L21 2004 3384 999096285*2^215410-1 64854 L40 2004 3385 763094475*2^215364-1 64840 L40 2004 3386 77586885097*2^215297-1 64822 L85 2004 3387 260240!20-1 64817 g276 2004 Multifactorial 3388 81477396^8192+1 64808 g333 2004 Generalized Fermat 3389 81461886^8192+1 64807 g333 2004 Generalized Fermat 3390 81456304^8192+1 64807 g333 2004 Generalized Fermat 3391 81456180^8192+1 64807 g333 2004 Generalized Fermat 3392 81442184^8192+1 64806 g333 2004 Generalized Fermat 3393 81436882^8192+1 64806 g333 2004 Generalized Fermat 3394 81434140^8192+1 64806 g333 2004 Generalized Fermat 3395 81430244^8192+1 64806 g333 2004 Generalized Fermat 3396 81427844^8192+1 64806 g333 2004 Generalized Fermat 3397 81405864^8192+1 64805 g333 2004 Generalized Fermat 3398 2*23^47589+1 64804 gb1 2003 Divides Phi(23^47589,2) 3399 763*2^215255-1 64802 g219 2004 3400 81327368^8192+1 64801 g333 2004 Generalized Fermat 3401 81291622^8192+1 64800 g333 2004 Generalized Fermat 3402 81290912^8192+1 64800 g333 2004 Generalized Fermat 3403 81286530^8192+1 64799 g333 2004 Generalized Fermat 3404 81278766^8192+1 64799 g333 2004 Generalized Fermat 3405 379*2^215239-1 64796 g276 2004 3406 81198500^8192+1 64796 g333 2004 Generalized Fermat 3407 81194376^8192+1 64795 g333 2004 Generalized Fermat 3408 81193144^8192+1 64795 g333 2004 Generalized Fermat 3409 81175116^8192+1 64794 g333 2004 Generalized Fermat 3410 81174218^8192+1 64794 g333 2004 Generalized Fermat 3411 81144998^8192+1 64793 g333 2004 Generalized Fermat 3412 81103944^8192+1 64791 g333 2004 Generalized Fermat 3413 81103418^8192+1 64791 g333 2004 Generalized Fermat 3414 81097054^8192+1 64791 g333 2004 Generalized Fermat 3415 81070174^8192+1 64790 g333 2004 Generalized Fermat 3416 81062680^8192+1 64790 g333 2004 Generalized Fermat 3417 81003224^8192+1 64787 g333 2004 Generalized Fermat 3418f 323*2^215192-1 64782 L21 2005 3419 525*2^215172-1 64776 L21 2004 3420 193*2^215140+1 64766 p43 2004 3421 61*6^83213+1 64755 p67 2004 3422f 1027*2^215081-1 64749 L80 2005 3423 80056730^8192+1 64745 g78 2003 Generalized Fermat 3424 80019014^8192+1 64743 g78 2003 Generalized Fermat 3425 332475*2^215027-1 64736 L8 2004 3426 20040401*2^215013+1 64733 g345 2004 3427 2145*2^214994-1 64723 L8 2004 3428f 129*2^214985-1 64720 L38 2005 3429c 617*2^214979+1 64718 p161 2005 3430 753*2^214970+1 64716 g353 2004 3431 24010158929*2^214912-1 64706 L85 2004 3432 385*2^214829-1 64673 g276 2004 3433c 1818438765*2^214794-1 64669 L87 2005 3434 96880162584451340130465*2^214727+1 64663 p118 2003 3435 915*2^214752-1 64650 g320 2004 3436 10^64648+212*10^32323+1 64649 p16 2004 Palindrome 3437e 402335175*2^214721-1 64647 L40 2005 3438b 495*2^214668+1 64625 p161 2005 3439a 1695*2^214572+1 64596 g336 2005 3440 481*2^214573-1 64596 L21 2004 3441c 65395*2^214477-1 64569 L87 2005 3442 717*2^214452-1 64560 g320 2002 3443 79*2^214453-1 64559 L56 2004 3444 2995125705*2^214423-1 64558 L27 2004 3445c 641*2^214435+1 64555 p161 2005 3446b 409*2^214406+1 64546 p161 2005 3447 372705*2^214373-1 64539 L31 2004 3448 237297*2^214373-1 64539 L31 2004 3449 38695*2^214373-1 64538 L31 2004 3450 11397*2^214373-1 64537 L31 2004 3451b 755*2^214331+1 64523 p161 2005 3452 469*2^214327-1 64522 L21 2004 3453 449*2^214323+1 64521 g267 2002 3454 3608445555*2^214240-1 64503 L40 2004 3455 2145*2^214257-1 64502 L8 2004 3456b 843*2^214220+1 64490 p161 2005 3457 73985846^8192+1 64465 g333 2003 Generalized Fermat 3458 73968246^8192+1 64464 g333 2003 Generalized Fermat 3459 73955500^8192+1 64463 g333 2003 Generalized Fermat 3460 73905472^8192+1 64461 g333 2003 Generalized Fermat 3461 73859748^8192+1 64458 g333 2003 Generalized Fermat 3462 73830076^8192+1 64457 g333 2003 Generalized Fermat 3463 73817598^8192+1 64456 g333 2003 Generalized Fermat 3464 73767556^8192+1 64454 g333 2003 Generalized Fermat 3465 73759528^8192+1 64454 g333 2003 Generalized Fermat 3466 73741890^8192+1 64453 g333 2003 Generalized Fermat 3467 73733940^8192+1 64452 g333 2003 Generalized Fermat 3468 81*2^214096+1 64452 gt 2001 Generalized Fermat 3469 10^64450+989*10^32224+1 64451 p16 2004 Palindrome 3470 73688010^8192+1 64450 g333 2004 Generalized Fermat 3471 73682488^8192+1 64450 g333 2004 Generalized Fermat 3472 73664880^8192+1 64449 g333 2004 Generalized Fermat 3473 73654268^8192+1 64449 g333 2004 Generalized Fermat 3474 73643908^8192+1 64448 g333 2003 Generalized Fermat 3475 73642786^8192+1 64448 g333 2003 Generalized Fermat 3476 73624640^8192+1 64447 g333 2003 Generalized Fermat 3477 73592222^8192+1 64446 g333 2003 Generalized Fermat 3478 73584328^8192+1 64445 g333 2003 Generalized Fermat 3479 73553172^8192+1 64444 g333 2003 Generalized Fermat 3480 73521972^8192+1 64442 g333 2003 Generalized Fermat 3481 73502982^8192+1 64441 g333 2003 Generalized Fermat 3482 73500808^8192+1 64441 g333 2003 Generalized Fermat 3483 73497996^8192+1 64441 g333 2003 Generalized Fermat 3484 73484838^8192+1 64440 g333 2003 Generalized Fermat 3485 73478464^8192+1 64440 g333 2003 Generalized Fermat 3486 73464422^8192+1 64439 g333 2003 Generalized Fermat 3487 73461452^8192+1 64439 g333 2003 Generalized Fermat 3488 73458088^8192+1 64439 g333 2003 Generalized Fermat 3489 73452712^8192+1 64439 g333 2003 Generalized Fermat 3490 73430822^8192+1 64438 g333 2003 Generalized Fermat 3491 73415512^8192+1 64437 g333 2003 Generalized Fermat 3492 73378368^8192+1 64435 g333 2003 Generalized Fermat 3493 73366824^8192+1 64435 g333 2003 Generalized Fermat 3494 73343344^8192+1 64434 g333 2003 Generalized Fermat 3495 73311816^8192+1 64432 g333 2003 Generalized Fermat 3496 73283920^8192+1 64431 g333 2003 Generalized Fermat 3497 73259792^8192+1 64429 g333 2003 Generalized Fermat 3498 73259752^8192+1 64429 g333 2003 Generalized Fermat 3499 73259534^8192+1 64429 g333 2003 Generalized Fermat 3500 73256298^8192+1 64429 g333 2003 Generalized Fermat 3501 73188638^8192+1 64426 g333 2003 Generalized Fermat 3502 73184694^8192+1 64426 g333 2003 Generalized Fermat 3503 73184242^8192+1 64426 g333 2003 Generalized Fermat 3504 603*2^214006-1 64426 L21 2004 3505 73137518^8192+1 64424 g333 2003 Generalized Fermat 3506 66*7^76229+1 64423 p67 2004 3507 73126538^8192+1 64423 g333 2003 Generalized Fermat 3508 15015*2^213991+1 64422 g233 2004 3509 73092894^8192+1 64421 g333 2003 Generalized Fermat 3510 73080502^8192+1 64421 g333 2003 Generalized Fermat 3511 73066638^8192+1 64420 g333 2003 Generalized Fermat 3512 469*2^213987-1 64420 L21 2004 3513 73051674^8192+1 64419 g333 2003 Generalized Fermat 3514 73040014^8192+1 64419 g333 2003 Generalized Fermat 3515 73033018^8192+1 64418 g333 2003 Generalized Fermat 3516 73012436^8192+1 64417 g333 2003 Generalized Fermat 3517f 1035*2^213949-1 64409 L80 2005 3518c 611*2^213927+1 64402 p161 2005 3519 135135*2^213916-1 64401 L8 2004 3520 189*2^213856-1 64380 L91 2004 3521b 855*2^213807+1 64366 p161 2005 3522 31554*69^35000-1 64365 g355 2004 3523 25924*69^35000-1 64365 g355 2004 3524e 1131*2^213798-1 64363 L80 2005 3525e 1163*2^213770-1 64355 L80 2005 3526 6738*(2^148227+60443)*(205*2^65523-1639)-1 64352 x25 2002 3527 95*6^82691+1 64349 p67 2004 3528 48705*2^213741-1 64348 L82 2004 3529d 531*2^213721+1 64340 g388 2005 3530 623*2^213682-1 64328 L21 2004 3531 529*2^213665-1 64323 L21 2004 3532b 849*2^213650+1 64318 p161 2005 3533 2145*2^213621-1 64310 L8 2004 3534 411*2^213603-1 64304 g276 2004 3535 70000292^8192+1 64268 g0 2002 Generalized Fermat 3536c 975*2^213395+1 64242 p161 2005 3537 Phi(3,24375!3) 64236 p128 2004 Generalized unique 3538c 1119*2^213370+1 64234 p69 2005 3539c 687*2^213366+1 64233 p161 2005 3540f 293*2^213346-1 64227 L21 2005 3541 19580625*2^213303+1 64218 p147 2004 3542 3*2^213321+1 64217 Y 1997 Divides Fermat F(213319); GF(213316,6), GF(213319,12) [g0] 3543 485*2^213276-1 64206 L21 2004 3544a 1297*2^213202+1 64184 L80 2005 3545f 345*2^213060+1 64140 g258 2005 3546e 237422631457*2^213021-1 64138 L85 2005 3547 210885*2^213029-1 64134 L15 2003 3548 757980795*2^212959-1 64116 L40 2004 3549b 837*2^212971+1 64114 p161 2005 3550 92235*2^212963-1 64114 L8 2004 3551b 3213*2^212943-1 64106 L113 2005 3552 57*2^212908+1 64094 g145 2002 3553e 789*2^212899-1 64092 L21 2005 3554c 903*2^212888+1 64089 p161 2005 3555 555*2^212877-1 64086 L21 2004 3556 1103*2^212876-1 64086 L10 2003 3557e 1187*2^212868-1 64083 L80 2005 3558 252979267*2^212797-1 64067 L10 2004 3559b 435435*2^212789-1 64062 L87 2005 3560 29244*155^29244+1 64059 g142 2004 Generalized Cullen 3561 409695*2^212742-1 64048 L8 2004 3562 (2^106380+1)^2-2 64048 p126 2004 3563 49*2^212745-1 64045 L57 2004 3564e 789*2^212700-1 64032 L21 2005 3565 519*2^212600-1 64002 L21 2004 3566 87743*2^212565+1 63994 g284 2003 3567e 753*2^212558-1 63990 L21 2005 3568 5555*2^212527+1 63981 p15 2002 3569 152812718713*2^212459-1 63968 L85 2004 3570 149*2^212460-1 63960 L70 2004 3571 73*2^212451-1 63956 L33 2003 3572 10^63952+858*10^31975+1 63953 p16 2004 Palindrome 3573 323895*2^212421-1 63951 L8 2004 3574 1015*2^212403-1 63943 L80 2004 3575f 111*2^212396+1 63940 g233 2005 3576 34252725*2^212311-1 63920 p113 2004 3577f 249*2^212326+1 63919 p43 2005 3578 1331*2^212282-1 63907 L10 2004 3579c 692835*2^212254-1 63901 L87 2005 3580 648452805*2^212227-1 63896 L40 2004 3581 225*2^212182+1 63876 g305 2003 Generalized Fermat 3582 22066791*2^212159-1 63874 g276 2004 3583a 1215*2^212164+1 63871 g255 2005 3584 19900521*2^212120+1 63862 g344 2004 Generalized Fermat 3585c 925*2^212112+1 63856 p161 2005 3586 75030224*3^133779-1 63837 g112 2003 3587 4665119*2^212021+1 63832 g42 2003 3588 403*2^212027-1 63830 g324 2003 3589c 1051*2^211972+1 63813 p69 2005 3590f 719*2^211952-1 63807 L21 2005 3591f 713*2^211902-1 63792 L21 2005 3592b 453*2^211897+1 63791 p161 2005 3593 413*2^211896-1 63790 g276 2004 3594 273043633*2^211855-1 63784 L10 2004 3595 19950931*2^211820+1 63772 p147 2004 3596 31*6^81930+1 63756 p67 2004 3597c 691*2^211756+1 63748 p161 2005 3598c 1818438765*2^211710-1 63741 L87 2005 3599d 6555*2^211720-1 63738 L87 2005 3600c 635*2^211719+1 63737 p161 2005 3601 191234152507*2^211685-1 63735 L85 2004 3602e 255255*2^211660+1 63722 L94 2005 3603c 951*2^211645+1 63715 p161 2005 3604 4*63^35409+1 63714 p67 2004 3605 626419*2^211622+1 63711 g118 2001 3606 1618448535*2^211608-1 63710 L40 2004 3607b 781*2^211604+1 63703 p161 2005 3608f 28433*2^211542-1 63685 L83 2005 3609f 285*2^211544-1 63684 L21 2005 3610b 743*2^211521+1 63678 p161 2005 3611 17*2^211464-1 63659 g267 2003 3612 527*2^211426-1 63649 L21 2004 3613 12*59^35941+1 63648 p67 2004 3614e 867*2^211410-1 63644 L21 2005 3615c 19437*2^211357-1 63630 L114 2005 3616d 267*2^211358-1 63628 g320 2005 3617f 299*2^211324-1 63618 L21 2005 3618c 2023*2^211243-1 63594 L10 2005 3619 69*2^211226+1 63588 g233 2002 3620 985*2^211217-1 63586 g323 2004 3621 79365*2^211195-1 63581 L8 2004 3622b 407*2^211167+1 63571 p161 2005 3623 925944075*2^211111+1 63560 g113 2000 3624 Phi(3,69639^6561) 63548 p16 2002 Generalized unique 3625 26*5^90909+1 63545 p67 2004 3626 (2^70362-1)^3+2 63544 p44 2004 3627 37*2^211056+1 63536 g67 2001 3628 25*10^63531+1 63533 p67 2004 3629 68*6^81640+1 63531 p67 2004 3630 58*6^81620+1 63515 p67 2004 3631 794977755*2^210947-1 63511 L87 2004 3632 691490085*2^210901-1 63497 L40 2004 3633 951*2^210898-1 63490 g320 2002 3634 26*3^133052+1 63484 p67 2004 3635 595*2^210867-1 63481 L21 2004 3636 111546435*2^210761-1 63454 g273 2002 3637b 731*2^210687+1 63426 p161 2005 3638 830865*2^210666+1 63423 g99 2004 3639 692435*2^210666-1 63423 g99 2004 3640 680147*2^210666-1 63423 g99 2004 3641 656665*2^210666+1 63423 g99 2004 3642 652871*2^210666-1 63423 g99 2004 3643 646077*2^210666-1 63423 g99 2004 3644 358491*2^210666-1 63423 g99 2004 3645 242147*2^210666-1 63423 g99 2004 3646 181167*2^210666+1 63423 g99 2004 3647 170415*2^210666-1 63423 g99 2004 3648 78855*2^210666-1 63422 g99 2004 3649d 1017*2^210544+1 63384 p69 2005 3650f 325*2^210533-1 63380 L21 2005 3651c 3803443215*2^210465-1 63366 L117 2005 3652e 1780716795*2^210464-1 63366 L40 2005 3653b 555*2^210377+1 63333 p161 2005 3654 177*2^210340+1 63321 g226 2003 3655a 1281*2^210331-1 63320 g255 2005 3656 657*2^210330-1 63319 L23 2003 3657 465*2^210249-1 63294 L9 2003 3658f 1133*2^210224-1 63287 L80 2005 3659a 1281*2^210219+1 63286 p69 2005 3660 301*2^210213-1 63283 g320 2002 3661 1005*2^210185-1 63275 L80 2004 3662 93*10^63254+1 63256 p67 2004 3663c 865*2^210094+1 63248 p161 2005 3664 2995125705*2^210062-1 63245 L27 2004 3665 17*6^81253+1 63229 p67 2004 3666d 1406203*2^210000+1 63223 g376 2005 3667f 1312357*2^210000+1 63223 g336 2005 3668d 1195411*2^210000+1 63223 g376 2005 3669d 1155733*2^210000+1 63223 g376 2005 3670e 770841*2^210000+1 63223 g376 2005 3671f 319221*2^210000+1 63222 g376 2005 3672f 129781*2^210000+1 63222 g376 2005 3673f 88357*2^210000+1 63222 g376 2005 3674 585*2^209960-1 63208 L21 2004 3675 916617*2^209902-1 63193 L50 2004 3676 876441*2^209902-1 63193 L50 2004 3677 566433*2^209902-1 63193 L50 2004 3678c 2063*2^209910-1 63193 L10 2005 3679 305145*2^209902-1 63193 L27 2004 3680 262865*2^209902-1 63193 L27 2004 3681 80705*2^209902-1 63192 L27 2004 3682a 1257*2^209834+1 63170 p69 2005 3683 5*2^209787+1 63153 Y 1997 3684e 363*2^209768-1 63150 g276 2005 3685 145823#+1 63142 p21 2000 Primorial 3686 10^63132+11111511111*10^31561+1 63133 p131 2004 Palindrome 3687f 357*2^209685-1 63125 g276 2005 3688 19950931*2^209632+1 63113 p147 2004 3689c 891*2^209625+1 63107 p161 2005 3690 4665119*2^209603+1 63104 g42 2003 3691c 659*2^209587+1 63095 p161 2005 3692 111546435*2^209565-1 63094 g273 2002 3693 1009*2^209581-1 63094 L10 2003 3694 16119*2^209575-1 63093 L33 2003 3695 72*7^74654+1 63092 p67 2004 3696 447*2^209576-1 63092 g276 2004 3697c 965*2^209431+1 63048 p161 2005 3698 191819*2^209392-1 63039 L33 2003 3699 91*6^80994+1 63028 p67 2004 3700f 249*2^209351+1 63024 p43 2005 3701 555*2^209293-1 63007 L21 2004 3702 5775*2^209265+1 62999 g291 2002 3703 1225*2^209254+1 62995 g174 2001 Generalized Fermat 3704c 375*2^209240+1 62991 p161 2005 3705 Phi(3,63065^6561) 62983 p16 2002 Generalized unique 3706 182640!14-1 62979 p93 2003 Multifactorial 3707a 1251*2^209151-1 62964 L80 2005 3708 17226825*2^208999+1 62923 g174 2002 3709c 655*2^208992+1 62916 p161 2005 3710b 28270*168^28270+1 62914 g392 2005 Generalized Cullen 3711 96743!7-1 62904 p3 2002 Multifactorial 3712b 159106*5^89982+1 62900 L119 2005 3713 706427865*2^208910-1 62898 L58 2004 3714 17411745*2^208879+1 62887 g174 2003 3715 1025*2^208826-1 62866 L80 2004 3716 89*2^208824-1 62865 L56 2004 3717 (24*48541#-72*U(430,1,137)*(73*U(430,1,137)+37*U(430,1,136))-6)^3+(11*\ 48541#+72*U(430,1,137)*(63*U(430,1,137)-45*U(430,1,136))-8)^3+(4*48541\ #+72*U(430,1,137)*(52*U(430,1,137)+52*U(430,1,136))+9)^3 62857 p44 2004 3718d 4096*3^131717+1 62849 x28 2005 3719e 751*2^208737-1 62839 L21 2005 3720e 147*2^208731+1 62837 p43 2005 3721 636951315*2^208697-1 62833 L40 2004 3722 522077*2^208666-1 62821 g99 2004 3723 485207*2^208666-1 62821 g99 2003 3724 311901*2^208666-1 62821 g99 2004 3725 146291*2^208666-1 62820 g99 2004 3726 116357*2^208666-1 62820 g99 2003 3727 113885*2^208666-1 62820 g99 2003 3728a 1221*2^208643-1 62811 g255 2005 3729a 53858*5^89840-1 62801 L121 2005 3730c 539*2^208571+1 62789 p161 2005 3731d 1003*2^208542+1 62781 p69 2005 3732 11118255*2^208522+1 62779 g5 2003 3733 479*2^208496-1 62767 L21 2004 3734 1073*2^208464-1 62757 L80 2004 3735 137959279649*2^208404-1 62747 L85 2004 3736 317*2^208398-1 62737 L21 2004 3737 51*10^62727+1 62729 p67 2004 3738 49963*18^49963+1 62722 g157 2000 Generalized Cullen 3739 377*2^208344-1 62721 g276 2004 3740 279268245*2^208205+1 62685 g196 2001 3741 75*6^80537+1 62672 p67 2004 3742d 1025*2^208173+1 62670 p69 2005 3743 64*7^74150+1 62666 p67 2004 Generalized Fermat 3744 10^62658+828*10^31328+1 62659 p16 2004 Palindrome 3745c 695*2^208085+1 62643 p161 2005 3746e 402335175*2^208052-1 62639 L40 2005 3747e 831*2^208045-1 62631 L21 2005 3748 145649!11-1 62619 p88 2002 Multifactorial 3749 3*66^34414+1 62619 p67 2004 3750d 423*2^207956+1 62604 g372 2005 3751c 375*2^207936+1 62598 p161 2005 3752f 1137*2^207912-1 62591 L80 2005 3753c 651*2^207892+1 62585 p161 2005 3754f 145*2^207880+1 62581 p43 2005 3755a 1221*2^207867+1 62578 p69 2005 3756f 229*2^207863-1 62576 L21 2005 3757c 1093*2^207848+1 62572 p69 2005 3758c 3803443215*2^207818-1 62570 L117 2005 3759c 855*2^207833+1 62567 p161 2005 3760 135135*2^207792-1 62557 L8 2004 3761c 539*2^207751+1 62543 p161 2005 3762 247940197*2^207721-1 62539 L10 2004 3763 31328*99^31328+1 62524 g157 2003 Generalized Cullen 3764b 128896*5^89436+1 62519 p171 2005 3765c 635*2^207667+1 62517 p161 2005 3766 4847*2^207628-1 62506 L83 2004 3767d 8331405*2^207555-1 62488 L87 2005 3768f 117*2^207571+1 62488 g381 2005 3769 289*2^207546+1 62481 p43 2004 Generalized Fermat 3770 10^62472+828*10^31235+1 62473 p16 2004 Palindrome 3771e 121550625*2^207500+1 62472 g305 2005 Generalized Fermat 3772 256*257^25920+1 62468 g131 2002 Generalized Fermat 3773 999096285*2^207457-1 62460 L40 2004 3774 181094404409*2^207396-1 62444 L85 2004 3775c 1417452465*2^207355-1 62430 L40 2005 3776c 307515*2^207331-1 62419 L87 2005 3777 63374025*2^207323+1 62419 g283 2003 3778a 1217*2^207316-1 62412 g255 2005 3779e 819*2^207312-1 62411 L21 2005 3780 88*3^130788+1 62404 p67 2004 3781b 465*2^207246+1 62390 p161 2005 3782 209*2^207223+1 62383 p43 2004 3783d 570923*2^207189+1 62376 g105 2005 3784 2*75^33260+1 62365 p67 2004 3785c 691*2^207120+1 62353 p161 2005 3786 577294575*2^207060+1 62341 g42 2000 3787 7*2^207084+1 62340 g35 1998 3788a 600105*2^207065+1 62339 g337 2005 3789b 499*2^206986+1 62312 p161 2005 3790 1241415*2^206972+1 62311 g336 2003 3791 8*3^130592+1 62310 p67 2004 3792 53*2^206970-1 62306 L56 2004 3793c 1765576395*2^206941-1 62305 L40 2005 3794c 1101*2^206921+1 62293 p69 2005 3795c 40175374^8192+1 62292 g390 2005 Generalized Fermat 3796c 40175026^8192+1 62292 g390 2005 Generalized Fermat 3797c 40164734^8192+1 62291 g390 2005 Generalized Fermat 3798c 40140284^8192+1 62289 g390 2005 Generalized Fermat 3799c 40136414^8192+1 62289 g390 2005 Generalized Fermat 3800a 1297*2^206902+1 62287 p69 2005 3801c 40114646^8192+1 62287 g390 2005 Generalized Fermat 3802c 40100426^8192+1 62285 g390 2005 Generalized Fermat 3803c 40099284^8192+1 62285 g390 2005 Generalized Fermat 3804c 40078518^8192+1 62284 g390 2005 Generalized Fermat 3805c 40056164^8192+1 62282 g390 2005 Generalized Fermat 3806c 40044222^8192+1 62281 g390 2005 Generalized Fermat 3807d 40024948^8192+1 62279 g390 2005 Generalized Fermat 3808d 40017240^8192+1 62278 g390 2005 Generalized Fermat 3809c 40006268^8192+1 62277 g390 2005 Generalized Fermat 3810c 1121*2^206847+1 62271 p69 2005 3811 209*2^206821+1 62262 p43 2004 3812 186615*2^206779+1 62252 g196 2002 3813 849*2^206779+1 62250 g366 2004 3814 304136141*2^206746-1 62246 L10 2004 3815 3443*2^206753+1 62243 g249 2004 3816 255*2^206716-1 62231 g320 2004 3817 2*51^36438+1 62221 p67 2004 3818 123*2^206663-1 62214 L50 2004 3819c 857*2^206627+1 62204 p161 2005 3820f 329*2^206628-1 62204 L21 2005 3821c 1071*2^206604+1 62198 p69 2005 3822 287*2^206539+1 62177 p43 2004 3823 96880162584451340130465*2^206409+1 62159 p106 2003 3824 185939348317*2^206365-1 62134 L85 2004 3825 381*2^206391-1 62133 g276 2004 3826 1089*2^206389+1 62133 p91 2003 3827d 1005*2^206382+1 62131 p69 2005 3828b 196*3^130163+1 62106 x28 2005 3829 243*2^206302-1 62106 L21 2004 3830 225*2^206293-1 62103 L91 2004 3831 725196615*2^206265-1 62101 L40 2004 3832d 38044364^8192+1 62098 p163 2005 Generalized Fermat 3833 375375*2^206264-1 62098 L8 2004 3834e 38015596^8192+1 62096 p163 2005 Generalized Fermat 3835 186615*2^206248+1 62093 g196 2002 3836 995233965*2^206176-1 62075 L40 2004 3837c 1167*2^206176+1 62069 p69 2005 3838 300001845*2^206127-1 62059 g75 2001 3839 597590565*2^206106-1 62053 L40 2004 3840f 273*2^206118-1 62051 L21 2005 3841 1001*2^206082-1 62040 g320 2003 3842a 1233*2^206064+1 62035 g255 2005 3843c 1185*2^206043+1 62029 p69 2005 3844 132599*2^206032-1 62027 g59 1999 3845e 831*2^206017-1 62021 L21 2005 3846d 1003*2^205998+1 62015 p69 2005 3847c 1173*2^205974+1 62008 p69 2005 3848 840811*2^205948+1 62003 g156 2002 3849 10*6^79674+1 62000 p67 2004 3850d 8331405*2^205885-1 61985 L87 2005 3851c 2075*2^205762-1 61944 L10 2005 3852 3825*2^205759-1 61944 L68 2004 3853 15809*2^205733+1 61937 g121 2000 3854a 1275*2^205706+1 61927 g255 2005 3855 Phi(3,52355^6561) 61923 p16 2002 Generalized unique 3856 195*2^205668-1 61915 L4 2003 3857 1095*2^205647-1 61909 L80 2004 3858 323063771*2^205578-1 61894 L10 2004 3859c 1071*2^205580+1 61889 p69 2005 3860 94389*2^205573-1 61889 g276 2004 3861 391*2^205573-1 61887 g276 2004 3862a 1225*2^205535-1 61876 L80 2005 3863 217*2^205525-1 61872 L40 2004 3864 92235*2^205508-1 61870 L8 2004 3865 408247*2^205469-1 61858 g72 2001 3866 413*2^205390-1 61832 g276 2004 3867 100473*2^205382+1 61832 g214 2002 3868b 479*2^205385+1 61830 p161 2005 3869 3008356065*2^205348-1 61826 L40 2004 3870 161*2^205370-1 61825 L10 2004 3871c 617*2^205347+1 61819 p161 2005 3872e 281065*2^205331-1 61817 L80 2005 3873b 491*2^205337+1 61816 p161 2005 3874 53*2^205301+1 61804 gt 2002 3875a 1295*2^205276-1 61798 p69 2005 3876c 883*2^205198+1 61774 p161 2005 3877 225225*2^205180+1 61771 g347 2004 3878 1023*2^205183-1 61770 L80 2004 3879 2375164605*2^205155-1 61768 L40 2004 3880f 93*2^205158-1 61761 L21 2005 3881e 281065*2^205141-1 61760 L80 2005 3882f 231*2^205017-1 61719 L63 2005 3883c 907*2^205006+1 61716 p161 2005 3884 451605*2^204991+1 61715 g10 1999 3885 489*2^204980-1 61708 L21 2004 3886e 781*2^204887-1 61681 L21 2005 3887 105105*2^204860-1 61675 L8 2004 3888 (2^102435+1)^2-2 61673 p126 2004 3889a 1227*2^204834-1 61665 L80 2005 3890b 461*2^204809+1 61657 p161 2005 3891 71*2^204807+1 61655 gt 2002 3892c 865*2^204754+1 61641 p161 2005 3893 18160!/18149#-1 61635 p16 2000 Compositorial 3894 3825*2^204711-1 61628 L68 2004 3895 39*2^204681+1 61617 g97 2000 3896 15*10^61604+1 61606 p67 2004 3897 331*2^204592+1 61591 p91 2003 3898c 275*2^204516-1 61568 g320 2005 3899b 1449*2^204503-1 61565 L113 2005 3900 72679057049*2^204464-1 61561 L85 2004 3901 107116!8+1 61535 p125 2004 Multifactorial 3902 367*2^204360+1 61522 g267 2004 3903d 659*2^204273+1 61496 p161 2005 Divides GF(204271,10) 3904 94*7^72761+1 61493 p67 2004 3905 72020*11^59043+1 61492 g15 2000 3906 Phi(3,-5653^8192) 61478 f5 2003 Generalized unique 3907 1025*2^204206-1 61476 L80 2004 3908 253*2^204140+1 61455 p43 2004 3909 537*2^204132-1 61453 L21 2004 3910 (22*47497#-72*U(430,1,137)*(73*U(430,1,137)+37*U(430,1,136))-6)^3+(9*4\ 7497#+72*U(430,1,137)*(63*U(430,1,137)-45*U(430,1,136))-8)^3+(4*47497#\ +72*U(430,1,137)*(52*U(430,1,137)+52*U(430,1,136))+9)^3 61452 p44 2004 3911 26780*197^26780-1 61451 p120 2004 Generalized Woodall 3912f 833*2^204106-1 61445 g384 2005 3913e 795*2^204068-1 61434 L21 2005 3914 8311875*2^204037-1 61429 g73 2002 3915c 1097*2^204015+1 61418 p69 2005 3916a 1297*2^203964+1 61403 g255 2005 3917 649*2^203961-1 61402 L21 2004 3918 616385055*2^203906-1 61391 L40 2004 3919 78*7^72634+1 61385 p67 2004 3920 2*14^53547+1 61373 p67 2004 3921 2^203789+2^101895+1 61347 O 2000 Gaussian Mersenne norm 34 3922 109395*2^203747-1 61339 L2 2003 3923 770464695*2^203730-1 61338 L40 2004 3924d 729*2^203750+1 61338 p161 2005 Generalized Fermat 3925f 93*2^203728-1 61331 L21 2005 3926 242385*2^203712-1 61329 L8 2004 3927e 1090279905*2^203669-1 61320 L40 2005 3928 1095*2^203663-1 61312 L80 2004 3929 87*6^78783+1 61308 p67 2004 3930 10^61306+363*10^30652+1 61307 p16 2004 Palindrome 3931 106586843861*2^203606-1 61303 L85 2004 3932d 1023*2^203604+1 61294 p69 2005 3933 648452805*2^203574-1 61291 L40 2004 3934f 371*2^203590-1 61290 g276 2005 3935 47*370^23864-1 61290 g267 2002 3936d 603*2^203573+1 61285 p161 2005 3937 69508!5-1 61278 p93 2004 Multifactorial 3938 117762645*2^203487+1 61264 g336 2004 3939 333*2^203453+1 61248 p91 2003 3940c 375*2^203442+1 61245 p161 2005 3941 22066791*2^203423-1 61244 g276 2004 3942 613806765*2^203407-1 61241 L40 2004 3943 10^61234+8*10^30617+1 61235 p16 2002 Palindrome 3944 375*2^203387-1 61229 g276 2004 3945 C(203381,101691)-1 61222 p16 2002 Binomial 3946c 1035*2^203336+1 61214 p69 2005 3947 242385*2^203328-1 61214 L8 2004 3948 2*3^128295-1 61213 gb1 2003 3949 10^61210+161*10^30604+1 61211 p16 2004 Palindrome 3950 3979*2^203318+1 61209 g249 2004 3951 581*2^203315+1 61207 g143 2004 3952 72*7^72402+1 61189 p67 2004 3953 1225785*2^203161+1 61164 g336 2003 3954 (28*(3233*2003#)^9-6466*2003#)^8+(32*(3233*2003#)^8-1)^8 61160 p44 2004 3955 64*3^128143+1 61142 p67 2004 3956 778049415*2^203077-1 61142 L40 2004 3957c 441*2^203089+1 61139 g125 2005 3958c 2041*2^203063-1 61132 L10 2005 3959 439*2^203023-1 61119 g276 2004 3960b 815475453*2^203001+1 61119 g255 2005 3961b 737276145*2^203001+1 61119 g255 2005 3962b 503322345*2^203001+1 61119 g255 2005 3963b 487332813*2^203001+1 61119 g255 2005 3964 645*2^203005+1 61114 g176 2004 3965 535*2^202995-1 61111 L21 2004 3966c 355*2^202986+1 61108 p161 2005 3967b 41117*2^202850-1 61069 L6 2005 3968c 99811*2^202803-1 61055 L114 2005 3969 891*2^202783-1 61047 L21 2004 3970a 1237*2^202744+1 61036 p69 2005 3971 523669*2^202714+1 61029 g239 2002 3972 1331*2^202694-1 61021 L10 2004 3973 11*6^78397+1 61006 p67 2004 3974 71*2^202642-1 61004 L1 2004 3975c 1035*2^202616+1 60997 p69 2005 3976 36753*2^202602+1 60994 g120 2003 3977 259*2^202609-1 60994 L23 2004 3978 5326992948092709915443565*2^202473-1 60976 p130 2004 3979 96880162584451340130465*2^202474+1 60974 p106 2003 3980 197*2^202534-1 60972 L40 2004 Arithmetic progression (1,d=17*2^429318-197*2^202534) [p162] 3981d 649*2^202518+1 60967 p161 2005 3982 81*2^202471+1 60952 gt 2001 3983c 1107*2^202375+1 60924 p69 2005 3984d 909*2^202359-1 60920 L21 2005 3985d 609*2^202359+1 60919 p161 2005 3986 157*2^202345-1 60915 L10 2004 3987 195*2^202307+1 60903 p43 2004 3988 45*2^202304+1 60902 g44 2000 3989b 465*2^202299+1 60901 p161 2005 3990 1095*2^202276-1 60895 p67 2004 3991 126184155*2^202202-1 60877 g350 2004 3992c 925*2^202178+1 60865 p161 2005 3993 13!*2^202138+1 60860 p48 2003 3994 132071*2^202098-1 60843 g173 2001 3995 555*2^202098+1 60841 g71 2001 3996 Phi(3,-5164^8192) 60834 f5 2003 Generalized unique 3997 553*2^202064+1 60831 g143 2004 3998 969*2^202043-1 60824 L21 2004 3999b 923663565*2^202001-1 60818 g255 2005 4000b 870347805*2^202001-1 60818 g255 2005 4001c 746180025*2^202001-1 60818 g255 2005 4002c 737136195*2^202001-1 60818 g255 2005 4003c 418931565*2^202001-1 60817 g255 2005 4004c 236931945*2^202001-1 60817 g255 2005 4005c 38921925*2^202001-1 60816 g255 2005 4006 74529*2^201870-273*2^100936-1 60774 p89 2002 4007 6191*2^201863+1 60771 g313 2004 4008 616385055*2^201822-1 60764 L40 2004 4009d 533*2^201797+1 60750 g388 2005 4010 556591299*2^201715+1 60732 g121 2003 4011b 41117*2^201696-1 60722 L6 2005 4012c 1173*2^201690+1 60718 p69 2005 4013 25856685*2^201664-1 60715 g294 2004 4014 25283715*2^201664-1 60715 g294 2004 4015 23008455*2^201664-1 60715 g294 2004 4016 14447055*2^201664-1 60715 g294 2004 4017 9056535*2^201664-1 60714 g294 2004 4018 82*5^86826+1 60691 p67 2004 4019 105*2^201556-1 60677 L38 2004 4020 6701*2^201533+1 60672 g313 2004 4021 19550505*2^201502-1 60666 L1 2004 4022f 291*2^201494-1 60659 L21 2005 4023b 465*2^201468+1 60651 p161 2005 4024 370421*2^201442-1 60646 g59 2000 4025 1064887395*2^201418-1 60642 L16 2004 4026 159*2^201429-1 60639 L10 2004 4027 277*2^201378+1 60624 p43 2004 4028e 15015*2^201357-1 60619 L94 2005 4029 1021*2^201327-1 60609 L80 2004 4030 763094475*2^201298-1 60606 L40 2004 4031e 255255*2^201281+1 60598 g350 2005 4032c 403*2^201250+1 60585 p161 2005 4033 331139*2^201240-1 60585 g23 1999 4034 229131*2^201233+1 60583 p97 2002 4035c 1061*2^201239+1 60583 p69 2005 4036f 357*2^201237-1 60581 g276 2005 4037 2059357281*2^201201+1 60577 g182 2002 4038 2058598029*2^201201+1 60577 g182 2002 4039 926510001*2^201201+1 60577 g182 2002 4040 493410225*2^201201+1 60577 g182 2002 4041 491716719*2^201201+1 60577 g182 2002 4042 490403781*2^201201+1 60577 g182 2002 4043 489202635*2^201201+1 60577 g182 2002 4044 486077085*2^201201+1 60577 g182 2002 4045 485608539*2^201201+1 60577 g182 2002 4046 483490401*2^201201+1 60577 g182 2002 4047 479345559*2^201201+1 60577 g182 2002 4048 473441481*2^201201+1 60577 g182 2002 4049 462626979*2^201201+1 60577 g182 2002 4050 461297079*2^201201+1 60577 g182 2002 4051 246301179*2^201201+1 60576 g182 2002 4052 235848561*2^201201+1 60576 g182 2002 4053 230882409*2^201201+1 60576 g182 2002 4054 229274475*2^201201+1 60576 g182 2002 4055 227909679*2^201201+1 60576 g182 2002 4056 33489309*2^201201+1 60576 g182 2002 4057 28140339*2^201201+1 60575 g182 2002 4058 12282981*2^201201+1 60575 g182 2002 4059 3816969*2^201201+1 60575 g182 2002 4060b 455*2^201207+1 60573 p161 2005 4061 861*2^201189-1 60567 g320 2003 4062d 629*2^201187+1 60567 p161 2005 4063 12301977*2^201168-1 60565 g358 2004 4064a 1716*1017^20135-1 60556 g1 2005 4065f 279*2^201152-1 60556 L21 2005 4066c 1131*2^201147+1 60555 p69 2005 4067 285191*2^201138-1 60555 g59 1999 4068 15855*2^201122+1 60548 g174 2002 4069c 867*2^201116+1 60545 p161 2005 4070b 687*2^201108+1 60543 L31 2005 4071 19550505*2^201052-1 60530 L1 2004 4072a 5685*2^201050+1 60526 g233 2005 4073b 899127*2^201028+1 60522 g255 2005 4074d 9990617*2^201024-1 60522 L10 2005 4075d 9854193*2^201024-1 60522 L10 2005 4076d 9763845*2^201024-1 60522 L10 2005 4077d 9416727*2^201024-1 60522 L10 2005 4078d 9378795*2^201024-1 60522 L10 2005 4079d 8844467*2^201024-1 60522 L10 2005 4080d 8556189*2^201024-1 60522 L10 2005 4081d 8443593*2^201024-1 60522 L10 2005 4082d 8438765*2^201024-1 60522 L10 2005 4083d 8228057*2^201024-1 60522 L10 2005 4084d 7836017*2^201024-1 60522 L10 2005 4085d 7821447*2^201024-1 60522 L10 2005 4086d 7812959*2^201024-1 60522 L10 2005 4087d 7754469*2^201024-1 60522 L10 2005 4088d 7730289*2^201024-1 60522 L10 2005 4089d 7689245*2^201024-1 60522 L10 2005 4090d 7682289*2^201024-1 60522 L10 2005 4091d 7650459*2^201024-1 60522 L10 2005 4092d 6832445*2^201024-1 60522 L10 2005 4093d 6750917*2^201024-1 60522 L10 2005 4094d 6697037*2^201024-1 60522 L10 2005 4095d 6683057*2^201024-1 60522 L10 2005 4096d 6471329*2^201024-1 60522 L10 2005 4097d 6068295*2^201024-1 60522 L10 2005 4098d 6024909*2^201024-1 60522 L10 2005 4099c 5957789*2^201024-1 60522 L10 2005 4100c 5933535*2^201024-1 60522 L10 2005 4101c 5706657*2^201024-1 60522 L10 2005 4102c 5338625*2^201024-1 60521 L10 2005 4103c 5203665*2^201024-1 60521 L10 2005 4104c 5128505*2^201024-1 60521 L10 2005 4105c 5105805*2^201024-1 60521 L10 2005 4106c 5066687*2^201024-1 60521 L10 2005 4107c 4956773*2^201024-1 60521 L10 2005 4108c 4901865*2^201024-1 60521 L10 2005 4109c 4476303*2^201024-1 60521 L10 2005 4110c 4392537*2^201024-1 60521 L10 2005 4111c 4378467*2^201024-1 60521 L10 2005 4112c 4337913*2^201024-1 60521 L10 2005 4113c 4145783*2^201024-1 60521 L10 2005 4114c 4136517*2^201024-1 60521 L10 2005 4115c 3892779*2^201024-1 60521 L10 2005 4116c 3860219*2^201024-1 60521 L10 2005 4117c 3561353*2^201024-1 60521 L10 2005 4118c 3418419*2^201024-1 60521 L10 2005 4119c 3071925*2^201024-1 60521 L10 2005 4120c 3051975*2^201024-1 60521 L10 2005 4121c 2925585*2^201024-1 60521 L10 2005 4122c 2702513*2^201024-1 60521 L10 2005 4123c 2626643*2^201024-1 60521 L10 2005 4124c 2466029*2^201024-1 60521 L10 2005 4125c 2285187*2^201024-1 60521 L10 2005 4126c 2108859*2^201024-1 60521 L10 2005 4127c 2049059*2^201024-1 60521 L10 2005 4128a 1575857*2^201024-1 60521 L10 2005 4129a 1566197*2^201024-1 60521 L10 2005 4130b 534837*2^201024-1 60520 L10 2005 4131c 508713*2^201024+1 60520 g255 2005 4132d 195449*2^201024-1 60520 L10 2005 4133c 366855*2^201023+1 60520 g255 2005 4134d 143745*2^201024-1 60520 L10 2005 4135d 8729*2^201024-1 60519 L10 2005 4136c 846231*2^201017+1 60519 g375 2005 4137d 890535*2^201015+1 60518 p69 2005 4138d 885045*2^201012+1 60517 p69 2005 4139 763094475*2^200999-1 60516 L40 2004 4140d 13635*2^201013+1 60516 p69 2005 4141d 577905*2^201001+1 60514 p69 2005 4142 4043*2^200985+1 60507 p114 2002 4143 8021*2^200965+1 60501 p114 2002 4144 3197*2^200959+1 60499 p114 2002 4145 5817*2^200943+1 60494 p114 2002 4146 1931*2^200917+1 60486 p114 2002 4147 3185*2^200901+1 60481 p114 2002 4148 133*2^200878+1 60473 p114 2001 4149 8913*2^200848+1 60466 p114 2002 4150 8015*2^200835+1 60462 p114 2002 4151 1485*2^200790+1 60447 p114 2002 4152 603*2^200771-1 60441 L21 2004 4153 5277*2^200767+1 60441 p114 2002 4154e 985389405*2^200747-1 60440 L104 2005 4155 3625*2^200758+1 60438 p114 2002 4156 1169*2^200735+1 60431 p114 2002 4157 275279355*2^200707-1 60428 g294 2004 4158 1081185375*2^200705-1 60428 g294 2004 4159 268267965*2^200707-1 60428 g294 2004 4160 522863385*2^200706-1 60428 g294 2004 4161 1078554147*2^200704-1 60427 g294 2004 4162 605185665*2^200704-1 60427 g294 2004 4163 134738133*2^200706-1 60427 g294 2004 4164 130539225*2^200706-1 60427 g294 2004 4165 428825787*2^200704-1 60427 g294 2004 4166 368223465*2^200704-1 60427 g294 2004 4167 172185621*2^200705-1 60427 g294 2004 4168 266384847*2^200704-1 60427 g294 2004 4169 39399843*2^200706-1 60427 g294 2004 4170 11685375*2^200706-1 60426 g294 2004 4171 3419931*2^200705-1 60425 g294 2004 4172 2385*2^200712+1 60424 p114 2002 4173 105*2^200712+1 60423 p114 2001 4174 1841*2^200707+1 60423 p114 2002 4175 3333331*2^200696+1 60423 g1 2003 4176 1435*2^200706+1 60422 p114 2002 4177 7779*2^200690+1 60418 p114 2002 4178 70*3^126607+1 60409 p67 2004 4179 4*55^34710+1 60409 p67 2004 Generalized Fermat 4180 2431*2^200656+1 60407 p114 2002 4181b 10*1017^20086-1 60407 g1 2005 4182 7009*2^200646+1 60405 p114 2002 4183 37208*42^37208+1 60403 g157 2004 Generalized Cullen 4184 10^60398+282*10^30198+1 60399 p16 2004 Palindrome 4185 5733*2^200590+1 60388 p114 2002 4186 348921329*2^200572-1 60387 L10 2004 4187d 100280245065*2^200558-1 60385 L87 2005 4188 8409*2^200578+1 60384 p114 2002 4189 21*2^200568+1 60379 g128 2000 4190 4761*2^200551+1 60376 p114 2002 4191b 27669*152^27669+1 60374 g392 2005 Generalized Cullen 4192 11241*2^200531+1 60370 g305 2003 4193 825*2^200534+1 60370 p114 2002 4194 175678!14-1 60367 p93 2003 Multifactorial 4195 28*5^86358+1 60364 p67 2004 4196 10581*2^200487+1 60357 g351 2003 4197 10177*2^200480+1 60355 g351 2003 4198f 1159*2^200475-1 60353 L80 2005 4199 471*2^200475+1 60352 p114 2002 4200 435*2^200455+1 60346 p114 2002 4201 567*2^200454-1 60346 L21 2004 4202 507*2^200448+1 60344 p114 2002 4203 987*2^200447+1 60344 p114 2002 4204 1273*2^200438+1 60341 p114 2002 4205 (2^100224-1)^2-2 60341 p75 2004 4206 9821*2^200433+1 60341 p114 2002 4207 735*2^200435-1 60340 g318 2003 4208 1097*2^200427+1 60338 p114 2002 4209 10337*2^200415+1 60335 g351 2003 4210 9925*2^200404+1 60332 p114 2002 4211 2861*2^200403+1 60331 p114 2002 4212 14527*2^200394+1 60329 g300 2003 4213 2893*2^200394+1 60329 p114 2002 4214 1727*2^200391+1 60327 p114 2002 4215 6447*2^200384+1 60326 p114 2002 4216d 8331405*2^200363-1 60323 L87 2005 4217 14053*2^200368+1 60321 g300 2003 4218 12669*2^200365+1 60320 g300 2003 4219 15951*2^200361+1 60319 g300 2003 4220 3717*2^200359+1 60318 p114 2002 4221 585*2^200352-1 60315 L21 2004 4222 3971*2^200349+1 60315 p114 2002 4223 735*2^200321-1 60306 g318 2003 4224 8031*2^200304+1 60302 p114 2002 4225 11067*2^200303+1 60302 g300 2003 4226 11533*2^200298+1 60300 g301 2003 4227 13379*2^200289+1 60298 g301 2003 4228 2301*2^200289+1 60297 p114 2002 4229 7979*2^200275+1 60293 p114 2002 4230 999*2^200276-1 60293 g190 2001 4231 10453*2^200272+1 60292 g301 2003 4232 2523*2^200265+1 60290 p114 2002 4233 7311*2^200256+1 60287 p114 2002 4234 7137*2^200250+1 60286 p114 2003 4235 2017*2^200244+1 60283 g148 2002 4236 910733*2^200233+1 60283 p43 2000 4237 3183*2^200230+1 60279 p114 2002 4238 1721*2^200225+1 60277 p114 2002 4239 9689*2^200215+1 60275 p114 2004 4240 2805*2^200212+1 60274 p114 2002 4241 5487*2^200204+1 60272 p114 2002 4242 8721*2^200203+1 60272 p114 2002 4243 3823*2^200204+1 60271 p114 2002 4244 5265*2^200176+1 60263 p114 2002 4245f Phi(5,(3115*7001#-1)*(3919*7001#-1)*(5449*7001#-1)*(10485*7001#-1)*(11\ 521*7001#-1)) 60263 p44 2005 generalized unique 4246a C(2*(8816*7001#-1)*(6521*7001#-1)*(4561*7001#-1)*(1867*7001#-1)*(1093*\ 7001#-1)+2,4)+1 60258 p44 2005 Binomial 4247 10971*2^200155+1 60257 g370 2003 4248 67385*2^200151+1 60257 g278 2002 4249 9559*2^200142+1 60253 p114 2002 4250 4943*2^200141+1 60253 p114 2002 4251 21120903*2^200124-1 60251 g348 2004 4252 4029*2^200134+1 60250 p114 2002 4253 983*2^200136-1 60250 L79 2004 4254 3885*2^200120+1 60246 p114 2002 4255f 1143*2^200116-1 60244 L80 2005 4256 9823*2^200112+1 60244 p114 2002 4257 10765*2^200102+1 60241 g370 2003 4258 1683*2^200078+1 60233 p114 2002 4259 6505*2^200076+1 60233 p114 2002 4260 9185*2^200067+1 60231 p114 2003 4261 2251*2^200064+1 60229 p114 2002 4262 9161*2^200061+1 60229 p114 2003 4263 13707*2^200050+1 60226 g370 2003 4264 994508625*2^200033-1 60225 L40 2004 4265f 710375*2^200037+1 60223 g1 2005 4266a 1291861389*2^200023+1 60223 p122 2005 4267a 1291561809*2^200023+1 60223 p122 2005 4268d 1290104181*2^200023+1 60223 p122 2005 4269a 1271826039*2^200023+1 60223 p122 2005 4270a 1271150691*2^200023+1 60223 p122 2005 4271a 1253585265*2^200023+1 60223 p122 2005 4272a 155594817*2^200026+1 60223 p122 2005 4273d 310328571*2^200025+1 60223 p122 2005 4274a 612510045*2^200024+1 60223 p122 2005 4275d 1220281725*2^200023+1 60223 p122 2005 4276a 1218284985*2^200023+1 60223 p122 2005 4277d 302995959*2^200025+1 60223 p122 2005 4278e 1211832825*2^200023+1 60223 p122 2005 4279f 1193702691*2^200023+1 60222 p122 2005 4280f 596316057*2^200024-1 60222 L4 2005 4281 74462805*2^200027-1 60222 L4 2004 4282e 1187304915*2^200023+1 60222 p122 2005 4283f 1183090791*2^200023+1 60222 p122 2005 4284d 147674217*2^200026-1 60222 L4 2005 4285 1180423155*2^200023-1 60222 L4 2004 4286d 1179675189*2^200023+1 60222 p122 2005 4287d 1177507035*2^200023+1 60222 p122 2005 4288e 294180969*2^200025+1 60222 p122 2005 4289e 294057591*2^200025+1 60222 p122 2005 4290f 1173741339*2^200023+1 60222 p122 2005 4291e 1171521561*2^200023-1 60222 L4 2005 4292 585087507*2^200024-1 60222 L4 2004 4293e 583257363*2^200024+1 60222 p122 2005 4294e 1165864959*2^200023+1 60222 p122 2005 4295e 1160071809*2^200023+1 60222 p122 2005 4296f 1153575855*2^200023+1 60222 p122 2005 4297f 1152486651*2^200023-1 60222 L4 2005 4298 1151683455*2^200023-1 60222 L4 2004 4299 575193963*2^200024-1 60222 L4 2004 4300f 142484565*2^200026+1 60222 p122 2005 4301f 568277163*2^200024+1 60222 p122 2005 4302 280190631*2^200025-1 60222 L4 2004 4303f 558998265*2^200024+1 60222 p122 2005 4304f 556783065*2^200024+1 60222 p122 2005 4305 278064939*2^200025-1 60222 L4 2004 4306 556107885*2^200024-1 60222 L4 2004 4307 1110841545*2^200023-1 60222 L4 2004 4308f 1106885481*2^200023+1 60222 p122 2005 4309f 551802927*2^200024+1 60222 p122 2005 4310f 1099014159*2^200023-1 60222 L4 2005 4311f 68603811*2^200027-1 60222 L4 2005 4312 274093845*2^200025-1 60222 L4 2004 4313 271364121*2^200025-1 60222 L4 2004 4314 135492783*2^200026-1 60222 L4 2004 4315f 1079905071*2^200023-1 60222 L4 2005 4316f 1079768079*2^200023-1 60222 L4 2005 4317 539041503*2^200024-1 60222 L4 2004 4318 268736475*2^200025-1 60222 L4 2004 4319 1073923401*2^200023-1 60222 L4 2004 4320 66436149*2^200027-1 60222 L4 2004 4321 1057820205*2^200023-1 60222 L4 2004 4322 1055296839*2^200023-1 60222 L4 2004 4323 1050027771*2^200023-1 60222 L4 2004 4324 130902837*2^200026-1 60222 L4 2004 4325 1043662299*2^200023-1 60222 L4 2004 4326 521780055*2^200024-1 60222 L4 2004 4327 1038223929*2^200023-1 60222 L4 2004 4328 129178107*2^200026-1 60222 L4 2004 4329 258289449*2^200025-1 60222 L4 2004 4330 64552509*2^200027-1 60222 L4 2004 4331 1029195351*2^200023-1 60222 L4 2004 4332 509186133*2^200024-1 60222 L4 2004 4333 1017394455*2^200023-1 60222 L4 2004 4334 1017075081*2^200023-1 60222 L4 2004 4335 1013998299*2^200023-1 60222 L4 2004 4336 1007781621*2^200023-1 60222 L4 2004 4337 1005185271*2^200023-1 60222 L4 2004 4338 501672315*2^200024-1 60222 L4 2004 4339 998121669*2^200023-1 60222 L4 2004 4340 998011071*2^200023-1 60222 L4 2004 4341 997199685*2^200023-1 60222 L4 2004 4342 994165989*2^200023-1 60222 L4 2004 4343 495485907*2^200024-1 60222 L4 2004 4344 986695815*2^200023-1 60222 L4 2004 4345 985569285*2^200023-1 60222 L4 2004 4346 492670767*2^200024-1 60222 L4 2004 4347 983781615*2^200023-1 60222 L4 2004 4348 982831809*2^200023-1 60222 L4 2004 4349 976403709*2^200023-1 60222 L4 2004 4350 485072385*2^200024-1 60222 L4 2004 4351 29769525*2^200028-1 60222 L4 2004 4352 235210545*2^200025-1 60222 L4 2004 4353 235090005*2^200025-1 60222 L4 2004 4354 117063165*2^200026-1 60222 L4 2004 4355 29154207*2^200028-1 60222 L4 2004 4356 116476095*2^200026-1 60222 L4 2004 4357 14516349*2^200029-1 60222 L4 2004 4358 463838067*2^200024-1 60222 L4 2004 4359 925554771*2^200023-1 60222 L4 2004 4360 462485745*2^200024-1 60222 L4 2004 4361 461944587*2^200024-1 60222 L4 2004 4362 460962495*2^200024-1 60222 L4 2004 4363 460497243*2^200024-1 60222 L4 2004 4364 917148969*2^200023-1 60222 L4 2004 4365 456368055*2^200024-1 60222 L4 2004 4366 905553831*2^200023-1 60222 L4 2004 4367 452734953*2^200024-1 60222 L4 2004 4368 901222845*2^200023-1 60222 L4 2004 4369 112527555*2^200026-1 60222 L4 2004 4370 896835435*2^200023-1 60222 L4 2004 4371 447332973*2^200024-1 60222 L4 2004 4372 890946615*2^200023-1 60222 L4 2004 4373 110998635*2^200026-1 60222 L4 2004 4374 110676585*2^200026-1 60222 L4 2004 4375 883735749*2^200023-1 60222 L4 2004 4376 109108305*2^200026-1 60222 L4 2004 4377 869182965*2^200023-1 60222 L4 2004 4378 108454515*2^200026-1 60222 L4 2004 4379 107420817*2^200026-1 60222 L4 2004 4380 429600783*2^200024-1 60222 L4 2004 4381 851241669*2^200023-1 60222 L4 2004 4382 424934283*2^200024-1 60222 L4 2004 4383 845528829*2^200023-1 60222 L4 2004 4384 844574355*2^200023-1 60222 L4 2004 4385 421656663*2^200024-1 60222 L4 2004 4386 842133735*2^200023-1 60222 L4 2004 4387 105098853*2^200026-1 60222 L4 2004 4388 837593121*2^200023-1 60222 L4 2004 4389 836723091*2^200023-1 60222 L4 2004 4390 834773121*2^200023-1 60222 L4 2004 4391 417201705*2^200024-1 60222 L4 2004 4392 207666015*2^200025-1 60222 L4 2004 4393 825493521*2^200023-1 60222 L4 2004 4394 823555899*2^200023-1 60222 L4 2004 4395 822514329*2^200023-1 60222 L4 2004 4396 815125911*2^200023-1 60222 L4 2004 4397 811982019*2^200023-1 60222 L4 2004 4398 101185323*2^200026-1 60222 L4 2004 4399 808710021*2^200023-1 60222 L4 2004 4400 201281931*2^200025-1 60222 L4 2004 4401 804215901*2^200023-1 60222 L4 2004 4402 789314631*2^200023-1 60222 L4 2004 4403 98185977*2^200026-1 60222 L4 2004 4404 778868781*2^200023-1 60222 L4 2004 4405 388892277*2^200024-1 60222 L4 2004 4406 388235667*2^200024-1 60222 L4 2004 4407 769177095*2^200023-1 60222 L4 2004 4408 767718345*2^200023-1 60222 L4 2004 4409 191237979*2^200025-1 60222 L4 2004 4410 761866665*2^200023-1 60222 L4 2004 4411 190263915*2^200025-1 60222 L4 2004 4412 189151785*2^200025-1 60222 L4 2004 4413 756385959*2^200023-1 60222 L4 2004 4414 377610117*2^200024-1 60222 L4 2004 4415 376743837*2^200024-1 60222 L4 2004 4416 742966779*2^200023-1 60222 L4 2004 4417 742711389*2^200023-1 60222 L4 2004 4418 185390049*2^200025-1 60222 L4 2004 4419 368902815*2^200024-1 60222 L4 2004 4420 734614935*2^200023-1 60222 L4 2004 4421 725113509*2^200023-1 60222 L4 2004 4422 721914495*2^200023-1 60222 L4 2004 4423 721197381*2^200023-1 60222 L4 2004 4424 720190851*2^200023-1 60222 L4 2004 4425 720098715*2^200023-1 60222 L4 2004 4426 358805763*2^200024-1 60222 L4 2004 4427 712840431*2^200023-1 60222 L4 2004 4428 712057785*2^200023-1 60222 L4 2004 4429 348499365*2^200024-1 60222 L4 2004 4430 696316215*2^200023-1 60222 L4 2004 4431 696133851*2^200023-1 60222 L4 2004 4432 691225431*2^200023-1 60222 L4 2004 4433 690800859*2^200023-1 60222 L4 2004 4434 344565837*2^200024-1 60222 L4 2004 4435 687748215*2^200023-1 60222 L4 2004 4436 685819161*2^200023-1 60222 L4 2004 4437 170875485*2^200025-1 60222 L4 2004 4438 341683017*2^200024-1 60222 L4 2004 4439 10645539*2^200029-1 60222 L4 2004 4440 679729041*2^200023-1 60222 L4 2004 4441 338996025*2^200024-1 60222 L4 2004 4442 676616859*2^200023-1 60222 L4 2004 4443 674427465*2^200023-1 60222 L4 2004 4444 168564405*2^200025-1 60222 L4 2004 4445 336773997*2^200024-1 60222 L4 2004 4446 336626877*2^200024-1 60222 L4 2004 4447 654281235*2^200023-1 60222 L4 2004 4448 651785805*2^200023-1 60222 L4 2004 4449 649806585*2^200023-1 60222 L4 2004 4450 645672741*2^200023-1 60222 L4 2004 4451 644787855*2^200023-1 60222 L4 2004 4452 40200321*2^200027-1 60222 L4 2004 4453 319405155*2^200024-1 60222 L4 2004 4454 635817975*2^200023-1 60222 L4 2004 4455 635250261*2^200023-1 60222 L4 2004 4456 158739201*2^200025-1 60222 L4 2004 4457 317383833*2^200024-1 60222 L4 2004 4458 623501835*2^200023-1 60222 L4 2004 4459 622588371*2^200023-1 60222 L4 2004 4460 152334081*2^200025-1 60222 L4 2004 4461 76155693*2^200026-1 60222 L4 2004 4462 607296201*2^200023-1 60222 L4 2004 4463 150441879*2^200025-1 60222 L4 2004 4464 601035765*2^200023-1 60222 L4 2004 4465 600775959*2^200023-1 60222 L4 2004 4466 597770391*2^200023-1 60222 L4 2004 4467 595762755*2^200023-1 60222 L4 2004 4468 577245*2^200033-1 60222 L4 2004 4469 291908067*2^200024-1 60222 L4 2004 4470 72878517*2^200026-1 60222 L4 2004 4471 145654611*2^200025-1 60222 L4 2004 4472 581817609*2^200023-1 60222 L4 2004 4473 72354927*2^200026-1 60222 L4 2004 4474 577135635*2^200023-1 60222 L4 2004 4475 287375775*2^200024-1 60222 L4 2004 4476 569734335*2^200023-1 60222 L4 2004 4477 565743879*2^200023-1 60222 L4 2004 4478 281111673*2^200024-1 60222 L4 2004 4479 556521615*2^200023-1 60222 L4 2004 4480 555710205*2^200023-1 60222 L4 2004 4481 138551961*2^200025-1 60222 L4 2004 4482 549026739*2^200023-1 60222 L4 2004 4483 548450145*2^200023-1 60222 L4 2004 4484 546369825*2^200023-1 60222 L4 2004 4485 539255205*2^200023-1 60222 L4 2004 4486 66814053*2^200026-1 60222 L4 2004 4487 534313185*2^200023-1 60222 L4 2004 4488 532466685*2^200023-1 60222 L4 2004 4489 265478955*2^200024-1 60222 L4 2004 4490 66252465*2^200026-1 60222 L4 2004 4491 522266655*2^200023-1 60222 L4 2004 4492 261005097*2^200024-1 60222 L4 2004 4493 517700211*2^200023-1 60222 L4 2004 4494 511761159*2^200023-1 60222 L4 2004 4495 507763005*2^200023-1 60222 L4 2004 4496 251837697*2^200024-1 60222 L4 2004 4497 62737617*2^200026-1 60222 L4 2004 4498 500770899*2^200023-1 60222 L4 2004 4499 500422665*2^200023-1 60222 L4 2004 4500 125021745*2^200025-1 60222 L4 2004 4501 124983729*2^200025-1 60222 L4 2004 4502 499889049*2^200023-1 60222 L4 2004 4503 494285325*2^200023-1 60222 L4 2004 4504 123052695*2^200025-1 60222 L4 2004 4505 488515461*2^200023-1 60222 L4 2004 4506 488375319*2^200023-1 60222 L4 2004 4507 486049509*2^200023-1 60222 L4 2004 4508 121064979*2^200025-1 60222 L4 2004 4509 483273609*2^200023-1 60222 L4 2004 4510 60231255*2^200026-1 60222 L4 2004 4511 478097235*2^200023-1 60222 L4 2004 4512 118817415*2^200025-1 60222 L4 2004 4513 116759025*2^200025-1 60222 L4 2004 4514 232695987*2^200024-1 60222 L4 2004 4515 462245889*2^200023-1 60222 L4 2004 4516 230562423*2^200024-1 60222 L4 2004 4517 230126883*2^200024-1 60222 L4 2004 4518 458263209*2^200023-1 60222 L4 2004 4519 114456225*2^200025-1 60222 L4 2004 4520 450930075*2^200023-1 60222 L4 2004 4521 448822569*2^200023-1 60222 L4 2004 4522 224114307*2^200024-1 60222 L4 2004 4523 442407099*2^200023-1 60222 L4 2004 4524 216445125*2^200024-1 60222 L4 2004 4525 213299043*2^200024-1 60222 L4 2004 4526 425956635*2^200023-1 60222 L4 2004 4527 421008849*2^200023-1 60222 L4 2004 4528 420925401*2^200023-1 60222 L4 2004 4529 51777147*2^200026-1 60222 L4 2004 4530 103495695*2^200025-1 60222 L4 2004 4531 204820293*2^200024-1 60222 L4 2004 4532 406933329*2^200023-1 60222 L4 2004 4533 101474949*2^200025-1 60222 L4 2004 4534 101402889*2^200025-1 60222 L4 2004 4535 100571511*2^200025-1 60222 L4 2004 4536 397079439*2^200023-1 60222 L4 2004 4537 391817505*2^200023-1 60222 L4 2004 4538 195072963*2^200024-1 60222 L4 2004 4539 96466821*2^200025-1 60222 L4 2004 4540 48206457*2^200026-1 60222 L4 2004 4541 384330429*2^200023-1 60222 L4 2004 4542 383352579*2^200023-1 60222 L4 2004 4543 185511963*2^200024-1 60222 L4 2004 4544 368945565*2^200023-1 60222 L4 2004 4545 183623637*2^200024-1 60222 L4 2004 4546 182962137*2^200024-1 60222 L4 2004 4547 359353821*2^200023-1 60222 L4 2004 4548 357515865*2^200023-1 60222 L4 2004 4549 353372535*2^200023-1 60222 L4 2004 4550 175824333*2^200024-1 60222 L4 2004 4551 349864905*2^200023-1 60222 L4 2004 4552 349693671*2^200023-1 60222 L4 2004 4553 349599501*2^200023-1 60222 L4 2004 4554 173070597*2^200024-1 60222 L4 2004 4555 342026229*2^200023-1 60222 L4 2004 4556 341107755*2^200023-1 60222 L4 2004 4557 84951309*2^200025-1 60222 L4 2004 4558 336857955*2^200023-1 60222 L4 2004 4559 335740851*2^200023-1 60222 L4 2004 4560 333291111*2^200023-1 60222 L4 2004 4561 332201589*2^200023-1 60222 L4 2004 4562 330597891*2^200023-1 60222 L4 2004 4563 330342699*2^200023-1 60222 L4 2004 4564 164268045*2^200024-1 60222 L4 2004 4565 323710221*2^200023-1 60222 L4 2004 4566 161123985*2^200024-1 60222 L4 2004 4567 79968135*2^200025-1 60222 L4 2004 4568 314898891*2^200023-1 60222 L4 2004 4569 313163289*2^200023-1 60222 L4 2004 4570 9713013*2^200028-1 60222 L4 2004 4571 153656577*2^200024-1 60222 L4 2004 4572 305457711*2^200023-1 60222 L4 2004 4573 304652151*2^200023-1 60222 L4 2004 4574 150219675*2^200024-1 60222 L4 2004 4575 294666279*2^200023-1 60222 L4 2004 4576 18277221*2^200027-1 60222 L4 2004 4577 145074747*2^200024-1 60222 L4 2004 4578 142376613*2^200024-1 60222 L4 2004 4579 35253393*2^200026-1 60222 L4 2004 4580 280345431*2^200023-1 60222 L4 2004 4581 135912363*2^200024-1 60222 L4 2004 4582 260202921*2^200023-1 60222 L4 2004 4583 258966381*2^200023-1 60222 L4 2004 4584 256313799*2^200023-1 60222 L4 2004 4585 252558801*2^200023-1 60222 L4 2004 4586 249902511*2^200023-1 60222 L4 2004 4587 242781699*2^200023-1 60222 L4 2004 4588 241833471*2^200023-1 60222 L4 2004 4589 119531037*2^200024-1 60222 L4 2004 4590 59670849*2^200025-1 60222 L4 2004 4591 232189329*2^200023-1 60222 L4 2004 4592 115480005*2^200024-1 60222 L4 2004 4593 223375755*2^200023-1 60222 L4 2004 4594 110752767*2^200024-1 60222 L4 2004 4595 215805015*2^200023-1 60222 L4 2004 4596 215207631*2^200023-1 60222 L4 2004 4597 214950141*2^200023-1 60222 L4 2004 4598 214446105*2^200023-1 60222 L4 2004 4599 211429395*2^200023-1 60222 L4 2004 4600 105276765*2^200024-1 60222 L4 2004 4601 51271545*2^200025-1 60222 L4 2004 4602 197935761*2^200023-1 60222 L4 2004 4603 97727403*2^200024-1 60222 L4 2004 4604 95586915*2^200024-1 60222 L4 2004 4605 47296785*2^200025-1 60222 L4 2004 4606 188815809*2^200023-1 60222 L4 2004 4607 93320067*2^200024-1 60222 L4 2004 4608 22956897*2^200026-1 60222 L4 2004 4609 45875265*2^200025-1 60222 L4 2004 4610 182879109*2^200023-1 60222 L4 2004 4611 45548379*2^200025-1 60222 L4 2004 4612 44714019*2^200025-1 60222 L4 2004 4613 86704383*2^200024-1 60222 L4 2004 4614 170280861*2^200023-1 60222 L4 2004 4615 82969953*2^200024-1 60222 L4 2004 4616 165811569*2^200023-1 60222 L4 2004 4617 158879919*2^200023-1 60222 L4 2004 4618 158187045*2^200023-1 60222 L4 2004 4619 1225785*2^200030+1 60222 g336 2003 4620 38602791*2^200025-1 60222 L4 2004 4621 17921925*2^200026-1 60222 L4 2004 4622 121515081*2^200023-1 60222 L4 2004 4623 59397603*2^200024-1 60221 L4 2004 4624 3682647*2^200028-1 60221 L4 2004 4625 115393719*2^200023-1 60221 L4 2004 4626 55904415*2^200024-1 60221 L4 2004 4627 27693309*2^200025-1 60221 L4 2004 4628 13259127*2^200026-1 60221 L4 2004 4629 1619025*2^200029-1 60221 L4 2004 4630 50754465*2^200024-1 60221 L4 2004 4631 101222109*2^200023-1 60221 L4 2004 4632 24450219*2^200025-1 60221 L4 2004 4633 48226527*2^200024-1 60221 L4 2004 4634 91991619*2^200023-1 60221 L4 2004 4635 91446915*2^200023-1 60221 L4 2004 4636 43853487*2^200024-1 60221 L4 2004 4637 43367967*2^200024-1 60221 L4 2004 4638 42690675*2^200024-1 60221 L4 2004 4639 21292119*2^200025-1 60221 L4 2004 4640 5050827*2^200027-61769973*2^180008-1 60221 p108 2004 Arithmetic progression (3,d=5050827*2^200026-61769973*2^180008) 4641 78250005*2^200023-1 60221 L4 2004 4642 74924781*2^200023-1 60221 L4 2004 4643 70121991*2^200023-1 60221 L4 2004 4644 58467495*2^200023-1 60221 L4 2004 4645 29192493*2^200024-1 60221 L4 2004 4646 5974983*2^200026-1 60221 L4 2004 4647 5568885*2^200026-1 60221 L4 2004 4648 10936161*2^200025-1 60221 L4 2004 4649 10431831*2^200025-1 60221 L4 2004 4650 5050827*2^200026-1 60221 L4 2004 Arithmetic progression (2,d=5050827*2^200026-61769973*2^180008) [p108] 4651 19932447*2^200024-1 60221 L4 2004 4652 37223745*2^200023-1 60221 L4 2004 4653 36352269*2^200023-1 60221 L4 2004 4654 34640565*2^200023-1 60221 L4 2004 4655 33209085*2^200023-1 60221 L4 2004 4656 4071285*2^200026-1 60221 L4 2004 4657 998247*2^200028-1 60221 L4 2004 4658 18363171*2^200023-1 60221 L4 2004 4659 18140565*2^200023-1 60221 L4 2004 4660 17762409*2^200023-1 60221 L4 2004 4661 8380533*2^200024-1 60221 L4 2004 4662 6229425*2^200024-1 60221 L4 2004 4663 5054673*2^200024-1 60220 L4 2004 4664 8343951*2^200023-1 60220 L4 2004 4665 7203261*2^200023-1 60220 L4 2004 4666 2032617*2^200024-1 60220 L4 2004 4667 1945320525*2^200009-7641615*2^180015-1 60218 p44 2003 Arithmetic progression (3,d=1945320525*2^200008-7641615*2^180015) 4668 2980641537*2^200008-1 60218 L4 2003 4669 2835238635*2^200008-1 60218 L4 2003 4670 2784608085*2^200008-1 60218 L4 2003 4671 1334074041*2^200009-1 60218 L4 2003 4672 2587415727*2^200008-1 60218 L4 2003 4673 1286325495*2^200009-1 60218 L4 2003 4674 636113805*2^200010-1 60218 L4 2003 4675 1267736085*2^200009-1 60218 L4 2003 4676 1204641585*2^200009-1 60218 L4 2003 4677 2369620077*2^200008-1 60218 L4 2003 4678 1181106261*2^200009-1 60218 L4 2003 4679 1158196281*2^200009-1 60218 L4 2003 4680 2308511115*2^200008-1 60218 L4 2003 4681 1945320525*2^200008-1 60218 L4 2003 Arithmetic progression (2,d=1945320525*2^200008-7641615*2^180015) [p44] 4682 900880305*2^200009-1 60218 L4 2003 4683 1787812137*2^200008-1 60218 L4 2003 4684 1695353217*2^200008-1 60218 L4 2003 4685 739983615*2^200009-1 60218 L4 2003 4686 1432345137*2^200008-1 60218 L4 2003 4687 1419794535*2^200008-1 60218 L4 2003 4688 1319536527*2^200008-1 60218 L4 2003 4689 645505185*2^200009-1 60218 L4 2003 4690 615553491*2^200009-1 60218 L4 2003 4691 1095683205*2^200008-1 60218 L4 2003 4692 930101997*2^200008-1 60218 L4 2003 4693 859196247*2^200008-1 60218 L4 2003 4694 418196355*2^200009-1 60218 L4 2003 4695 385154685*2^200009-1 60218 L4 2003 4696 87362745*2^200011-1 60218 L4 2003 4697 80810925*2^200011-1 60218 L4 2003 4698 79429845*2^200011-1 60218 L4 2003 4699 617954085*2^200008-1 60218 L4 2003 4700 64076745*2^200011-1 60218 L4 2003 4701 454425405*2^200008-1 60218 L4 2003 4702 404323557*2^200008-1 60218 L4 2003 4703 80978175*2^200010-1 60217 L4 2003 4704 156139101*2^200009-1 60217 L4 2003 4705 255639945*2^200008-1 60217 L4 2003 4706 47734305*2^200010-1 60217 L4 2003 Arithmetic progression (3,d=47734305*2^200009-195*2^132477) [p108] 4707 2187543*2^200014-1 60217 L4 2003 4708 47734305*2^200009+195*2^132477-1 60217 p108 2003 Arithmetic progression (2,d=47734305*2^200009-195*2^132477) 4709 18374013*2^200010-1 60217 L4 2003 4710 170091873*2^200002-1 60215 g196 2000 4711 806655*2^200009-1 60215 L4 2003 4712 93607485*2^200002-1 60215 g196 2000 4713 903*2^200018+1 60215 g178 1999 4714 47832369*2^200001+1 60214 g119 2004 4715a 3749403*2^200000-1 60213 g378 2005 4716a 3658899*2^200000-1 60213 g378 2005 4717e 3227001*2^200000+1 60213 g378 2005 4718 6418125*2^199999-1 60213 g196 2000 4719 2556481*2^200000+1 60213 g378 2004 4720 2141797*2^200000+1 60213 g1 2004 4721 2137017*2^200000+1 60213 g1 2004 4722 1546821*2^200000+1 60213 g1 2004 4723 1137633*2^200000+1 60213 g1 2004 4724a 732219*2^200000-1 60212 g378 2005 4725a 650699*2^200000-1 60212 g378 2005 4726 542443*2^200000+1 60212 g1 2004 4727 59151*2^200002-1 60212 L92 2004 4728 231785*2^200000-1 60212 g141 2000 4729 109249*2^200001-1 60212 L92 2004 4730 122797*2^200000+1 60212 x11 2001 4731 83527*2^200000+1 60211 g141 1999 4732e 535197*2^199996-1 60211 L80 2005 4733e 975885*2^199988-1 60209 L80 2005 4734e 461955*2^199989-1 60209 L80 2005 4735c 893*2^199961+1 60198 p161 2005 4736 13867*2^199904+1 60182 g98 2000 4737 (6^38660-1)^2-2 60167 p13 2004 4738c 1151*2^199829+1 60158 p69 2005 4739 75*2^199819-1 60154 L63 2004 4740 770464695*2^199794-1 60153 L40 2004 4741 19820304*5^86019-1 60132 p147 2004 4742 65*2^199745+1 60132 gt 2000 4743 2007*2^199613-1 60093 L94 2004 4744f 1995*2^199607-1 60091 L94 2005 4745 778049415*2^199541-1 60077 L40 2004 4746f 13236795*2^199516-1 60068 L90 2005 4747 431*2^199513+1 60063 g313 2003 4748a 1269*2^199479-1 60053 g255 2005 4749 135720428083*2^199443-1 60050 L85 2004 4750 1109*2^199448-1 60043 L78 2004 4751 186615*2^199423+1 60038 g196 2002 4752 20040229*2^199414+1 60037 g345 2004 4753 923*2^199370-1 60020 L21 2004 4754 718463*2^199345+1 60015 g182 2001 4755b 38736*138497#+1 60008 p67 2005 4756b 38180*138497#+1 60008 p67 2005 4757c 31758*138497#+1 60008 p67 2005 4758d 26956*138497#+1 60008 p67 2005 4759d 26397*138497#+1 60008 p67 2005 4760d 23835*138497#+1 60008 p67 2005 4761e 13844*138497#+1 60008 p67 2005 4762f 7706*138497#+1 60008 p67 2005 4763f 6407*138497#+1 60008 p67 2005 4764f 2225*138497#+1 60007 p67 2005 4765 801*138497#+1 60007 p67 2004 4766 445813*2^199316+1 60006 p67 2004 4767 834861*2^199315+1 60006 p67 2004 4768 205413*2^199317+1 60006 p67 2004 4769 760737*2^199315+1 60006 p67 2004 4770 377157*2^199316+1 60006 p67 2004 4771 719091*2^199315+1 60006 p67 2004 4772 705641*2^199315+1 60006 p67 2004 4773 170205*2^199317+1 60006 p67 2004 4774 35301*2^199319+1 60006 p67 2004 4775 139251*2^199317+1 60006 p67 2004 4776 456621*2^199315+1 60006 p67 2004 4777 428217*2^199315+1 60006 p67 2004 4778 424797*2^199315+1 60006 p67 2004 4779 102513*2^199317+1 60006 p67 2004 4780 354557*2^199315+1 60006 p67 2004 4781 93367*2^199316+1 60006 p67 2004 4782 122777*2^199315+1 60005 p67 2004 4783 34*138497#+1 60005 p67 2004 4784 9933*2^199318+1 60005 p67 2004 4785 14843*2^199317+1 60005 p67 2004 4786 11473*2^199316+1 60005 p67 2004 4787c 12283*370590000^7002+1 60004 p140 2005 4788e 11571*2^199311+1 60003 g385 2005 4789 10^60000-10^26386-1 60000 p6 2003 Near-repdigit 4790c 65353*8589934590^6039-1 59997 p140 2005 4791b 41229*8589934590^6039+1 59996 p140 2005 4792a 1221*2^199289-1 59996 g255 2005 4793b 173525*2^199267+1 59991 L1 2005 4794a 1253*2^199220-1 59975 g255 2005 4795 21*2^199219-1 59973 L1 2004 4796d 8331405*2^199127-1 59951 L87 2005 4797 49335*2^199133-1 59950 L8 2004 4798 2*6^77028+1 59940 p69 2004 4799c 1197*2^199092+1 59936 p69 2005 4800 1565513235*2^199061-1 59933 L19 2004 4801d 937*2^199066+1 59928 p161 2005 4802 1741004265*2^199040-1 59927 g231 2004 4803e 281065*2^199039-1 59923 L80 2005 4804f 13236795*2^199020-1 59919 L90 2005 4805a 1287*2^199014-1 59913 g375 2005 4806f 487*2^198998+1 59908 p149 2005 4807 316299555*2^198935-1 59894 L27 2003 4808f 407*2^198907+1 59880 p149 2005 4809 19900521*2^198852+1 59868 g344 2004 Generalized Fermat 4810 1794785*2^198845+1 59865 g358 2004 4811 1573095*2^198845+1 59865 g358 2004 4812 1353971*2^198845+1 59865 g358 2004 4813 1322723*2^198845+1 59865 g358 2004 4814 1177031*2^198845+1 59865 g358 2004 4815c 974337*2^198845-1 59865 g358 2005 4816c 956179*2^198845-1 59865 g358 2005 4817d 900577*2^198845-1 59865 g358 2005 4818d 875187*2^198845-1 59865 g358 2005 4819c 846139*2^198845-1 59865 g358 2005 4820b 821*2^198855+1 59865 g176 2005 4821 745209*2^198845+1 59865 g358 2004 4822d 668415*2^198845-1 59865 g358 2005 4823 653705*2^198845+1 59865 g358 2004 4824 555069*2^198845+1 59865 g358 2004 4825 546203*2^198845+1 59865 g358 2004 4826f 364377*2^198845-1 59864 g358 2005 4827f 133201*2^198845-1 59864 g358 2005 4828f 111021*2^198845-1 59864 g358 2005 4829 29949*2^198845-1 59863 g358 2004 4830f 487*2^198836+1 59859 p149 2005 4831 19650507*2^198798+1 59852 p141 2004 4832 19710517*2^198792+1 59850 p141 2004 4833 19930123*2^198788+1 59849 p141 2004 4834 2838393*2^198790-1 59849 L95 2004 4835 19010413*2^198786+1 59848 p141 2004 4836 1526415*2^198789-1 59848 L95 2004 4837 19651229*2^198785+1 59848 p141 2004 4838 4595031*2^198787-1 59848 L95 2004 4839 7228065*2^198786-1 59848 L95 2004 4840 19560307*2^198784+1 59848 p141 2004 4841 675927*2^198788-1 59847 L95 2004 4842 19630811*2^198783+1 59847 p141 2004 4843 3753561*2^198785-1 59847 L95 2004 4844 5547633*2^198784-1 59847 L95 2004 4845 25875291*2^198781-1 59847 p141 2004 4846 24887409*2^198781-1 59847 p141 2004 4847 21563205*2^198781-1 59847 p141 2004 4848 4523769*2^198783-1 59847 L95 2004 4849 9190365*2^198781-1 59847 p141 2004 4850 1429683*2^198782-1 59846 L95 2004 4851 1385601*2^198781-1 59846 p141 2004 4852 606435*2^198780-1 59845 L95 2004 4853 20176578^8192+1 59842 p139 2004 Generalized Fermat 4854 20176186^8192+1 59842 p139 2004 Generalized Fermat 4855 20154492^8192+1 59838 p139 2004 Generalized Fermat 4856 20150772^8192+1 59837 p139 2004 Generalized Fermat 4857 20130506^8192+1 59834 p139 2004 Generalized Fermat 4858 20125834^8192+1 59833 p139 2004 Generalized Fermat 4859 20123302^8192+1 59832 p139 2004 Generalized Fermat 4860 19830119*2^198731+1 59832 g339 2004 4861 17226825*2^198726+1 59830 g174 2002 4862 20102932^8192+1 59829 g363 2004 Generalized Fermat 4863 20102378^8192+1 59829 g363 2004 Generalized Fermat 4864a 1289*2^198721+1 59825 g375 2005 4865 193*2^198719-1 59823 L34 2004 4866 20070350^8192+1 59823 p139 2004 Generalized Fermat 4867 20069466^8192+1 59823 p139 2004 Generalized Fermat 4868 20060352^8192+1 59821 p143 2004 Generalized Fermat 4869 20042202^8192+1 59818 p139 2004 Generalized Fermat 4870e 222200158541*2^198666-1 59816 L85 2005 4871 455*2^198694-1 59816 L21 2004 4872 147*2^198692-1 59815 L40 2004 4873 20019996^8192+1 59814 p142 2004 Generalized Fermat 4874 20019740^8192+1 59814 p142 2004 Generalized Fermat 4875 20011520^8192+1 59813 g363 2004 Generalized Fermat 4876 20000822^8192+1 59811 g360 2004 Generalized Fermat 4877 19993360^8192+1 59809 g360 2004 Generalized Fermat 4878 19986772^8192+1 59808 g360 2004 Generalized Fermat 4879 2993740035*2^198632-1 59804 L19 2003 4880d 719*2^198649+1 59803 p161 2005 4881d 651*2^198647+1 59802 p161 2005 4882b 701*2^198631+1 59797 L31 2005 4883 22*5^85532+1 59786 p67 2004 4884 267*2^198536-1 59768 L5 2003 4885 3*22^44521+1 59767 p67 2004 4886 67943!5+1 59764 p93 2003 Multifactorial 4887 250163*2^198453+1 59746 g239 2001 4888 92288!7-1 59738 p3 2002 Multifactorial 4889b 1221*2^198425-1 59735 p69 2005 4890 102438765*2^198408+1 59735 g6 2003 4891 3105*2^198356+1 59715 g258 2004 4892 26565*2^198349-1 59714 L9 2003 4893 80*6^76699+1 59686 p67 2004 4894 3825*2^198142-1 59651 L68 2004 4895d 8331405*2^198122-1 59648 L87 2005 4896a 813*2^198113+1 59641 L31 2005 4897 891103785*2^198084-1 59639 L27 2004 4898c 2990*(6998*(1562*(542*143728654124177^8-1)^8-1)^8-1)^8-1 59628 p172 2005 4899d 639*2^198039+1 59619 p161 2005 4900 531*2^198037-1 59618 L21 2004 4901 253935*2^197929-1 59588 L8 2003 4902 19580625*2^197914+1 59586 p147 2004 Generalized Fermat 4903 2851527*2^197908-1 59583 g344 2004 4904 2557725*2^197908-1 59583 g344 2004 4905 2556945*2^197908-1 59583 g344 2004 4906 2395137*2^197908-1 59583 g344 2004 4907 2302583*2^197908-1 59583 g344 2004 4908 2147109*2^197908-1 59583 g344 2004 4909 2011977*2^197908-1 59583 g344 2004 4910 1927625*2^197908-1 59583 g344 2004 4911 1722045*2^197908-1 59583 g344 2004 4912 1532819*2^197908-1 59583 g344 2004 4913 1444277*2^197908-1 59583 g344 2004 4914 1243135*2^197908+1 59583 g344 2004 4915 1220669*2^197908-1 59583 g344 2004 4916 1096507*2^197908+1 59583 g344 2004 4917 1086831*2^197908+1 59583 g344 2004 4918 1084665*2^197908-1 59583 g344 2004 4919 1023973*2^197908+1 59583 g344 2004 4920 955617*2^197908-1 59583 g344 2004 4921 945771*2^197908+1 59583 g344 2004 4922 819235*2^197908+1 59583 g344 2004 4923 799141*2^197908+1 59583 g344 2004 4924 655347*2^197908-1 59583 g344 2004 4925 652107*2^197908-1 59583 g344 2004 4926 477773*2^197908-1 59582 g344 2004 4927 373731*2^197908+1 59582 g344 2004 4928 323883*2^197908+1 59582 g344 2004 4929 212367*2^197908+1 59582 g344 2004 4930 156453*2^197908-1 59582 g344 2004 4931 24759*2^197908-1 59581 g344 2004 4932 794977755*2^197835-1 59564 L87 2004 4933 333*2^197820+1 59553 p91 2003 4934 685*2^197805-1 59549 L21 2004 4935e 255255*2^197778-1 59543 L94 2005 4936 137*2^197783+1 59541 MC 1999 4937 93*2^197778+1 59540 gt 2002 4938c 4389*2^197763-1 59537 L113 2005 4939 10^59524+6*10^29762+1 59525 p16 2002 Palindrome 4940 909*2^197712-1 59521 L21 2004 4941e 471963*2^197698+1 59519 g258 2005 4942a 42*30^40290+1 59515 p69 2005 4943 1581823815*2^197668-1 59514 L87 2004 4944a 1281*2^197649+1 59502 g375 2005 4945 2397*2^197528-1 59466 L33 2003 4946 23151*370^23151-1 59461 g267 2002 Generalized Woodall 4947 1017*2^197509-1 59460 L80 2004 4948 361*2^197475-1 59449 L21 2004 4949 55*2^197350+1 59411 g67 2001 4950d 929*2^197299+1 59396 p161 2005 4951 871*2^197297-1 59396 L21 2004 4952 48*7^70276+1 59392 p67 2004 4953 949*2^197283-1 59392 g314 2003 4954b 1565655*2^197260-1 59388 L87 2005 4955b 19820304*5^84949+1 59385 p147 2005 4956d 655*2^197224+1 59374 p161 2005 4957 609*2^197219-1 59372 L21 2004 4958 355493103*2^197198-1 59372 g141 2003 4959 665*2^197150-1 59351 L21 2004 4960 1127*2^197108-1 59339 L80 2004 4961 91720!7-1 59335 p3 2002 Multifactorial 4962c 885*2^197054+1 59323 p161 2005 4963 195*2^197051-1 59321 L4 2003 4964 6*61^33220+1 59310 p67 2004 4965 266289613*2^196975-1 59304 L10 2004 4966d 1575*2^196958+1 59294 p133 2005 4967 229515*2^196950-1 59294 L8 2004 4968 509*2^196953+1 59292 p149 2004 4969 10*7^70115+1 59256 p67 2004 Divides Phi(7^70114,2) 4970 657*2^196808-1 59248 L23 2003 4971 4*63^32927+1 59248 p67 2004 4972 195*2^196785-1 59241 L4 2003 4973f 200250215309*2^196736-1 59235 L85 2005 4974b 87747*2^196711+1 59221 g1 2005 4975b 79955*2^196711+1 59221 g1 2005 4976b 77601*2^196711+1 59221 g1 2005 4977d 115333*2^196710+1 59221 g1 2005 4978d 43065*2^196710+1 59221 g1 2005 4979f 169813*2^196704+1 59220 g1 2005 4980 126133*2^196704+1 59219 g1 2004 4981 180291*2^196703+1 59219 g1 2004 4982 137997*2^196703+1 59219 g1 2004 4983a 1227*2^196707+1 59218 g375 2005 4984 132105*2^196700+1 59218 g1 2004 4985 62819*2^196701+1 59218 g1 2004 4986 48555*2^196700+1 59218 g1 2004 4987 6951*2^196701+1 59217 g1 2004 4988d 1173*2^196680+1 59210 p69 2005 4989 34*7^70049+1 59200 p67 2004 4990 61877235*2^196608+1 59193 g144 2002 4991 52144827*2^196608+1 59193 g144 2002 4992 51936915*2^196608+1 59193 g144 2002 4993 49541355*2^196608+1 59193 g144 2002 4994 35523003*2^196608+1 59193 g144 2002 4995 35339217*2^196608+1 59193 g144 2002 4996 1382283*2^196612+1 59193 g144 2002 4997 20768937*2^196608+1 59193 g144 2002 4998 4934175*2^196610+1 59193 g144 2002 4999 2904597*2^196610+1 59192 g144 2002 5000 4594455*2^196609+1 59192 g144 2002 5001 133*2^193674+1 58304 g313 2003 Divides GF(193673,3) 5002 65*2^192411+1 57924 gt 2000 Divides GF(192410,3) 5003d 1185*2^188361+1 56706 p69 2005 Divides GF(188359,12) 5004f 413*2^187937+1 56578 p149 2005 Divides GF(187936,12) 5005 15*2^184290+1 55478 Y 1998 Divides GF(184288,12) [g0] 5006 2*10^55347-1 55348 g243 2002 Near-repdigit 5007 7641615*2^180015-1 54197 L4 2003 Arithmetic progression (1,d=1945320525*2^200008-7641615*2^180015) [p44] 5008 405769059*2^180009-1 54197 L4 2003 Arithmetic progression (1,d=45*2^368553-405769059*2^180009) [p108] 5009 61769973*2^180008-1 54196 L4 2003 Arithmetic progression (1,d=5050827*2^200026-61769973*2^180008) [p108] 5010 82953297*2^180000-1 54194 L4 2003 Arithmetic progression (1,d=3247803*2^229376-82953297*2^180000) [p44] 5011 2*107^26303+1 53380 gb1 2003 Divides Phi(107^26303,2) 5012 2*122819^10425+1 53056 g187 2003 Divides Phi(122819^10425,2) 5013 2*121787^10423+1 53008 g187 2003 Divides Phi(121787^10423,2) 5014 2*123191^10371+1 52795 g187 2003 Divides Phi(123191^10371,2) 5015 93*10^52303-1 52305 g243 2004 Near-repdigit 5016 237*2^173551+1 52247 p43 2004 Divides GF(173546,12) 5017 99*10^52082-1 52084 g243 2004 Near-repdigit 5018 2*124247^10167+1 51794 g187 2003 Divides Phi(124247^10167,2) 5019 33218925*2^169690+1 51090 g259 2002 Twin (p+2) 5020 33218925*2^169690-1 51090 g259 2002 Twin (p) 5021 10^50897-5*10^25448-1 50897 p16 2001 Near-repdigit palindrome 5022 10^50103-4*10^50097-1 50103 p22 2000 Near-repdigit 5023 8*10^49808-1 49809 g243 2002 Near-repdigit 5024 99*10^49375-1 49377 g243 2004 Near-repdigit 5025 3*10^49314-1 49315 g243 2002 Near-repdigit 5026 255*2^161486+1 48615 g76 2000 Divides GF(161484,5) 5027 95*10^48467-1 48469 g243 2004 Near-repdigit 5028 2^160423-2^80212+1 48293 O 2000 Gaussian Mersenne norm 33 5029 9*10^48051-1 48052 gd 2000 Near-repdigit 5030 3*2^157169+1 47314 Y 1995 Divides Fermat F(157167); GF(157167,3), GF(157168,5), GF(157163,6), GF(157168,10), GF(157167,12) [g0]; GF(157168,5) [g0] 5031 2*2099^13931+1 46280 gb1 2003 Divides Phi(2099^13931,2) 5032 10^46069-10^23034-1 46069 p16 2001 Near-repdigit palindrome 5033 151023*2^151023-1 45468 g25 1998 Woodall 5034 19*2^149146+1 44899 g0 1998 Divides GF(149145,5), GF(149145,12) 5035 57*2^146223+1 44020 g92 2000 Divides Fermat F(146221) 5036 71509*2^143019-1 43058 g23 1998 Woodall, Arithmetic progression (2,d=(143018*2^83969-80047)*2^59049) [x12] 5037 159*2^142462+1 42888 g97 2001 Divides Fermat F(142460) 5038 221*2^134709+1 40554 p109 2001 Divides GF(134708,5) 5039 2^132049-1 39751 S 1983 Mersenne 30 5040 427*2^129958+1 39124 p109 2001 Divides GF(129957,3) 5041 371*2^127419+1 38360 g50 2001 Divides GF(127416,10) 5042 5*2^125413+1 37754 Y 1995 Divides Fermat F(125410); GF(125410,5), GF(125408,10) [g0]; GF(125410,5) [p50] 5043 63*2^125218+1 37697 gt 1999 Divides GF(125213,6) 5044 491*2^123281+1 37114 p109 2001 Divides GF(123280,10) 5045f 7068555*2^121302-1 36523 L100 2005 Sophie Germain (2p+1) 5046f 7068555*2^121301-1 36523 L100 2005 Sophie Germain (p) 5047 2540041185*2^114730-1 34547 g294 2003 Sophie Germain (2p+1) 5048 2540041185*2^114729-1 34547 g294 2003 Sophie Germain (p) 5049 60194061*2^114689+1 34533 g294 2002 Twin (p+2) 5050 60194061*2^114689-1 34533 g294 2002 Twin (p) 5051 13*2^114296+1 34408 Y 1995 Divides Fermat F(114293); GF(114292,5), GF(114293,10) [g0]; GF(114292,5) [g0] 5052 39*2^113549+1 34184 g69 1999 Divides Fermat F(113547), GF(113547,5), GF(113544,10) 5053 121*2^112208+1 33781 g184 1999 Divides GF(112207,5), generalized Fermat 5054 2^110503-1 33265 WC 1988 Mersenne 29 5055 133*2^109600+1 32996 g76 1999 Divides GF(109598,10) 5056 1765199373*2^107520+1 32376 g182 2002 Twin (p+2) 5057 1765199373*2^107520-1 32376 g182 2002 Twin (p) 5058 318032361*2^107001+1 32220 p100 2001 Twin (p+2) 5059 318032361*2^107001-1 32220 p100 2001 Twin (p) 5060 2^106693+2^53347+1 32118 O 2000 Gaussian Mersenne norm 32 5061 927*2^104451+1 31446 g41 2001 Divides Fermat F(104448) 5062 309*2^102411+1 30832 g97 2001 Divides GF(102410,5) 5063 67*2^101742+1 30630 g43 1998 Divides GF(101739,5) [g0] 5064 201*2^100459+1 30244 g56 1998 Divides GF(100456,10) 5065 39337462836420334781...(30126 other digits)...64189488844826004191 30166 p44 2003 3-Carmichael factor (3) 5066 49363*2^98727-1 29725 Y 1997 Woodall 5067 18912879*2^98396-1 29628 p94 2002 Sophie Germain (2p+1) 5068 18912879*2^98395-1 29628 p94 2002 Sophie Germain (p) 5069 1807318575*2^98305+1 29603 g216 2001 Twin (p+2) 5070 1807318575*2^98305-1 29603 g216 2001 Twin (p) 5071 7*2^95330+1 28699 Y 1995 Divides Fermat F(95328); GF(95329,3), GF(95329,6), GF(95329,12) [BR]; GF(95329,3) [g0] 5072 21*2^94801+1 28540 Y 1995 Divides Fermat F(94798) 5073 90825*2^90825+1 27347 Y 1997 Cullen 5074 2^86243-1 25962 S 1982 Mersenne 28 5075 2^85237+2^42619+1 25659 x16 2000 Gaussian Mersenne norm 31 5076a primV(19285,1,10800) 24683 x25 2005 Generalized Lucas primitive part 5077 1213822389*2^81132-1 24433 g250 2002 Sophie Germain (2p+1) 5078 1213822389*2^81131-1 24432 g250 2002 Sophie Germain (p) 5079a 134583*2^80828+1 24337 L99 2005 Twin (p+2) 5080a 134583*2^80828-1 24337 L99 2005 Twin (p) 5081 3*2^80190+1 24141 Y 1995 Divides GF(80187,3) [BR], arithmetic progression (1,d=(39*2^27588-3)*2^80190) [x12] 5082 665551035*2^80025+1 24099 g216 2000 Twin (p+2) 5083 665551035*2^80025-1 24099 g216 2000 Twin (p) 5084 1504084599*2^78342+1 23593 g290 2004 Cunningham chain 2nd kind (2p-1) 5085 964487139*2^78342+1 23593 g290 2004 Cunningham chain 2nd kind (2p-1) 5086 1504084599*2^78341+1 23593 g290 2004 Cunningham chain 2nd kind (p) 5087 964487139*2^78341+1 23592 g290 2004 Cunningham chain 2nd kind (p) 5088 6917!-1 23560 g1 1998 Factorial 5089 2^77291+2^38646+1 23267 O 2000 Gaussian Mersenne norm 30 5090 45*2^76416+1 23006 g44 1999 Divides GF(76414,3) 5091 primV(20384,1,5281) 22754 x25 2003 Generalized Lucas primitive part, Cyclotomy 5092c primV(28002,1,7668) 22414 x25 2005 Generalized Lucas primitive part 5093 primV(13338,1,8082) 22177 x25 2004 Generalized Lucas primitive part 5094b primV(17877,-1,7872) 21772 x25 2005 Generalized Lucas primitive part 5095 6380!+1 21507 g1 1998 Factorial 5096 U(15631,1,5040)-U(15631,1,5039) 21134 x25 2003 Lehmer number 5097 1046886225*2^70000+1 21082 p146 2004 Twin (p+2) 5098 1046886225*2^70000-1 21082 p146 2004 Twin (p) 5099b primV(28440,1,6912) 20524 x25 2005 Generalized Lucas primitive part 5100 U(11200,-1,5039) 20400 x25 2004 Generalized Lucas number, Cyclotomy 5101 109433307*2^66453-1 20013 g205 2001 Sophie Germain (2p+1) 5102 109433307*2^66452-1 20013 g205 2001 Sophie Germain (p) 5103 1940734185*2^66445+1 20012 g336 2004 Twin (p+2) 5104 1940734185*2^66445-1 20012 g336 2004 Twin (p) 5105 984798015*2^66445-1 20011 g205 2001 Sophie Germain (2p+1) 5106 781134345*2^66445+1 20011 p53 2001 Twin (p+2) 5107 781134345*2^66445-1 20011 p53 2001 Twin (p) 5108 984798015*2^66444-1 20011 g205 2001 Sophie Germain (p) 5109 1693965*2^66443+1 20008 g183 2000 Twin (p+2) 5110 1693965*2^66443-1 20008 g183 2000 Twin (p) 5111 83475759*2^64955+1 19562 g144 2000 Twin (p+2) 5112 83475759*2^64955-1 19562 g144 2000 Twin (p) 5113a primV(32304,-1,6642) 19480 x25 2005 Generalized Lucas primitive part 5114 primV(4644,1,5279) 19354 x25 2003 Generalized Lucas primitive part 5115a primV(25769,-1,7128) 19056 x25 2005 Generalized Lucas primitive part 5116a primV(24533,1,6642) 18964 x25 2005 Generalized Lucas primitive part 5117 37831341*2^61777+1 18605 g277 2003 Twin (p+2) 5118 37831341*2^61777-1 18605 g277 2003 Twin (p) 5119b primV(41,1,21600) 18577 x25 2005 Generalized Lucas primitive part 5120b primV(3818,1,8424) 18569 x25 2005 Generalized Lucas primitive part 5121 1014561345*2^61204+1 18434 g326 2004 Twin (p+2) 5122 1014561345*2^61204-1 18434 g326 2004 Twin (p) 5123 42209#+1 18241 p8 1999 Primorial 5124 primV(2886,1,5312) 18160 x25 2004 Generalized Lucas primitive part, Cyclotomy 5125 267*2^60282+1 18150 gd 1998 Divides GF(60280,3) [p50] 5126c primV(15886,1,6588) 18149 x25 2005 Generalized Lucas primitive part 5127 291889803*2^60090+1 18098 g191 2001 Twin (p+2) 5128 291889803*2^60090-1 18098 g191 2001 Twin (p) 5129 3714089895285*2^60001-1 18075 IJW 2000 Sophie Germain (2p+1) 5130 4648619711505*2^60000+1 18075 IJW 2000 Twin (p+2) 5131 4648619711505*2^60000-1 18075 IJW 2000 Twin (p) 5132 3714089895285*2^60000-1 18075 IJW 2000 Sophie Germain (p) 5133 2409110779845*2^60000+1 18075 IJW 2000 Twin (p+2) 5134 2409110779845*2^60000-1 18075 IJW 2000 Twin (p) 5135 3*2^59973+1 18055 Y 1995 Divides GF(59970,3), GF(59972,5) 5136 7457*2^59659+1 17964 Y 1997 Cullen 5137 (18067^4201-1)/18066 17879 c13 2002 Generalized repunit 5138b primV(12525,1,8100) 17703 x25 2005 Generalized Lucas primitive part 5139a primV(163,1,8032) 17698 x25 2005 Generalized Lucas primitive part 5140 primV(8355,1,4544) 17571 x25 2004 Generalized Lucas primitive part, Cyclotomy 5141d 787302705*2^56790+1 17105 g336 2005 Cunningham chain 2nd kind (2p-1) 5142d 909004827*2^56789-1 17105 g336 2005 Sophie Germain (p) 5143d 787302705*2^56789+1 17105 g336 2005 Cunningham chain 2nd kind (p) 5144 U(81839) 17103 p54 2001 Fibonacci number 5145e (11031^4177-1)/11030 16882 p54 2005 Generalized repunit 5146e primV(14673,1,6264) 16800 x25 2005 Generalized Lucas primitive part, KP proof 5147 1162665081*2^55650-1 16762 L6 2004 Sophie Germain (2p+1) 5148 1162665081*2^55649-1 16762 L6 2004 Sophie Germain (p) 5149 U(15823,1,3960)-U(15823,1,3959) 16625 x25 2002 Lehmer number, Cyclotomy 5150d 47280435*2^54322+1 16361 g389 2005 Twin (p+2) 5151d 47280435*2^54322-1 16361 g389 2005 Twin (p) 5152 488162409*2^53333+1 16064 p135 2004 Twin (p+2) 5153 488162409*2^53333-1 16064 p135 2004 Twin (p) 5154 U(10853,1,3960)+U(10853,1,3959) 15977 x25 2002 Lehmer number, Cyclotomy 5155 863710323*2^52589+1 15840 g290 2003 Cunningham chain 2nd kind (2p-1) 5156 863710323*2^52588+1 15840 g290 2003 Cunningham chain 2nd kind (p) 5157 20637663*2^52589+1 15839 g290 2003 Cunningham chain 2nd kind (2p-1) 5158 20637663*2^52588+1 15838 g290 2003 Cunningham chain 2nd kind (p) 5159 U(9667,1,3960)-U(9667,1,3959) 15778 x25 2002 Lehmer number, Cyclotomy 5160 U(14257,-1,3779) 15694 x25 2004 Generalized Lucas number, Cyclotomy 5161 332494785*2^51111+1 15395 g344 2004 Twin (p+2) 5162 332494785*2^51111-1 15395 g344 2004 Twin (p) 5163 primV(4331,1,4159) 15121 x25 2001 Generalized Lucas primitive part, Cyclotomy 5164 76369717698527131264...(15053 other digits)...49450496575031439841 15093 p44 2003 3-Carmichael factor (2) 5165 47731073561579457040...(15052 other digits)...59340656035939464991 15092 p44 2003 3-Carmichael factor (1) 5166 2638^4405+4405^2638 15071 FE3 2004 ECPP 5167b primV(13504,1,3656) 15068 x25 2005 Generalized Lucas primitive part 5168 U(25700,1,3360)+U(25700,1,3359) 14813 x25 2004 Lehmer number, Cyclotomy 5169 2^49207-2^24604+1 14813 x16 2000 Gaussian Mersenne norm 29 5170 (15679^3499-1)/15678 14676 x25 2003 Generalized repunit 5171 671383317*2^48346-1 14563 L4 2004 Sophie Germain (2p+1) 5172 671383317*2^48345-1 14563 L4 2004 Sophie Germain (p) 5173 ((1016262777057652680628886703213392955*2^16009+1)*(9*(990134653314716\ 678714869901*2^16011+1)^2-1)-8)/98216+1 14545 p44 2003 4-Carmichael factor (4) 5174e U(12924,-12925,3499) 14382 x25 2005 Generalized Lucas number, KP proof 5175 (8185^3673-1)/8184 14369 c13 2003 Generalized repunit 5176 (2*35094464013121611171*(16477#/100280245065)+3)/3353805*3509446401312\ 1611171*(16477#/100280245065)+1 14206 p22 2002 3-Carmichael factor (3) 5177 U(3865,1,3960)+U(3865,1,3959) 14202 x25 2002 Lehmer number, Cyclotomy 5178 U(11194,-11195,3361) 13605 x25 2004 Generalized Lucas number 5179 (12432^3301-1)/12431 13512 c13 2003 Generalized repunit 5180 U(475,-1,5039) 13486 x25 2003 Generalized Lucas number, Cyclotomy 5181 2^44497-1 13395 SN 1979 Mersenne 27 5182 (3863^3697-1)/3862 13258 c13 2003 Generalized repunit 5183 6961421697*2^43490-1 13102 L4 2004 Sophie Germain (2p+1) 5184 6961421697*2^43489-1 13102 L4 2004 Sophie Germain (p) 5185 856759125*2^43492-1 13102 L4 2004 Sophie Germain (2p+1) 5186 856759125*2^43491-1 13102 L4 2004 Sophie Germain (p) 5187 3599781*2^43498-1 13101 L4 2004 Sophie Germain (2p+1) 5188 1818253995*2^43489-1 13101 L4 2004 Sophie Germain (2p+1) 5189 1022253375*2^43489-1 13101 L4 2004 Sophie Germain (2p+1) 5190 3599781*2^43497-1 13101 L4 2004 Sophie Germain (p) 5191 1818253995*2^43488-1 13101 L4 2004 Sophie Germain (p) 5192 1022253375*2^43488-1 13101 L4 2004 Sophie Germain (p) 5193 1643207691*2^43482-1 13099 L4 2003 Sophie Germain (2p+1) 5194 1643207691*2^43481-1 13099 L4 2003 Sophie Germain (p) 5195 (7568^3361-1)/7567 13034 x14 2001 Generalized repunit 5196 U(7512,-7513,3361) 13023 x25 2004 Generalized Lucas number 5197 U(7128,-1,3361) 12946 x25 2004 Generalized Lucas number, Cyclotomy 5198d (2153^3877-1)/2152 12919 p170 2005 Generalized repunit 5199e (1046^4177-1)/1045 12610 p54 2005 Generalized repunit 5200 824725125*2^41346-1 12456 g294 2003 Sophie Germain (2p+1) 5201 824725125*2^41345-1 12456 g294 2003 Sophie Germain (p) 5202 1415551851*2^41282-1 12437 g294 2003 Sophie Germain (2p+1) 5203 1415551851*2^41281-1 12436 g294 2003 Sophie Germain (p) 5204 1048963047*2^41153-1 12398 g294 2003 Sophie Germain (2p+1) 5205 1048963047*2^41152-1 12398 g294 2003 Sophie Germain (p) 5206 647649387*2^41089-1 12378 g294 2003 Sophie Germain (2p+1) 5207 647649387*2^41088-1 12378 g294 2003 Sophie Germain (p) 5208 165720915*2^41089-1 12378 g294 2003 Sophie Germain (2p+1) 5209 (10708^3061-1)/10707 12331 c13 2002 Generalized repunit 5210b (661^4363-1)/660 12302 p170 2005 Generalized repunit 5211 U(8675,-1,3079) 12122 p26 2003 Generalized Lucas number 5212 primV(57724) 12063 p54 2001 Lucas primitive part, Cyclotomy 5213 U(7250,-1,3119) 12037 p127 2004 Generalized Lucas number 5214 U(7029,-1,3079) 11841 x25 2004 Generalized Lucas number 5215 (4867^3187-1)/4866 11748 x25 2003 Generalized repunit 5216 (10986^2857-1)/10985 11541 c13 2003 Generalized repunit 5217a U(2991,1,3276)+U(2991,1,3275) 11384 x25 2005 Lehmer number 5218 3610!-1 11277 C 1993 Factorial 5219 U(1846,-1,3433) 11210 p123 2004 Generalized Lucas number 5220 3507!-1 10912 C 1992 Factorial 5221 (3048^3121-1)/3047 10871 x1 2002 Generalized repunit 5222 U(1697,-1,3361) 10852 p123 2004 Generalized Lucas number 5223 U(4418,-1,2969) 10820 p123 2004 Generalized Lucas number, cyclotomy 5224 (2781^3121-1)/2780 10746 c13 2001 Generalized repunit 5225 U(3179,-1,3061) 10718 p123 2004 Generalized Lucas number, Cyclotomy 5226 (3164^3061-1)/3163 10711 c13 2002 Generalized repunit 5227 V(51169) 10694 p54 2001 Lucas number 5228 (5273^2857-1)/5272 10631 c13 2003 Generalized repunit 5229 (8917^2689-1)/8916 10619 c13 2001 Generalized repunit 5230a U(5063,-1,2861) 10595 x25 2005 Generalized Lucas number 5231c (6113^2767-1)/6112 10473 p170 2005 Generalized repunit 5232 U(13530,1,2520)-U(13530,1,2519) 10407 x25 2003 Lehmer number, Cyclotomy 5233 24029#+1 10387 C 1993 Primorial 5234a U(1174,1,3360)-U(1174,1,3359) 10312 x25 2005 Lehmer number 5235 U(12071,-1,2521) 10286 x42 2002 Generalized Lucas number, Cyclotomy 5236 23801#+1 10273 C 1993 Primorial 5237 U(11796,1,2520)-U(11796,1,2519) 10257 x25 2003 Lehmer number, Cyclotomy 5238 U(10764,-1,2521) 10161 x25 2002 Generalized Lucas number, Cyclotomy 5239 (10268^2521-1)/10267 10109 p54 2001 Generalized repunit 5240 U(10001,1,2520)-U(10001,1,2519) 10077 x25 2003 Lehmer number, Cyclotomy 5241f 2739^2930+2930^2739 10073 FE1 2005 ECPP 5242 648^3571+3571^648 10041 M 2003 ECPP 5243 U(9446,1,2520)+U(9446,1,2519) 10014 x25 2003 Lehmer number, Cyclotomy 5244 10^9999+33603 10000 FE2 2003 ECPP 5245 U(934,1,3360)-U(934,1,3359) 9978 x25 2002 Lehmer number, Cyclotomy 5246 U(8859,-8860,2521) 9948 x25 2004 Generalized Lucas number 5247 U(7981,1,2520)-U(7981,1,2519) 9830 x25 2003 Lehmer number, Cyclotomy 5248 U(2024,-1,2969) 9813 p123 2004 Generalized Lucas number 5249 32469*2^32469+1 9779 MM 1997 Cullen 5250 8073*2^32294+1 9726 MM 1997 Cullen 5251 U(5574,-1,2591) 9703 p22 2004 Generalized Lucas number 5252 9*((990134653314716678714869901*2^16011+1)^2-1)/84968+1 9690 p44 2002 3-Carmichael factor (3) 5253 ((485344385813238960114881263*2^16012+1)^2-1)/176120+1 9689 p44 2002 3-Carmichael factor (3) 5254 ((92767640193261123680915069*2^16013+1)^2-1)/218120+1 9688 p44 2002 3-Carmichael factor (3) 5255 U(1304,1,2940)+U(1304,1,2939) 9156 x25 2003 Lehmer number, Cyclotomy 5256f 13^8148+2716^2197 9077 M 2005 ECPP 5257 U(11214,1,2241)-U(11214,1,2240) 9072 x25 2004 Lehmer number 5258 2319^2680+2680^2319 9020 M 2004 ECPP 5259a U(1134,1,2940)+U(1134,1,2939) 8978 x25 2005 Lehmer number, Cyclotomy 5260a U(1105,1,2940)-U(1105,1,2939) 8945 x25 2005 Lehmer number, Cyclotomy 5261 U(3405,1,2520)-U(3405,1,2519) 8898 x25 2002 Lehmer number, Cyclotomy 5262 U(3289,1,2520)-U(3289,1,2519) 8860 x25 2002 Lehmer number, Cyclotomy 5263 2^27529-2^13765+1 8288 O 2000 Gaussian Mersenne norm 28 5264d 1647^2518+2518^1647 8100 FE1 2005 ECPP 5265 197^3514+3514^197 8063 M 2004 ECPP 5266 1995^2438+2438^1995 8046 FE1 2003 ECPP 5267 18523#+1 8002 D 1989 Primorial 5268b 10094619255896577743...(7956 other digits)...63761949451171033763 7996 FE1 2005 Stop gap, ECPP 5269b 10094619255896577743...(7956 other digits)...63761949451170696317 7996 FE1 2005 Start gap, ECPP 5270c 18517#+39317 7993 c35 2005 ECPP 5271a U(37511) 7839 x13 2005 Fibonacci number 5272 -E(2762)/2670541 7760 c11 2004 Euler irregular, ECPP 5273e 197418203*2^25000+6089 7535 FE4 2005 ECPP, Consecutive primes arithmetic progression (3,d=6090) 5274e 197418203*2^25000-1 7535 p164 2005 Consecutive primes arithmetic progression (2,d=6090) 5275e 197418203*2^25000-6091 7535 FE4 2005 ECPP, Consecutive primes arithmetic progression (1,d=6090) 5276 62623049*2^25000-1 7534 p44 2004 Arithmetic progression (4,d=611721*2^25005) 5277 U(35999) 7523 p54 2001 Fibonacci number, Cyclotomy 5278 V(35449) 7409 p12 2001 Lucas number 5279 87*2^24582+2579 7402 c31 2004 ECPP, Consecutive primes arithmetic progression (3,d=1290) 5280 87*2^24582+1289 7402 c31 2004 ECPP, Consecutive primes arithmetic progression (2,d=1290) 5281 87*2^24582-1 7402 g106 1999 Consecutive primes arithmetic progression (1,d=1290) [c31] 5282d 891^2432+2432^891 7175 FE1 2005 ECPP 5283 477^2674+2674^477 7163 M 2004 ECPP 5284 622^2551+2551^622 7127 FE1 2003 ECPP , 5285 2*35094464013121611171*(16477#/100280245065)+1 7107 p22 2002 3-Carmichael factor (2) 5286 35094464013121611171*16477#/100280245065+1 7106 p22 2002 3-Carmichael factor (1) 5287 2349242649*2^23457+1 7071 x35 2001 Arithmetic progression (4,d=1514297625*2^23456) 5288 2^23209-1 6987 N 1979 Mersenne 26 5289 primA(82975) 6935 p54 2001 Lucas Aurifeuillian primitive part 5290 23005*2^23005-1 6930 Y 1997 Woodall 5291 22971*2^22971-1 6920 Y 1997 Woodall 5292 15877#-1 6845 CD 1992 Primorial 5293b Phi(10887,10) 6841 c33 2005 Unique, ECPP 5294 primU(40295) 6737 p12 2001 Fibonacci primitive part 5295 primV(39700) 6621 p54 2001 Lucas primitive part 5296 2^21701-1 6533 NN 1978 Mersenne 25 5297 U(30757) 6428 p54 2001 Fibonacci number, Cyclotomy 5298 ((((122325527*131834679855478128279035589802534760964641*31#*15*2^3337\ +19)^2-1)*122325527*131834679855478128279035589802534760964641*31#*5*2\ ^3329/3+146901611060987)^2-146901611060987^2)*403897067149516069978800\ 73568/377974016181285958115511+1 6396 p44 2003 6-Carmichael factor (6) 5299 ((((122325527*131834679855478128279035589802534760964641*31#*15*2^3337\ +19)^2-1)*122325527*131834679855478128279035589802534760964641*31#*5*2\ ^3331/3+73948387)^2-5468363939901769)/5050231107631+1 6380 p44 2003 5-Carmichael factor (5) 5300 ((((4870190757664933515662396417517250569268412012557*31#*9*2^3337+19)\ ^2-1)*4870190757664933515662396417517250569268412012557*31#*2^3329/3+2\ 703724529)^2-2703724529^2)*72/13561882237255+1 6374 p44 2003 5-Carmichael factor (5) 5301 ((((27944182694255720856477318246422772520677672657517*31#*9*2^3336+19\ )^2-1)*27944182694255720856477318246422772520677672657517*31#*2^3328+2\ 92561540234732915)^2-292561540234732915^2)*8/2340492321877863319+1 6372 p44 2003 5-Carmichael factor (5) 5302 ((((122325527*131834679855478128279035589802534760964641*31#*15*2^3337\ +19)^2-1)*122325527*131834679855478128279035589802534760964641*31#*5*2\ ^3329/3+146901611060987)^2-146901611060987^2)*16/188987008090642979057\ 7555+1 6368 p44 2003 6-Carmichael factor (5) 5303 ((((2220164928931915892261014390001275320902943689099*31#*9*2^3339+19)\ ^2-1)*2220164928931915892261014390001275320902943689099*31#*2^3328+627\ 832745910281376749)^2-627832745910281376749^2)*512/3281278824839377504\ 961594843945+1 6359 p44 2003 5-Carmichael factor (5) 5304 ((((187148034059107865332206690317105464524259593671*31#*243*2^3337+19\ )^2-1)*187148034059107865332206690317105464524259593671*31#*2^3330+817\ 763713813447718582537)^2-817763713813447718582537^2)*324/8007836680598\ 25290153889192665+1 6357 p44 2003 5-Carmichael factor (5) 5305 Phi(7357,-10) 6301 c33 2004 Unique, ECPP 5306 4811*2^20219+1 6091 DM 1996 Consecutive primes arithmetic progression (3,d=3738) [c36] 5307 4811*2^20219-3737 6091 c36 2004 ECPP, Consecutive primes arithmetic progression (2,d=3738) 5308 4811*2^20219-7475 6091 c36 2004 ECPP, Consecutive primes arithmetic progression (1,d=3738) 5309c 3020255265*2^20025-1 6038 p133 2005 Cunningham chain (4p+3) 5310c 3020255265*2^20024-1 6038 p133 2005 Cunningham chain (2p+1) 5311c 3020255265*2^20023-1 6038 p133 2005 Cunningham chain (p) 5312 primV(28844) 6028 p12 2001 Lucas primitive part 5313 2^19937-1 6002 T 1971 Mersenne 24 5314 13649#+1 5862 D 1987 Primorial 5315 18885*2^18885-1 5690 K 1987 Woodall 5316 1963!-1 5614 CD 1992 Factorial 5317 13033#-1 5610 CD 1992 Primorial 5318 289*2^18502+1 5573 K 1984 Cullen, Generalized Fermat 5319 U(25561) 5342 p54 2001 Fibonacci number 5320 primV(25504) 5324 F3 2001 Lucas primitive part, APR-CL assisted 5321 2366867925*2^17208+1 5190 p133 2004 Cunningham chain 2nd kind (4p-3) 5322b (36325199129*205881*4001#*(205881*4001#+1)+210)*(205881*4001#-1)/35+7 5132 p115 2005 Arithmetic progression (5,d=(8222924605*205881*4001#*(205881*4001#+1)*(205881*4001#-1)/35)) 5323b (28102274524*205881*4001#*(205881*4001#+1)+210)*(205881*4001#-1)/35+7 5132 p115 2005 Arithmetic progression (4,d=(8222924605*205881*4001#*(205881*4001#+1)*(205881*4001#-1)/35)) 5324 (611592206615559*4001#*(205881*4001#+1)+210)*(205881*4001#-1)/35+7 5131 p115 2004 Arithmetic progression (4,d=(857157700*205881*4001#*(205881*4001#+1)*(205881*4001#-1)/35)) 5325 (567513431425044*4001#*(205881*4001#+1)+210)*(205881*4001#-1)/35+7 5131 p115 2004 Arithmetic progression (4,d=(569706375*205881*4001#*(205881*4001#+1)*(205881*4001#-1)/35)) 5326 33957462*Bern(2370)/40685 5083 c11 2003 Irregular, ECPP 5327f 16219299585*2^16614-1 5012 p158 2005 Cunningham chain (4p+3) 5328f 16219299585*2^16613-1 5012 p158 2005 Cunningham chain (2p+1) 5329f 16219299585*2^16612-1 5011 p158 2005 Cunningham chain (p) 5330 11549#+1 4951 D 1986 Primorial 5331 2970403959944150036144609703*343030316961607807626473425*21545348777*2\ ^16011+1 4885 p44 2003 4-Carmichael factor (4) 5332 2970403959944150036144609703*343030316961607807626473425*2^16009+1 4874 p44 2003 4-Carmichael factor (3), 3-Carmichael factor (3) 5333 14911952426529324044308047911024737657869827389340127*2^16010+1 4872 p44 2003 4-Carmichael factor (4) 5334 2970403959944150036144609703*20508043598938184784625*2^16010+1 4870 p44 2003 4-Carmichael factor (4) 5335 1205*2^16165+871 4870 c31 2003 ECPP, Consecutive primes arithmetic progression (3,d=870) 5336 1205*2^16165+1 4870 g23 1998 Consecutive primes arithmetic progression (2,d=870) [c31] 5337 1205*2^16165-869 4870 c31 2003 ECPP, Consecutive primes arithmetic progression (1,d=870) 5338 2970403959944150036144609703*20508043598938184784625*2^16009+1 4869 p44 2003 4-Carmichael factor (3), 3-Carmichael factor (3) 5339 13231546075003836774008915626463831107249181357001*2^16009+1 4869 p44 2003 4-Carmichael factor (3), 3-Carmichael factor (3) 5340 1016262777057652680628886703213392955*2^16009+1 4856 p44 2003 4-Carmichael factor (3), 3-Carmichael factor (3) 5341 2970403959944150036144609703*2^16010+1 4847 p44 2002 4-Carmichael factor (2), 3-Carmichael factor (2) 5342 3*485344385813238960114881263*2^16011+1 4847 p44 2002 3-Carmichael factor (2) 5343 3*232345284259674837483557069*2^16012+1 4847 p44 2002 3-Carmichael factor (2) 5344 2970403959944150036144609703*2^16009+1 4847 p44 2002 4-Carmichael factor (1), 3-Carmichael factor (1) 5345 3*485344385813238960114881263*2^16010+1 4847 p44 2002 3-Carmichael factor (1) 5346 3*232345284259674837483557069*2^16011+1 4847 p44 2002 3-Carmichael factor (1) 5347 2288999415*2^15939-1 4808 p133 2004 Cunningham chain (4p+3) 5348 2288999415*2^15938-1 4808 p133 2004 Cunningham chain (2p+1) 5349 2288999415*2^15937-1 4807 p133 2004 Cunningham chain (p) 5350 7911*2^15823-1 4768 K 1987 Woodall 5351 V(22811)/(2469062641*84961206854418761) 4741 c8 2004 Lucas cofactor, ECPP 5352 ((1962185831900692471828247253822695919640331664959*31#*9*2^5003+19)^2\ -1)*1962185831900692471828247253822695919640331664959*31#*2^4997/44599\ 9674388931494339+1 4677 p44 2003 5-Carmichael factor (4) 5353 ((1962185831900692471828247253822695919640331664959*31#*9*2^5003+19)^2\ -1)*1962185831900692471828247253822695919640331664959*31#*2^4997/64337\ 64049858645778335+1 4676 p44 2003 5-Carmichael factor (4) 5354 ((1962185831900692471828247253822695919640331664959*31#*9*2^5003+19)^2\ -1)*1962185831900692471828247253822695919640331664959*31#*2^4997/11256\ 3847936072042472021903+1 4671 p44 2003 5-Carmichael factor (4) 5355 ((1962185831900692471828247253822695919640331664959*31#*9*2^5003+19)^2\ -1)*1962185831900692471828247253822695919640331664959*31#*2^4997/23778\ 9624167189600916730139+1 4671 p44 2003 5-Carmichael factor (4) 5356 ((1962185831900692471828247253822695919640331664959*31#*9*2^5003+19)^2\ -1)*1962185831900692471828247253822695919640331664959*31#*2^4997/35306\ 36855469168634261123332889+1 4667 p44 2003 5-Carmichael factor (4) 5357 1793349831*2^15257+1 4603 p133 2004 Cunningham chain 2nd kind (4p-3) 5358 1110159213*2^15166+1 4575 g250 2002 Cunningham chain 2nd kind (4p-3) 5359 3345660375*2^15127+1 4564 p94 2002 Cunningham chain 2nd kind (4p-3) 5360 Phi(6685,-10) 4560 c8 2003 Unique, ECPP 5361 909092313*2^15060-1 4543 g250 2002 Cunningham chain (4p+3) 5362 909092313*2^15059-1 4543 g250 2002 Cunningham chain (2p+1) 5363 909092313*2^15058-1 4542 g250 2002 Cunningham chain (p) 5364 primV(29810) 4515 c8 2004 Lucas primitive part, ECPP 5365 74347425*2^14959-1 4511 g250 2002 Cunningham chain (4p+3) 5366 74347425*2^14958-1 4511 g250 2002 Cunningham chain (2p+1) 5367 74347425*2^14957-1 4511 g250 2002 Cunningham chain (p) 5368 E(1736)/(55695515*75284987831*3222089324971117) 4498 c4 2004 Euler irregular, ECPP 5369 U(21577)/(8626362776257*608114436652075009) 4479 c8 2004 Fibonacci cofactor, ECPP 5370 primA(53155) 4444 x25 2002 Lucas Aurifeuillian primitive part, Cyclotomy 5371 2^14699+2^7350+1 4425 O 2000 Gaussian Mersenne norm 27 5372 primA(52825) 4414 x25 2003 Lucas Aurifeuillian primitive part 5373 (2^14561-1)/8074991336582835391 4365 c8 2004 Mersenne cofactor, ECPP 5374 Phi(3273,-100) 4361 c8 2003 Unique, ECPP 5375 (2^14479+1)/3 4359 c4 2004 Generalized Lucas number, Wagstaff, ECPP 5376 Phi(1087,-10000) 4344 c8 2002 Unique, ECPP 5377 primV(20578) 4301 p54 2001 Lucas primitive part 5378 (114200191465398*3331#*(1037*3331#+1)+210)*(1037*3331#-1)/35+13 4260 p44 2003 Consecutive primes arithmetic progression (3,d=6) 5379 (114200191465398*3331#*(1037*3331#+1)+210)*(1037*3331#-1)/35+7 4260 p44 2003 Consecutive primes arithmetic progression (2,d=6) 5380 (114200191465398*3331#*(1037*3331#+1)+210)*(1037*3331#-1)/35+1 4260 p44 2003 Consecutive primes arithmetic progression (1,d=6) 5381 (62258488321368*3331#*(1037*3331#+1)+210)*(1037*3331#-1)/35+11 4259 p44 2003 Triplet (3) 5382 (62258488321368*3331#*(1037*3331#+1)+210)*(1037*3331#-1)/35+7 4259 p44 2003 Triplet (2) 5383 (62258488321368*3331#*(1037*3331#+1)+210)*(1037*3331#-1)/35+5 4259 p44 2003 Triplet (1) 5384 (22877907949788*3331#*(1037*3331#+1)+210)*(1037*3331#-1)/35+11 4259 p44 2003 Triplet (3) 5385 (22877907949788*3331#*(1037*3331#+1)+210)*(1037*3331#-1)/35+7 4259 p44 2003 Triplet (2) 5386 (22877907949788*3331#*(1037*3331#+1)+210)*(1037*3331#-1)/35+5 4259 p44 2003 Triplet (1) 5387 Phi(483,-10^16) 4224 c8 2002 Unique, ECPP 5388 276474*Bern(2030)/(19426085*24191786327543) 4200 c8 2003 Irregular, ECPP 5389 (482408919814344*3251#*(4436*3251#+1)+210)*(4436*3251#-1)/35+13 4135 p44 2002 Triplet (3) 5390 (482408919814344*3251#*(4436*3251#+1)+210)*(4436*3251#-1)/35+11 4135 p44 2002 Triplet (2) 5391 (482408919814344*3251#*(4436*3251#+1)+210)*(4436*3251#-1)/35+7 4135 p44 2002 Triplet (1) 5392 (399946665952104*3251#*(4436*3251#+1)+210)*(4436*3251#-1)/35+11 4135 p44 2002 Triplet (3) 5393 (399946665952104*3251#*(4436*3251#+1)+210)*(4436*3251#-1)/35+7 4135 p44 2002 Triplet (2) 5394 (399946665952104*3251#*(4436*3251#+1)+210)*(4436*3251#-1)/35+5 4135 p44 2002 Triplet (1) 5395 (175457445020664*3251#*(4436*3251#+1)+210)*(4436*3251#-1)/35+11 4135 p44 2002 Triplet (3) 5396 (175457445020664*3251#*(4436*3251#+1)+210)*(4436*3251#-1)/35+7 4135 p44 2002 Triplet (2) 5397 (175457445020664*3251#*(4436*3251#+1)+210)*(4436*3251#-1)/35+5 4135 p44 2002 Triplet (1) 5398 V(19469) 4069 x25 2002 Lucas number, Cyclotomy, APR-CL assisted 5399 1477!+1 4042 D 1984 Factorial 5400 U(19433)/(8200903423639793*124790158973035710313*163702910239586286961\ 573) 4002 c8 2004 Fibonacci cofactor, ECPP 5401 primV(19148) 4001 p12 2001 Lucas primitive part 5402 U(19051)/44198321 3974 c8 2004 Fibonacci cofactor, ECPP 5403 U(18919)/1497228584233 3942 c8 2004 Fibonacci cofactor, ECPP 5404 Phi(1959,1000) 3912 c8 2002 Unique, ECPP 5405 2763260532*((1591638066432*3061#+19)^2-1)*3061#/2866107576070089513535\ 15277095+1 3909 p44 2003 4-Carmichael factor (4) 5406 primV(23716) 3863 p54 2001 Lucas primitive part 5407 -2730*Bern(1884)/100983617849 3844 c8 2003 Irregular, ECPP 5408 2840178*Bern(1870)/85 3821 c8 2003 Irregular, ECPP 5409 U(18427)/(1828363793*23130933997*11364458229549793) 3815 c8 2004 Fibonacci cofactor, ECPP 5410 Phi(955,-100000) 3801 c8 2002 Unique, ECPP 5411 -197676570*18851280661*Bern(1836)/(59789*3927024469727) 3734 c8 2003 Irregular, ECPP 5412 12379*2^12379-1 3731 K 1984 Woodall 5413 (2^12391+1)/3 3730 M 1996 Generalized Lucas number, Wagstaff 5414 E(1468)/(95*217158949445380764696306893*597712879321361736404369071) 3671 c4 2003 Euler irregular, ECPP 5415 642*Bern(1802)/15720728189 3641 c8 2003 Irregular, ECPP 5416 U(17137)/328335144266897 3567 c8 2004 Fibonacci cofactor, ECPP 5417 U(17011)/42109783293497 3542 c8 2004 Fibonacci cofactor 5418 V(17029)/(9570299*495749440031) 3541 c8 2004 Lucas cofactor, ECPP 5419 (2^11813-1)/(70879*207971134271377) 3537 c8 2002 Mersenne cofactor, ECPP 5420 primU(34515) 3491 c8 2003 Fibonacci primitive part, ECPP 5421 primU(20665) 3455 DK 1999 Fibonacci primitive part 5422 primU(24699) 3441 p54 2001 Fibonacci primitive part 5423 (2^11279+1)/3 3395 PM 1998 Cyclotomy, generalized Lucas number, Wagstaff 5424 U(16369)/(299022540829*8523458822385578881) 3391 c8 2004 Fibonacci cofactor, ECPP 5425 primU(17221) 3385 c8 2003 Fibonacci primitive part, ECPP 5426 2^11213-1 3376 G 1963 Mersenne 23 5427 primV(17524) 3371 c8 2003 Lucas primitive part, ECPP 5428 Phi(6135,10) 3265 c8 2001 Unique, ECPP 5429 primV(19510) 3261 p54 2001 Lucas primitive part 5430 V(15511)/394599841 3234 c8 2004 Lucas cofactor, ECPP 5431 primU(23211) 3233 DK 1999 Fibonacci primitive part 5432 primV(23181) 3230 DK 1999 Lucas primitive part 5433 (2^10691+1)/3 3218 c4 2004 Generalized Lucas number, Wagstaff, ECPP 5434 primA(41665) 3211 c8 2003 Lucas Aurifeuillian primitive part, ECPP 5435 ((122325527*131834679855478128279035589802534760964641*31#*15*2^3337+1\ 9)^2-1)*122325527*131834679855478128279035589802534760964641*31#*2^333\ 1/705127733092737+1 3181 p44 2003 6-Carmichael factor (4) 5436 primV(26628) 3170 c8 2003 Lucas primitive part, ECPP 5437 (2^10501+1)/3 3161 M 1996 Generalized Lucas number , Wagstaff 5438 V(14887)/1256071867381 3100 c8 2004 Lucas cofactor 5439 Phi(3341,-10) 3073 c8 2001 Unique, ECPP 5440 2^10141+2^5071+1 3053 O 2000 Gaussian Mersenne norm 26 5441 1531785651*2^10109+1 3053 g250 2001 Cunningham chain 2nd kind (4p-3) 5442 (2^10169-1)/10402314702094700470118039921523041260063 3022 c8 2002 Mersenne cofactor, ECPP 5443 V(14449) 3020 DK 1995 Lucas number 5444 U(14431) 3016 p54 2001 Fibonacci number 5445 Phi(3011,-10) 3010 F2 2001 Unique, APR-CL assisted 5446 primV(14318) 2992 p54 2001 Lucas primitive part 5447 primV(17822) 2980 c8 2003 Lucas primitive part, ECPP 5448 (2^10007-1)/(14477908246561*136255313*10368448917257) 2979 c8 2002 Mersenne cofactor, ECPP 5449 U(14177)/2199986861 2954 c8 2004 Fibonacci cofactor 5450 primU(19415) 2943 c8 2003 Fibonacci primitive part, ECPP 5451 primU(21123) 2942 p12 2001 Fibonacci primitive part 5452 V(13963) 2919 c11 2002 Lucas number, ECPP 5453 primV(13876) 2900 DK 1995 Lucas primitive part 5454 primA(51945) 2894 c8 2003 Lucas Aurifeuillian primitive part, ECPP 5455 primU(26055) 2890 c8 2003 Fibonacci primitive part, ECPP 5456 (2^9697-1)/(724126946527*19092282046942032847) 2888 c8 2002 Mersenne cofactor, ECPP 5457 (2^9733-1)/(2932747561*353435802999708808999*4424579967215442704801447) 2876 c4 2001 Mersenne cofactor, ECPP 5458 9531*2^9531-1 2874 K 1984 Woodall 5459 (2^9901-1)/(87770464009*4512717821471308759*8336998551279784091551*101\ 7688752041649660766793*25146117302614435382787771401*15024406890765276\ 20360606617623599) 2844 c2 2001 Mersenne cofactor, ECPP 5460 6569#-1 2811 D 1992 Primorial 5461 primB(49785) 2774 c8 2003 Lucas Aurifeuillian primitive part, ECPP 5462 primV(21846) 2759 c8 2003 Lucas primitive part, ECPP 5463 primU(23373) 2739 c8 2003 Fibonacci primitive part, ECPP 5464 U(13063)/(4389169*10370895133369) 2710 c8 2004 Fibonacci cofactor 5465 primV(20982) 2689 c8 2003 Lucas primitive part, ECPP 5466 primA(52275) 2676 c8 2003 Lucas Aurifeuillian primitive part, ECPP 5467 U(12743)/8869129 2656 c8 2004 Fibonacci cofactor 5468 primU(23745) 2645 F3 2002 Fibonacci primitive part, APR-CL assisted 5469 (2^8849-1)/(52368383*15264764469472455023) 2637 c4 2001 Mersenne cofactor, ECPP 5470 primB(48375) 2634 F3 2001 Lucas Aurifeuillian primitive part, APR-CL assisted 5471 primU(16745) 2622 c8 2003 Fibonacci primitive part, ECPP 5472 V(12503)/4954888889 2604 c8 2004 Lucas cofactor 5473 primB(31145) 2603 p54 2001 Lucas Aurifeuillian primitive part 5474 Phi(3903,10) 2600 p44 2001 Unique 5475 primB(34045) 2584 c8 2003 Lucas Aurifeuillian primitive part, ECPP 5476 V(12457)/(1420099*81953391325049801) 2581 c8 2004 Lucas cofactor, ECPP 5477 -E(1078)/361898544439043 2578 c4 2002 Euler irregular, ECPP 5478 V(12251) 2561 p54 2001 Lucas number 5479 primV(21399) 2554 c8 2003 Lucas primitive part, ECPP 5480 primU(14203) 2544 DK 1996 Fibonacci primitive part 5481 primA(47235) 2538 c8 2003 Lucas Aurifeuillian primitive part, ECPP 5482 primB(53625) 2508 c8 2003 Lucas Aurifeuillian primitive part, ECPP 5483 974!-1 2490 CD 1992 Factorial 5484 p(4986695) 2481 c8 2001 Partitions, ECPP 5485 p(4980405) 2479 c8 2001 Partitions, ECPP 5486 primU(12137) 2478 c8 2002 Fibonacci primitive part, ECPP 5487 p(4956841) 2473 c8 2001 Partitions, ECPP 5488 p(4956151) 2473 c8 2001 Partitions, ECPP 5489 p(4942408) 2470 c8 2001 Partitions, ECPP 5490 p(4941142) 2469 c8 2001 Partitions, ECPP 5491 p(4935490) 2468 c8 2001 Partitions, ECPP 5492 p(4921156) 2464 c8 2001 Partitions, ECPP 5493 p(4913787) 2462 c8 2001 Partitions, ECPP 5494 p(4910606) 2462 c8 2001 Partitions, ECPP 5495 p(4905015) 2460 c8 2001 Partitions, ECPP 5496 p(4884462) 2455 c8 2001 Partitions, ECPP 5497 p(4878336) 2453 c8 2001 Partitions, ECPP 5498 p(4862727) 2450 c8 2001 Partitions, ECPP 5499 p(4856751) 2448 c8 2001 Partitions, ECPP 5500 primV(17571) 2448 F3 2001 Lucas primitive part, APR-CL assisted 5501 p(4853675) 2447 c8 2001 Partitions, ECPP 5502 p(4830276) 2441 c8 2001 Partitions, ECPP 5503 U(11807)/(231936709*1129990105451996281) 2441 c8 2004 Fibonacci cofactor, ECPP 5504 p(4828978) 2441 c8 2001 Partitions, ECPP 5505 p(4827241) 2441 c8 2001 Partitions, ECPP 5506 p(4805437) 2435 c8 2001 Partitions, ECPP 5507 E(1028)/(6415*56837916301577) 2433 c4 2002 Euler irregular, ECPP 5508 V(11657)/69172639 2429 c8 2004 Lucas cofactor 5509 primU(16225) 2425 c8 2002 Fibonacci primitive part, ECPP 5510 primB(45105) 2407 c8 2003 Lucas Aurifeuillian primitive part, ECPP 5511 primV(17091) 2370 DK 1999 Lucas primitive part 5512 E(1004)/(579851915*80533376783) 2364 c4 2002 Euler irregular, ECPP 5513 V(11393)/(3076111*5299498382701) 2362 c8 2004 Lucas cofactor 5514a 953477584*5501#-1 2355 p133 2005 Cunningham chain (8p+7) 5515 U(11393)/(38772745844002993*2788032223609253801) 2346 c8 2004 Fibonacci cofactor, ECPP 5516 V(11261)/16823009787209 2341 c8 2004 Lucas cofactor 5517 U(11279)/(34987457*70263726073) 2339 c8 2004 Fibonacci cofactor 5518 7755*2^7755-1 2339 K 1984 Woodall 5519 V(11213)/(224261*1476324252027331181) 2320 c8 2004 Lucas cofactor, ECPP 5520 primA(50715) 2318 c8 2003 Lucas Aurifeuillian primitive part, ECPP 5521 U(11093)/544296421641613 2304 c8 2004 Fibonacci cofactor 5522 (2^7757-1)/233293220467553594643512097574361 2303 c2 2001 Mersenne cofactor, ECPP 5523 (2^7673-1)/2563193011919 2298 M1 1997 Mersenne cofactor, cyclotomy 5524 V(11173)/(25206289*28583254701767411959*24018475125955094159731) 2286 c8 2004 Lucas cofactor, ECPP 5525 -2090369190*Bern(1236)/(103*939551962476779*157517441360851951) 2276 c4 2002 Irregular, ECPP 5526 -36870*Bern(1228)/1043706675925609 2272 c4 2002 Irregular, ECPP 5527 V(10691) 2235 DK 1995 Lucas number 5528 1329549089*5113#/35+1 2197 p73 2002 Arithmetic progression (5,d=280455315*5113#/35) 5529 (2^7331-1)/458072843161 2196 EM 1997 Mersenne cofactor, ECPP 5530 primA(26875) 2195 F3 2001 Lucas Aurifeuillian primitive part, APR-CL assisted 5531 (2^7417-1)/(1930694161304071*3888241452787718190543521) 2193 c8 2002 Mersenne cofactor, ECPP 5532 872!+1 2188 D 1983 Factorial 5533 primB(26155) 2186 p54 2001 Lucas Aurifeuillian primitive part 5534 Phi(3261,-10) 2173 F2 2001 Unique, APR-CL assisted 5535 primA(25945) 2169 F3 2001 Lucas Aurifeuillian primitive part, APR-CL assisted 5536 3072760336*5051#/35+1 2167 p73 2002 Arithmetic progression (5,d=520476600*5051#/35) 5537 primU(20655) 2167 F3 2001 Fibonacci primitive part, APR-CL assisted 5538 1424652546*5051#/35+1 2167 p73 2002 Arithmetic progression (5,d=234540495*5051#/35) 5539 primB(29995) 2148 c8 2003 Lucas Aurifeuillian primitive part, ECPP 5540 Phi(2137,-10) 2136 c6 2000 Unique, ECPP 5541 V(10223)/61893855542632111 2120 c8 2004 Lucas cofactor, ECPP 5542 (2^7039-1)/(1324401538053479*8541573097*218216841131937276721) 2074 c2 2001 Mersenne cofactor, ECPP 5543 -E(902)/(9756496279*314344516832998594237) 2069 c4 2002 Euler irregular, ECPP 5544b 4104082046*4799#+5659 2058 c18 2005 Quadruplet (4), ECPP 5545b 4104082046*4799#+5657 2058 c18 2005 Quadruplet (3), ECPP 5546b 4104082046*4799#+5653 2058 c18 2005 Quadruplet (2), ECPP 5547b 4104082046*4799#+5651 2058 c18 2005 Quadruplet (1), ECPP 5548 V(9839)/491951 2051 c8 2004 Lucas cofactor 5549 (2^6883-1)/(1885943*2043031664890199) 2051 M1 1997 Mersenne cofactor, cyclotomy 5550 -E(886)/68689 2051 c4 2002 Euler irregular, ECPP 5551 4787#+1 2038 D 1984 Primorial 5552 U(9677) 2023 c2 2000 Fibonacci number, ECPP 5553 U(9931)/(3079452003211541*122039293401017981*604956242930486632441) 2022 c8 2004 Fibonacci cofactor 5554 primB(27625) 2007 c8 2001 Lucas Aurifeuillian primitive part, ECPP 5555 primB(32725) 2007 c8 2003 Lucas Aurifeuillian primitive part, ECPP 5556e U(9967)/(120801834061*3105570884441*1047583984031437*22727240300133999\ 677*15086016388211003643481) 2003 c8 2005 Fibonacci cofactor, ECPP 5557 6611*2^6611+1 1994 K 1984 Cullen 5558 primU(11915) 1992 DK 1995 Fibonacci primitive part 5559 4583#-1 1953 D 1992 Primorial 5560 U(9311) 1946 DK 1995 Fibonacci number 5561 4547#+1 1939 D 1984 Primorial 5562 primU(11545) 1930 DK 1995 Fibonacci primitive part 5563 Phi(3927,10) 1920 c3 2000 Unique, ECPP 5564 V(9209)/(29745071*101409509*547683904686691*4025749704474499) 1879 c8 2004 Lucas cofactor 5565 Phi(2177,-10) 1861 c2 2000 Unique, ECPP 5566 4297#-1 1844 D 1992 Primorial 5567 V(8807)/356419291 1833 c8 2004 Lucas cofactor 5568e (2^6199-1)/(46113927071*3895469424045161025776010136475884556282201) 1813 c8 2005 Mersenne cofactor, ECPP 5569 primU(8917) 1806 c2 2001 Fibonacci primitive part, ECPP 5570e (2^6337-1)/(867442823536500063364056974417*178163155861385791284178547\ 44231*291260082159225422294046286277013181681110191) 1802 c8 2005 Mersenne cofactor, ECPP 5571 (2^6043-1)/11155520642419038056369903183 1792 F2 2000 Mersenne cofactor, APR-CL assisted 5572d 11628008104*4127#+1 1770 p133 2005 Cunningham chain 2nd kind (8p-7) 5573 V(8467) 1770 c2 2000 Lucas number, ECPP 5574 18672891658*4099#+1591789579 1763 c14 2003 ECPP, Consecutive primes arithmetic progression (4,d=210) 5575 primU(12717) 1761 DK 1995 Fibonacci primitive part 5576 4093#-1 1750 CD 1992 Primorial 5577 5795*2^5795+1 1749 K 1984 Cullen 5578 (2^5807+1)/3 1748 PM 1998 Cyclotomy, generalized Lucas number, Wagstaff 5579 U(8537)/(900766408671673*558828605201*17191134589117*92295773098952073\ 61) 1725 c8 2004 Fibonacci cofactor 5580 1226756544*4001#+1 1712 p133 2004 Cunningham chain 2nd kind (8p-7) 5581 (2^5689-1)/919724609777 1701 EM 1997 Mersenne cofactor, ECPP 5582 U(8353)/(176465477*2184683363573*3620673479519515599362549) 1701 c8 2004 Fibonacci cofactor 5583 U(8059)/48353 1680 c8 2004 Fibonacci cofactor 5584 3996940764835286068121056825891969078353823189910247424468253460431229\ 6553044518092799109834575324423168042391*31#*2^5007+1 1629 p44 2003 7-Carmichael factor (7) 5585 2682510580426366488671850218719442334465653147590770083535740577470623\ 92973453141562410133117955197470926459*31#*2^5000+1 1624 p44 2003 6-Carmichael factor (6), 7-Carmichael factor (6) 5586 2980567311584851654079833576354935927184059052878633426150822863856248\ 8108161460173601125901995021941214051*31#*2^5000+1 1623 p44 2003 6-Carmichael factor (5), 7-Carmichael factor (5) 5587 7800490216134131520753293840237989864391675092589985412590481193028654\ 307291667148286083722060984543631*31#*2^5000+1 1620 p44 2003 6-Carmichael factor (4), 7-Carmichael factor (4) 5588 7321839077917740356832798862608347235253298763779907320533172451665985\ 31228332335155659428949539270775*31#*2^5000+1 1619 p44 2003 6-Carmichael factor (6) 5589 2013475553668541027383419508216304556480538392478921649640673917997883\ 28518144532306324991411309645065*31#*2^5001+1 1619 p44 2003 6-Carmichael factor (6) 5590 V(7741) 1618 DK 1995 Lucas number 5591 1214235336304766228330480740067719276161409413562173684997209361801987\ 613977333889147030562105371925*31#*2^5000+1 1616 p44 2003 6-Carmichael factor (5) 5592 5284712739287509258224198184294762615434483969760949211655312120729352\ 45454447591355183704491626365*31#*2^5001+1 1616 p44 2003 6-Carmichael factor (5) 5593 5284712739287509258224198184294762615434483969760949211655312120729352\ 45454447591355183704491626365*31#*2^5000+1 1616 p44 2003 6-Carmichael factor (4) 5594 2428470672609532456660961480135438552322818827124347369994418723603975\ 22795466777829406112421074385*31#*2^5000+1 1615 p44 2003 6-Carmichael factor (4) 5595 8011319097765215035231987223194597680723919880717561765345022009280509\ 192586968368199520976193*31#*2^5004+1 1612 p44 2003 6-Carmichael factor (6) 5596 83*2^5318-1 1603 K 1984 Woodall 5597 7311458202868077475692685361510099664616226916279418733974215399829715\ 0564042417401263*31#*2^5001+1 1603 p44 2003 6-Carmichael factor (5) 5598 7311458202868077475692685361510099664616226916279418733974215399829715\ 0564042417401263*31#*2^5000+1 1603 p44 2003 6-Carmichael factor (4) 5599 1962185831900692471828247253822695919640331664959*31#*9*2^5002+1 1567 p44 2003 5-Carmichael factor (3), 6-Carmichael factor (3) 5600 1962185831900692471828247253822695919640331664959*31#*3*2^5001+1 1566 p44 2003 5-Carmichael factor (2), 6-Carmichael factor (2) 5601 1962185831900692471828247253822695919640331664959*31#*3*2^5000+1 1566 p44 2003 5-Carmichael factor (1), 6-Carmichael factor (1) 5602 (2^5227-1)/(227482218017*53207523835889) 1549 EM 1997 Mersenne cofactor, ECPP 5603 Phi(2667,10) 1513 c2 2000 Unique, ECPP 5604 (2^5087-1)/(68318501567*114097014833) 1510 EM 1997 Mersenne cofactor, ECPP 5605 V(7243)/289721 1509 c8 2004 Lucas cofactor 5606 11024895887*3499#+855739 1491 c18 2003 Quadruplet (4), ECPP 5607 11024895887*3499#+855737 1491 c18 2003 Quadruplet (3), ECPP 5608 11024895887*3499#+855733 1491 c18 2003 Quadruplet (2), ECPP 5609 11024895887*3499#+855731 1491 c18 2003 Quadruplet (1), ECPP 5610 12564859739542579932...(1395 other digits)...98594783107350528001 1435 p44 2004 19-Carmichael factor (19) 5611 4713*2^4713+1 1423 K 1984 Cullen 5612 -54570*Bern(848)/(428478023*5051145078213134269) 1418 c4 2002 Irregular, ECPP 5613 28011558420783568150...(1372 other digits)...08276372950404300801 1412 p44 2004 19-Carmichael factor (18) 5614 97462011827280768495...(1369 other digits)...86131680948859699201 1409 p44 2004 18-Carmichael factor (18) 5615 3229#+1 1368 D 1984 Primorial 5616 18006410108074516822...(1326 other digits)...89766654064014131201 1366 p44 2004 19-Carmichael factor (17) 5617 37776284510606367370...(1318 other digits)...89215663672079155201 1358 p44 2004 17-Carmichael factor (17) 5618 -E(638)/(7235862947323*11411779188663863*526900327479624797) 1343 c4 2002 Euler irregular, ECPP 5619 28052827500383776478...(1293 other digits)...83317637128362393601 1333 p44 2004 17-Carmichael factor (16) 5620 14487108786036952294...(1290 other digits)...97566710962638028801 1330 p44 2004 16-Carmichael factor (16) 5621 23884316502857664434...(1278 other digits)...40642692809372467201 1318 p44 2004 15-Carmichael factor (15) 5622 39740124654541895793...(1277 other digits)...14543595780016332801 1317 p44 2004 13-Carmichael factor (13) 5623 41812496896*3067#-1 1316 p133 2004 Cunningham chain (8p+7) 5624 1054831232256*3061#+1 1314 p44 2003 Cunningham chain 2nd kind (8p-7) 5625 795819033216*3061#+1 1314 p44 2003 4-Carmichael factor (3) 5626 191881920*3067#-1 1314 p133 2004 Cunningham chain (8p+7) 5627 132636505536*3061#+1 1313 p44 2003 4-Carmichael factor (2) 5628 75362493376*3061#+1 1313 p44 2003 4-Carmichael factor (2) 5629 66318252768*3061#+1 1313 p44 2003 4-Carmichael factor (1) 5630 59966609632*3061#+1 1313 p44 2003 4-Carmichael factor (2) 5631 37681246688*3061#+1 1312 p44 2003 4-Carmichael factor (1) 5632 29983304816*3061#+1 1312 p44 2003 4-Carmichael factor (1) 5633 6062796392*3061#+1 1312 p44 2003 4-Carmichael factor (2) 5634 3031398196*3061#+1 1311 p44 2003 4-Carmichael factor (1) 5635 138*Bern(814)/(28409964671*335055893*351085907*520460183*30348030379*1\ 7043083582983) 1311 c4 2002 Irregular, ECPP 5636 93165637950775212778...(1270 other digits)...42824704068524441601 1310 p44 2004 19-Carmichael factor (16) 5637 13657785480*3049#-1 1309 p94 2002 Cunningham chain (8p+7) 5638 V(6379)/(9823661*187797761*39735824399) 1308 c8 2004 Lucas cofactor 5639 21808089752589180735...(1265 other digits)...35084386334974361601 1305 p44 2004 14-Carmichael factor (14) 5640 2853609856*3041#+1 1304 p94 2002 Cunningham chain 2nd kind (8p-7) 5641 1836281739397322823425625705971368513955962100889206272*12345785143755\ 8960013929946130989121547274848689386161678182357674555094163881043499\ 4756075634238711959503055472046080*12726575860305365285467114484264720\ 0096979469577422603773338025370475153*2477#+1 1300 p44 2004 19-Carmichael factor (15) 5642e V(6661)/(20413264084399*254844997471*6472729219639*8036635984600095627\ 961*64250170013936618067104660874142964379889) 1292 c8 2005 Lucas cofactor, ECPP 5643f 63255283*3011#+1 1289 p155 2005 Arithmetic progression (6,d=8440140*3011#) 5644f 58610378*3011#+1 1289 p155 2005 Arithmetic progression (6,d=8274192*3011#) 5645f 54815143*3011#+1 1289 p155 2005 Arithmetic progression (5,d=8440140*3011#) 5646 31072233*3011#+1 1288 p155 2004 Arithmetic progression (6,d=2611270*3011#) 5647 26773461*3011#+1 1288 p155 2004 Arithmetic progression (6,d=3332809*3011#) 5648 10222299*3011#+1 1288 p155 2004 Arithmetic progression (6,d=2027093*3011#) 5649 1730304995*3001#+1 1287 p73 2004 Arithmetic progression (7,d=230408192*3001#) 5650 1608981081*3001#+1 1287 p73 2004 Arithmetic progression (7,d=206921474*3001#) 5651 1598979928*3001#+1 1287 p73 2004 Arithmetic progression (7,d=227038177*3001#) 5652 1540053951*3001#+1 1287 p73 2004 Arithmetic progression (7,d=90879336*3001#) 5653 1341966123*3001#+1 1287 p73 2004 Arithmetic progression (7,d=4933868*3001#) 5654 53834735659095028005806966685813409109092*1234578514375589600139299461\ 3098912154727484868938616167818235767455509416388104349947560756342387\ 11959503055472046080*1272657586030536528546711448426472000969794695774\ 22603773338025370475153*2477#+1 1286 p44 2004 19-Carmichael factor (14) 5655 3345250398131872269724362826064980707479842151241270556635544966572395\ 9014142063881588370220723666286361081030336696653949918357419366666512\ 04257222932736*1102946930914841619142895686401842682734884986473602496\ 61008348973791046340*2477#+1 1285 p44 2004 10-Carmichael factor (10) 5656 4244861313702192199503994960434063279917661291027757980886068565868988\ 2547752961164834163947309203492475402641298460604661888777406297832927\ 55293677510912*7575969104644440228023872317470172640091677261719915841\ 8185730848884753848*2477#+1 1285 p44 2004 8-Carmichael factor (8) 5657 10271674954*2999#+3469 1284 p26 2002 Quadruplet (4), ECPP 5658 10271674954*2999#+3467 1284 p26 2002 Quadruplet (3), ECPP 5659 10271674954*2999#+3463 1284 p26 2002 Quadruplet (2), ECPP 5660 10271674954*2999#+3461 1284 p26 2002 Quadruplet (1), ECPP 5661 4919761805*2999#+6763 1284 c23 2003 Consecutive primes arithmetic progression (4,d=30) 5662 2168460050236138262263952153785171*12345785143755896001392994613098912\ 1547274848689386161678182357674555094163881043499475607563423871195950\ 3055472046080*12726575860305365285467114484264720009697946957742260377\ 3338025370475153*2477#+1 1279 p44 2004 19-Carmichael factor (13) 5663 3329444228765811331343692943871561931089297799199487213846783421765553\ 4052565495613723412619823343934202215505665524152625440993209326769189\ 68320*4884948096402652784475859088877604703531901936044391923814674291\ 218151*2477#+1 1272 p44 2004 9-Carmichael factor (9) 5664 9248456191016142587065813732976560919692493886665242260685509504904315\ 0146015265593676146166175955372783931960182011535070669425581463247749\ 120*488494809640265278447585908887760470353190193604439192381467429121\ 8151*2477#+1 1270 p44 2004 9-Carmichael factor (8) 5665 7733160116755496748811125771677787478713241261488421426073650821854617\ 7254335175778169257989945029188108782793630776728737059056333585154161\ 671538628224*218749770426163246812618885285791642205904619162358615522\ 0869*2477#+1 1270 p44 2004 11-Carmichael factor (11) 5666 8747465927749346215720843997426051576427918654910256939331834750671192\ 96565808941256890857391001972428090816522521646853326686629477254912*7\ 5759691046444402280238723174701726400916772617199158418185730848884753\ 848*2477#+1 1269 p44 2004 8-Carmichael factor (7) 5667 2139037912544407871374276683124436238091741678456626740327045006579516\ 29109768837942168497130928205774819246594747837704853383467220000*6049\ 963030031325853048754978571534596377895413483248034824819966344547637*\ 2477#+1 1265 p44 2004 10-Carmichael factor (10) 5668 546!-1 1260 D 1992 Factorial 5669 1452570527744543440760306462797853929174451727125838390726140372555533\ 52852048287809726698753736075803919686247178832292235223040*4884948096\ 402652784475859088877604703531901936044391923814674291218151*2477#+1 1255 p44 2004 9-Carmichael factor (7) 5670 V(6047)/59965377851 1253 c8 2004 Lucas cofactor 5671 2798914541855090493359599339148670414109424522592465730640499425569088\ 32324953441382584467126260737297282315176323337544000*5505507587429599\ 578407294171409700257198867667411506991677123122071965377*2477#+1 1253 p44 2004 10-Carmichael factor (10) 5672 6732330350111312447761923119732349656117075613920147371549990963551753\ 81049447485284120014583467268652555815333959482240*1961974388771677918\ 044771447197586553722015821379908949495470897619779*2477#+1 1247 p44 2004 9-Carmichael factor (9) 5673 1234578514375589600139299461309891215472748486893861616781823576745550\ 941638810434994756075634238711959503055472046080*127265758603053652854\ 671144842647200096979469577422603773338025370475153*2477#+1 1246 p44 2004 12-Carmichael factor (12) 5674 2782848620797440756764399332440360923249064112570464894610795446901591\ 2458629756941130345689730729300698081931304063629617611328*21874977042\ 61632468126188852857916422059046191623586155220869*2477#+1 1245 p44 2004 11-Carmichael factor (10) 5675 6172892571877948000696497306549456077363742434469308083909117883727754\ 7081940521749737803781711935597975152773602304*12726575860305365285467\ 1144842647200096979469577422603773338025370475153*2477#+1 1244 p44 2004 12-Carmichael factor (11) 5676 4799903085499102682069158165030328797528967925215709336870016359167817\ 018106155787605944756405893492635297709000704*488494809640265278447585\ 9088877604703531901936044391923814674291218151*2477#+1 1242 p44 2004 9-Carmichael factor (6) 5677 3195371416854554082196787487067048653732486405686539333281810972402577\ 51956757480905043399594797886430038692000*5505507587429599578407294171\ 409700257198867667411506991677123122071965377*2477#+1 1241 p44 2004 10-Carmichael factor (9) 5678 7162266908068870612913919903712397450261364821420369299883391168621782\ 14935601789504495894115428192172273020189920*1961974388771677918044771\ 447197586553722015821379908949495470897619779*2477#+1 1241 p44 2004 9-Carmichael factor (8) 5679 3482586015171932523656729145121662788123576432577555930693778851815559\ 931653974866202734745425831901831903712*110294693091484161914289568640\ 184268273488498647360249661008348973791046340*2477#+1 1240 p44 2004 10-Carmichael factor (9) 5680 1790566727017217653228479975928099362565341205355092324970847792155445\ 53733900447376123973528857048043068255047480*1961974388771677918044771\ 447197586553722015821379908949495470897619779*2477#+1 1240 p44 2004 9-Carmichael factor (7) 5681 1523377489601041798515638752671527742527645952546220930752244133090528\ 24914788995026470836284963184058000*6049963030031325853048754978571534\ 596377895413483248034824819966344547637*2477#+1 1234 p44 2004 10-Carmichael factor (9) 5682 4926732859768757568366099262088407326715817143488696684014081664809566\ 52012233525005406626914219587504128*4884948096402652784475859088877604\ 703531901936044391923814674291218151*2477#+1 1232 p44 2004 9-Carmichael factor (5) 5683 4839237088155989962388510340943598948945987643142454061329902695054858\ 13447794602567187656785663992192*1272657586030536528546711448426472000\ 96979469577422603773338025370475153*2477#+1 1230 p44 2004 12-Carmichael factor (10) 5684 1155330739017938036016209182359181866539060862846368300480069271716711\ 61703576580738234484080632800*5505507587429599578407294171409700257198\ 867667411506991677123122071965377*2477#+1 1228 p44 2004 10-Carmichael factor (8) 5685 4417597492423621348805861789349917513350207466708600841913868034714341\ 5888572924068909616848928*11029469309148416191428956864018426827348849\ 8647360249661008348973791046340*2477#+1 1226 p44 2004 10-Carmichael factor (8) 5686 1472532497474540449601953929783305837783402488902866947304622678238113\ 8629524308022969872282976*11029469309148416191428956864018426827348849\ 8647360249661008348973791046340*2477#+1 1226 p44 2004 10-Carmichael factor (7) 5687 354*Bern(754)/(377*883462452530494157) 1225 c4 2002 Irregular, ECPP 5688 26837003339730319530692424244102335625043*5173989937062643637751380026\ 8167157711685329673587335428627365319498573278651364121830015420315167\ 37077123870293752914088857600*2477#+1 1225 p44 2004 8-Carmichael factor (8) 5689 V(5851) 1223 DK 1995 Lucas number 5690 7951136653070893314288061516323691961805185631060742600353709203821562\ 27708930031583592606000*6049963030031325853048754978571534596377895413\ 483248034824819966344547637*2477#+1 1223 p44 2004 10-Carmichael factor (8) 5691 141194704308554282224909173296990306588180*149456490034182518306311020\ 3359092415408420147124102976996536833855311638425727320703463830699067\ 042290831052919436662278908*2477#+1 1222 p44 2004 8-Carmichael factor (8) 5692 1033384448690300759476065800301412396150809297661549447820741527449534\ 6684487233385442330568922845512304*21874977042616324681261888528579164\ 22059046191623586155220869*2477#+1 1221 p44 2004 11-Carmichael factor (9) 5693 15146168128866660886573089691916250*4479380311119629045858738388159462\ 5645190463071794464760858806160127032100164762259393053470944634476978\ 8205391290866120203208000*2477#+1 1220 p44 2004 8-Carmichael factor (8) 5694 1586457351781508789043923295471801197620*14945649003418251830631102033\ 5909241540842014712410297699653683385531163842572732070346383069906704\ 2290831052919436662278908*2477#+1 1220 p44 2004 8-Carmichael factor (7) 5695 19543442746924723724610438312150*4479380311119629045858738388159462564\ 5190463071794464760858806160127032100164762259393053470944634476978820\ 5391290866120203208000*2477#+1 1217 p44 2004 8-Carmichael factor (7) 5696 1172036348747080366877697403086551430362718949372291536600591502154400\ 213733382486723639624466694512*218749770426163246812618885285791642205\ 9046191623586155220869*2477#+1 1217 p44 2004 11-Carmichael factor (8) 5697 8594301999527143238614968475*44793803111196290458587383881594625645190\ 4630717944647608588061601270321001647622593930534709446344769788205391\ 290866120203208000*2477#+1 1214 p44 2004 8-Carmichael factor (6) 5698 3768991616055437414019540610763733919600980663084962886268652420971870\ 7288907130867200000*82672446812924113559082751335737541129809831922475\ 993917610605229573*2477#+1 1214 p44 2004 8-Carmichael factor (8) 5699 2326523958578717633736266930571992993750787551108292013096067036593319\ 2609421950344576*12726575860305365285467114484264720009697946957742260\ 3773338025370475153*2477#+1 1214 p44 2004 12-Carmichael factor (9) 5700d 19743490208*2801#-1 1208 p133 2005 Cunningham chain (8p+7) 5701 2689219079781643491886402237471109942523918392463138473818687575463473\ 2258780099920638864*21874977042616324681261888528579164220590461916235\ 86155220869*2477#+1 1206 p44 2004 11-Carmichael factor (7) 5702 1225081462915849176456264013672282107043448994786720021830308678040636\ 92627200000*8267244681292411355908275133573754112980983192247599391761\ 0605229573*2477#+1 1205 p44 2004 8-Carmichael factor (7) 5703 1166362120819287408389561768104022728919908277118579552016953395710415\ 2944864*12726575860305365285467114484264720009697946957742260377333802\ 5370475153*2477#+1 1205 p44 2004 12-Carmichael factor (8) 5704 7086228991094932694546890992566272139763353226340001568888054858321558\ 816*110294693091484161914289568640184268273488498647360249661008348973\ 791046340*2477#+1 1204 p44 2004 10-Carmichael factor (6) 5705 2899751857607230436439807750704742438142186953058594731760425603394252\ 2000*60499630300313258530487549785715345963778954134832480348248199663\ 44547637*2477#+1 1204 p44 2004 10-Carmichael factor (7) 5706 -690*Bern(748)/(720511*138192830377045750339532383) 1201 c8 2002 Irregular, ECPP 5707 1918674322782180306612208863471003008586787756404967185420222726945904\ 416*127265758603053652854671144842647200096979469577422603773338025370\ 475153*2477#+1 1201 p44 2004 12-Carmichael factor (7) 5708 4566333798593737482837030534396720649597503555970558961186613484215481\ 752*196197438877167791804477144719758655372201582137990894949547089761\ 9779*2477#+1 1199 p44 2004 9-Carmichael factor (6) 5709 5049142954689948175295286482818428969965230937907808382684796649857643\ 2*12726575860305365285467114484264720009697946957742260377333802537047\ 5153*2477#+1 1199 p44 2004 12-Carmichael factor (6) 5710 564491786771261815159195147996479467049186498084310170455725586304*757\ 5969104644440228023872317470172640091677261719915841818573084888475384\ 8*2477#+1 1197 p44 2004 8-Carmichael factor (6) 5711 4225263584390374296439990716876054702824358787189111928795959789632000\ 00*8267244681292411355908275133573754112980983192247599391761060522957\ 3*2477#+1 1197 p44 2004 8-Carmichael factor (6) 5712 2215914889350140252003339661928421398892533189222353691265500081699516\ 244570737976434210389602815612343224817310130371320584489497767110380*\ 2477#+1 1196 p44 2004 7-Carmichael factor (7) 5713 7386382964500467506677798873094737996308443964074512304218333605665054\ 14856912658811403463200938537447741605770043457106861496499255703460*2\ 477#+1 1195 p44 2004 7-Carmichael factor (6) 5714 37947445926532909968083309780517021904768292931165991383226010136*1272\ 65758603053652854671144842647200096979469577422603773338025370475153*2\ 477#+1 1193 p44 2004 12-Carmichael factor (5) 5715 4232771915393669033318962218978885443767060854606454505650583339773820\ 670346194737851050061315692610000922554780619063856166707825602880*247\ 7#+1 1193 p44 2004 7-Carmichael factor (7) 5716 2501167102628608766070317145172006376384037492044812773361684692571804\ 18128*2187497704261632468126188852857916422059046191623586155220869*24\ 77#+1 1192 p44 2004 11-Carmichael factor (6) 5717 1209565565704729310323600678351494241257514475188191953585624*11029469\ 3091484161914289568640184268273488498647360249661008348973791046340*24\ 77#+1 1192 p44 2004 10-Carmichael factor (5) 5718 1699908399756493587678298079911198973400426046026688556486178048101936\ 0121872268023498193017332098835345070501126984192193440593677120*2477#\ +1 1191 p44 2004 7-Carmichael factor (6) 5719 1300748718621813409594582053182427715133514873082198869505367168*48849\ 48096402652784475859088877604703531901936044391923814674291218151*2477\ #+1 1190 p44 2004 9-Carmichael factor (4) 5720 712161359646080252369718556299035084174554590187378795951200*550550758\ 7429599578407294171409700257198867667411506991677123122071965377*2477#\ +1 1190 p44 2004 10-Carmichael factor (7) 5721 2447666238990155415606364865063469104275902251883568853003368790037449\ 703485459563867578413708128673544872516557702368849899321066880*2477#+\ 1 1190 p44 2004 7-Carmichael factor (7) 5722 40834715695186252475849217179289230682902239851899565946800*6049963030\ 031325853048754978571534596377895413483248034824819966344547637*2477#+\ 1 1189 p44 2004 10-Carmichael factor (6) 5723 V(5711)/456881 1188 c8 2004 Lucas cofactor 5724 268374875905198426963301681462501495730533497933923220232*110294693091\ 484161914289568640184268273488498647360249661008348973791046340*2477#+\ 1 1188 p44 2004 10-Carmichael factor (4) 5725 4083471569518625247584921717928923068290223985189956594680*60499630300\ 31325853048754978571534596377895413483248034824819966344547637*2477#+1 1188 p44 2004 10-Carmichael factor (5) 5726 1187230887108260039505414080933274219658126408600203159972535595456965\ 9472819868379976344103215943633465978891274873710672970491340*2477#+1 1187 p44 2004 7-Carmichael factor (5) 5727 4479380311119629045858738388159462564519046307179446476085880616012703\ 21001647622593930534709446344769788205391290866120203208000*2477#+1 1186 p44 2004 8-Carmichael factor (5) 5728 8958760622239258091717476776318925129038092614358892952171761232025406\ 420032952451878610694188926895395764107825817322404064160*2477#+1 1184 p44 2004 8-Carmichael factor (4) 5729 5173989937062643637751380026816715771168532967358733542862736531949857\ 327865136412183001542031516737077123870293752914088857600*2477#+1 1184 p44 2004 8-Carmichael factor (7) 5730 904754302088270992536596601029375346688031727228201921852510279316*218\ 7497704261632468126188852857916422059046191623586155220869*2477#+1 1184 p44 2004 11-Carmichael factor (5) 5731 16923326319968223967347057329631649928834872702623600*5505507587429599\ 578407294171409700257198867667411506991677123122071965377*2477#+1 1182 p44 2004 10-Carmichael factor (6) 5732 6389103214581670680796620799673204469695220309283722549803507535361035\ 092317244744934141907141462000636641733821399759353480*2477#+1 1181 p44 2004 7-Carmichael factor (7) 5733 46229327196137815143924542984680704823501034645824*7575969104644440228\ 0238723174701726400916772617199158418185730848884753848*2477#+1 1181 p44 2004 8-Carmichael factor (5) 5734 1518189535523076184786203059511947115953208030328266884642821752332704\ 614983901529396420640267463831301972966635490878547200*2477#+1 1181 p44 2004 8-Carmichael factor (6) 5735 1494564900341825183063110203359092415408420147124102976996536833855311\ 638425727320703463830699067042290831052919436662278908*2477#+1 1181 p44 2004 8-Carmichael factor (6) 5736 6604189599448259306274934712097243546214433520832*75759691046444402280\ 238723174701726400916772617199158418185730848884753848*2477#+1 1180 p44 2004 8-Carmichael factor (4) 5737 1924259178503004660936244404487793058458545948532889600*82672446812924\ 113559082751335737541129809831922475993917610605229573*2477#+1 1180 p44 2004 8-Carmichael factor (5) 5738 3762155995818448983183484647652160338590399384497513926851146520728654\ 5260743537029193431550595035109111205557390481070821*2477#+1 1179 p44 2004 6-Carmichael factor (3) 5739 10055234730276373373088613457602740784538022364981644*1961974388771677\ 918044771447197586553722015821379908949495470897619779*2477#+1 1179 p44 2004 9-Carmichael factor (5) 5740 1509661515496793114205161821574840823644868835478891895956097811975062\ 2610360882027307715461606737800917485383024612750292*2477#+1 1179 p44 2004 8-Carmichael factor (5) 5741 6*Bern(734)/(377231593*75401119*170508089) 1178 c4 2002 Irregular, ECPP 5742 16941962478694788234404902722626539121868928524*5505507587429599578407\ 294171409700257198867667411506991677123122071965377*2477#+1 1176 p44 2004 10-Carmichael factor (5) 5743 3083465617288525195068633411790302723544636972423082466317222318125860\ 9776039164219430230137360276555438445571497066560*2477#+1 1176 p44 2004 7-Carmichael factor (5) 5744 7158907326675262480353355654929739314210474139532020311703247110209429\ 585308764852416621328609673414939026665743907948*2477#+1 1175 p44 2004 7-Carmichael factor (4) 5745 5748920656982113471005825130604481251024846479829364056557440620215677\ 853576523785726946343201565294173376992110905640*2477#+1 1175 p44 2004 7-Carmichael factor (6) 5746 2061343733143987981362979388602447885309147676298*19619743887716779180\ 44771447197586553722015821379908949495470897619779*2477#+1 1175 p44 2004 9-Carmichael factor (4) 5747 28521822354705030697651351384893163504829846*5505507587429599578407294\ 171409700257198867667411506991677123122071965377*2477#+1 1174 p44 2004 10-Carmichael factor (4) 5748 2300930966496105241972236048545044838045002942314298227819002348657101\ 5807374814287424369215491233622641185204020388*2477#+1 1173 p44 2004 8-Carmichael factor (4) 5749 160943513262111926377985282720632588941754*757596910464444022802387231\ 74701726400916772617199158418185730848884753848*2477#+1 1172 p44 2004 8-Carmichael factor (3) 5750 3897941968315844097031296410000258978498365557585628444*21874977042616\ 32468126188852857916422059046191623586155220869*2477#+1 1172 p44 2004 11-Carmichael factor (4) 5751 4917726780309191667648105662847067467094554132262162282206569068083023\ 027060819942187725458650591863050094399279395*2477#+1 1172 p44 2004 8-Carmichael factor (3) 5752 9523736960901920898455959866708034898236425432060534417530384994223248\ 60851329370970014024748118494320189035798400*2477#+1 1171 p44 2004 8-Carmichael factor (5) 5753 2236347287161290542583058706281180275210056*12726575860305365285467114\ 4842647200096979469577422603773338025370475153*2477#+1 1171 p44 2004 12-Carmichael factor (4) 5754 3054813454792981267265906277429670045845114073342969*21874977042616324\ 68126188852857916422059046191623586155220869*2477#+1 1169 p44 2004 11-Carmichael factor (3) 5755 1273005419322709540793293123799991527042764*48849480964026527844758590\ 88877604703531901936044391923814674291218151*2477#+1 1169 p44 2004 9-Carmichael factor (3) 5756 4897817171462697586077896840787206758233154718147446059845899050425191\ 479756310242301696022056724214049557317870*2477#+1 1169 p44 2004 7-Carmichael factor (5) 5757 2612658089884322888873535604879727264698777708453886722218822159275864\ 505490247911098832355919398746270341657120*2477#+1 1169 p44 2004 7-Carmichael factor (6) 5758 1140354307621572888452399952524059483579255111816530782216139588585430\ 642479350866149676763230680814037196877621*2477#+1 1168 p44 2004 6-Carmichael factor (3) 5759 112680206982555589902656909959261369224*604996303003132585304875497857\ 1534596377895413483248034824819966344547637*2477#+1 1168 p44 2004 10-Carmichael factor (4) 5760 7402090138183923231483192792937367141235037299639536483156460303183090\ 402521525893096188408300351650166605760*2477#+1 1166 p44 2004 7-Carmichael factor (4) 5761 813824776993018009249599102341661517*550550758742959957840729417140970\ 0257198867667411506991677123122071965377*2477#+1 1166 p44 2004 10-Carmichael factor (3) 5762 2626175427057746694947933962888582712189359098202383946298069195938440\ 471719201202306539422014329337291987838*2477#+1 1166 p44 2004 7-Carmichael factor (4) 5763 1001783911776850002485759070548484647973*19619743887716779180447714471\ 97586553722015821379908949495470897619779*2477#+1 1166 p44 2004 9-Carmichael factor (3) 5764 7801185014401403324000180522269972212878982305304659013503225029631264\ 89018705703280460676145771629402493351*2477#+1 1165 p44 2004 7-Carmichael factor (3) 5765 6229940576665155916357520149672931087613712512561697669139556856809900\ 68195254646464051363274466248049328960*2477#+1 1165 p44 2004 6-Carmichael factor (3) 5766 5037639292926528964957243693588503814872833651184043265838185533386191\ 63040518991975668352676928439744439858*2477#+1 1165 p44 2004 8-Carmichael factor (3) 5767 7000128847853395731515514843071905432839744148256803371162077430206212\ 001956562739058576094953242628594544*2477#+1 1163 p44 2004 7-Carmichael factor (5) 5768 204021406967560130623174728694869*604996303003132585304875497857153459\ 6377895413483248034824819966344547637*2477#+1 1162 p44 2004 10-Carmichael factor (3) 5769 9885574682476020734896132208762*11029469309148416191428956864018426827\ 3488498647360249661008348973791046340*2477#+1 1162 p44 2004 10-Carmichael factor (3) 5770 8064063983218543111742574768050938*12726575860305365285467114484264720\ 0096979469577422603773338025370475153*2477#+1 1162 p44 2004 12-Carmichael factor (3) 5771 3828233621268662215816337889764769423955215526395376014453790638480594\ 600302447145689820154477667765120*2477#+1 1160 p44 2004 8-Carmichael factor (4) 5772 6607635310414759044284986636843407053841555737452145904438434425340959\ 03526199994247552963465475045176*2477#+1 1159 p44 2004 7-Carmichael factor (4) 5773 1651908827603689761071246659210851763460388934363036476109608606335239\ 75881549998561888240866368761294*2477#+1 1159 p44 2004 7-Carmichael factor (3) 5774 1053498593237063042446938850647300*82672446812924113559082751335737541\ 129809831922475993917610605229573*2477#+1 1158 p44 2004 8-Carmichael factor (4) 5775 2012948932978955369332778649051803200605995965972109708642782501797805\ 4678735121037881179208309705533*2477#+1 1158 p44 2004 7-Carmichael factor (3) 5776 6937861016901558703872983435466692837599379996580941477499328062257173\ 1406276133102546887352557118*2477#+1 1155 p44 2004 6-Carmichael factor (3) 5777 2642586832073862274326675878673029468427813114378056640339493773410327\ 7484370643969278480093238945*2477#+1 1155 p44 2004 7-Carmichael factor (3) 5778 2421706491187159802515395932290466487825920753033512154892327073937623\ 1024180460182754429114863789*2477#+1 1155 p44 2004 8-Carmichael factor (3) 5779 1112381389720529553850459050*82672446812924113559082751335737541129809\ 831922475993917610605229573*2477#+1 1152 p44 2004 8-Carmichael factor (3) 5780 1434358509584182666975042269618213893508333865594116566296830114312498\ 8608680518798266666816986*2477#+1 1152 p44 2004 7-Carmichael factor (3) 5781 122*550550758742959957840729417140970025719886766741150699167712312207\ 1965377*2477#+1 1132 p44 2004 10-Carmichael factor (2) 5782 7352700*82672446812924113559082751335737541129809831922475993917610605\ 229573*2477#+1 1132 p44 2004 8-Carmichael factor (2) 5783 78*6049963030031325853048754978571534596377895413483248034824819966344\ 547637*2477#+1 1132 p44 2004 10-Carmichael factor (2) 5784 4*11029469309148416191428956864018426827348849864736024966100834897379\ 1046340*2477#+1 1132 p44 2004 10-Carmichael factor (2) 5785 183101069894998*218749770426163246812618885285791642205904619162358615\ 5220869*2477#+1 1132 p44 2004 11-Carmichael factor (2) 5786 3124*12726575860305365285467114484264720009697946957742260377333802537\ 0475153*2477#+1 1132 p44 2004 12-Carmichael factor (2) 5787 75064*4884948096402652784475859088877604703531901936044391923814674291\ 218151*2477#+1 1132 p44 2004 9-Carmichael factor (2) 5788 61*5505507587429599578407294171409700257198867667411506991677123122071\ 965377*2477#+1 1132 p44 2004 10-Carmichael factor (1) 5789 3676350*82672446812924113559082751335737541129809831922475993917610605\ 229573*2477#+1 1132 p44 2004 8-Carmichael factor (1) 5790 4*75759691046444402280238723174701726400916772617199158418185730848884\ 753848*2477#+1 1132 p44 2004 8-Carmichael factor (2) 5791 152442*196197438877167791804477144719758655372201582137990894949547089\ 7619779*2477#+1 1132 p44 2004 9-Carmichael factor (2) 5792 39*6049963030031325853048754978571534596377895413483248034824819966344\ 547637*2477#+1 1132 p44 2004 10-Carmichael factor (1) 5793 2*11029469309148416191428956864018426827348849864736024966100834897379\ 1046340*2477#+1 1132 p44 2004 10-Carmichael factor (1) 5794 91550534947499*2187497704261632468126188852857916422059046191623586155\ 220869*2477#+1 1132 p44 2004 11-Carmichael factor (1) 5795 1562*12726575860305365285467114484264720009697946957742260377333802537\ 0475153*2477#+1 1132 p44 2004 12-Carmichael factor (1) 5796 1851576917305021458571493854407411868070294675434856130240821827343312\ 37692*2477#+1 1132 p44 2004 6-Carmichael factor (2) 5797 37532*4884948096402652784475859088877604703531901936044391923814674291\ 218151*2477#+1 1132 p44 2004 9-Carmichael factor (1) 5798 1650216457668260919964623173994897903553732061414403831756715570226495\ 85644*2477#+1 1132 p44 2004 7-Carmichael factor (2) 5799 2*75759691046444402280238723174701726400916772617199158418185730848884\ 753848*2477#+1 1132 p44 2004 8-Carmichael factor (1) 5800 76221*1961974388771677918044771447197586553722015821379908949495470897\ 619779*2477#+1 1132 p44 2004 9-Carmichael factor (1) 5801 1254894991592295753207529468924783150424853206987544188130120143078436\ 02206*2477#+1 1131 p44 2004 6-Carmichael factor (2) 5802 1212747527430273712669865569662524808761913873034972078457033987248281\ 23994*2477#+1 1131 p44 2004 7-Carmichael factor (2) 5803 1178129854091330711358845636145829849926546842780235346567918515910843\ 63130*2477#+1 1131 p44 2004 8-Carmichael factor (2) 5804 1043170828760367575546380768398568446833545923733127568986869269273572\ 07636*2477#+1 1131 p44 2004 7-Carmichael factor (2) 5805 1002602311833254294965243595880186897613183571367045172558295264889961\ 35040*2477#+1 1131 p44 2004 6-Carmichael factor (2) 5806 9257884586525107292857469272037059340351473377174280651204109136716561\ 8846*2477#+1 1131 p44 2004 6-Carmichael factor (1) 5807 8251082288341304599823115869974489517768660307072019158783577851132479\ 2822*2477#+1 1131 p44 2004 7-Carmichael factor (1) 5808 7602264634104440342801055372670621029962839875503718795575455265650405\ 0316*2477#+1 1131 p44 2004 8-Carmichael factor (2) 5809 7141204593646766828136965660030560482049028341958220218209772551979132\ 4062*2477#+1 1131 p44 2004 6-Carmichael factor (2) 5810 6783781585140769704015656148527507324882663500752364847435536005188334\ 0330*2477#+1 1131 p44 2004 7-Carmichael factor (2) 5811 6530777634339587743057104698105362800003700932388895229906867209720873\ 7134*2477#+1 1131 p44 2004 8-Carmichael factor (2) 5812 6274474957961478766037647344623915752124266034937720940650600715392180\ 1103*2477#+1 1131 p44 2004 6-Carmichael factor (1) 5813 6063737637151368563349327848312624043809569365174860392285169936241406\ 1997*2477#+1 1131 p44 2004 7-Carmichael factor (1) 5814 5890649270456653556794228180729149249632734213901176732839592579554218\ 1565*2477#+1 1131 p44 2004 8-Carmichael factor (1) 5815 5215854143801837877731903841992842234167729618665637844934346346367860\ 3818*2477#+1 1131 p44 2004 7-Carmichael factor (1) 5816 5013011559166271474826217979400934488065917856835225862791476324449806\ 7520*2477#+1 1131 p44 2004 6-Carmichael factor (1) 5817 3801132317052220171400527686335310514981419937751859397787727632825202\ 5158*2477#+1 1131 p44 2004 8-Carmichael factor (1) 5818 3570602296823383414068482830015280241024514170979110109104886275989566\ 2031*2477#+1 1131 p44 2004 6-Carmichael factor (1) 5819 3391890792570384852007828074263753662441331750376182423717768002594167\ 0165*2477#+1 1131 p44 2004 7-Carmichael factor (1) 5820 3265388817169793871528552349052681400001850466194447614953433604860436\ 8567*2477#+1 1131 p44 2004 8-Carmichael factor (1) 5821 2083955766063058405114427954241788763376282885079705655527503329185052\ 1526*2477#+1 1131 p44 2004 7-Carmichael factor (2) 5822 1041977883031529202557213977120894381688141442539852827763751664592526\ 0763*2477#+1 1130 p44 2004 7-Carmichael factor (1) 5823 Phi(283,-10000) 1128 C 1996 Unique 5824 U(5387) 1126 WM 1990 Fibonacci number 5825 2657#+1 1115 BC 1981 Primorial 5826 -88230*Bern(688)/(465776197109*1913589601207) 1088 c4 2002 Irregular, ECPP 5827 6*Bern(674)/337 1077 c4 2002 Irregular, ECPP 5828a 18973472837*2503#/35+7 1070 c37 2005 Quadruplet (4), ECPP 5829a 18973472837*2503#/35+5 1070 c37 2005 Quadruplet (3), ECPP 5830a 18973472837*2503#/35+1 1070 p80 2005 Quadruplet (2) 5831a 18973472837*2503#/35-1 1070 p80 2005 Quadruplet (1) 5832 109267227191*2477#+10531099 1068 c18 2001 Quadruplet (4), ECPP 5833 109267227191*2477#+10531097 1068 c18 2001 Quadruplet (3), ECPP 5834 109267227191*2477#+10531093 1068 c18 2001 Quadruplet (2), ECPP 5835 109267227191*2477#+10531091 1068 c18 2001 Quadruplet (1), ECPP 5836 122325527*131834679855478128279035589802534760964641*31#*15*2^3336+1 1066 p44 2003 5-Carmichael factor (3), 6-Carmichael factor (3) 5837 27944182694255720856477318246422772520677672657517*31#*9*2^3335+1 1066 p44 2003 5-Carmichael factor (3) 5838 2220164928931915892261014390001275320902943689099*31#*9*2^3338+1 1066 p44 2003 5-Carmichael factor (3) 5839 187148034059107865332206690317105464524259593671*31#*243*2^3336+1 1066 p44 2003 5-Carmichael factor (3) 5840 122325527*131834679855478128279035589802534760964641*31#*5*2^3335+1 1066 p44 2003 5-Carmichael factor (2), 6-Carmichael factor (2) 5841 (2^3539+1)/3 1065 M 1989 First titanic by ECPP, generalized Lucas number, Wagstaff 5842 27944182694255720856477318246422772520677672657517*31#*3*2^3334+1 1065 p44 2003 5-Carmichael factor (2) 5843 122325527*131834679855478128279035589802534760964641*31#*5*2^3334+1 1065 p44 2003 5-Carmichael factor (1), 6-Carmichael factor (1) 5844 2220164928931915892261014390001275320902943689099*31#*3*2^3337+1 1065 p44 2003 5-Carmichael factor (2) 5845 27944182694255720856477318246422772520677672657517*31#*3*2^3333+1 1065 p44 2003 5-Carmichael factor (1) 5846 187148034059107865332206690317105464524259593671*31#*81*2^3335+1 1065 p44 2003 5-Carmichael factor (2) 5847 2220164928931915892261014390001275320902943689099*31#*3*2^3336+1 1065 p44 2003 5-Carmichael factor (1) 5848 187148034059107865332206690317105464524259593671*31#*81*2^3334+1 1065 p44 2003 5-Carmichael factor (1) 5849 -E(510) 1062 c4 2002 Euler irregular, ECPP 5850 -E(526)/(5062100689*71096484738291757946225730043997) 1060 c4 2002 Euler irregular, ECPP 5851 469!-1 1051 BC 1981 Factorial 5852f 11^1008+998672782 1050 c32 2005 Consecutive primes arithmetic progression (4,d=1080) 5853f 11^1005+260495538 1047 c32 2005 Consecutive primes arithmetic progression (4,d=60) 5854 142661157626*2411#+71427877 1038 c14 2002 Consecutive primes arithmetic progression (5,d=30) 5855 142661157626*2411#+71427847 1038 c14 2002 Consecutive primes arithmetic progression (4,d=30) 5856 6179783529*2411#+1 1037 p102 2003 Arithmetic progression (8,d=176836494*2411#) 5857 31969211688*2399#+16073 1034 c18 2002 Quintuplet (5), ECPP 5858 31969211688*2399#+16069 1034 c18 2002 Quintuplet (4), ECPP 5859 31969211688*2399#+16067 1034 c18 2002 Quintuplet (3), ECPP 5860 31969211688*2399#+16063 1034 c18 2002 Quintuplet (2), ECPP 5861 31969211688*2399#+16061 1034 c18 2002 Quintuplet (1), ECPP 5862 R(1031) 1031 WD 1985 Repunit 5863 2377#-1 1007 D 1992 Primorial 5864 2591184354165*2^3290+1 1003 p151 2004 Cunningham chain 2nd kind (8p-7) 5865 V(4793) 1002 DK 1995 Lucas number 5866 V(4787) 1001 DK 1995 Lucas number 5867 Phi(15,-10^125) 1001 C 1996 Unique ----- -------------------------------- ------ ---- ---- -------------- KEY TO PROOF-CODES (primality provers): BC Penk, Buhler, Crandall C Caldwell, Cruncher c2 Water, Primo c3 LaBarbera, Primo c4 b, Primo c6 Larrosa, Primo c8 Water, b, Primo c11 Oakes, Primo c13 Steward, PrimeForm, Primo c14 Fougeron, Primo c18 Luhn, Primo c23 Andersen, Alm, PrimeForm, Primo c31 Andersen, Alm, Rosenthal, PrimeForm, Primo c32 DavisK, PrimeForm, Primo c33 Chaglassian, Primo c35 Cami, Primo c36 Andersen, Willegen, Rosenthal, PrimeForm, Primo c37 Chaffey, Primo CD Dubner, Caldwell, Cruncher CR Rivera D Dubner, Cruncher DK Dubner, Keller, Cruncher DM Demichel DS Smith, Proth.exe EM Morain, Mayer f1 Chaglassian, ForEis, PhiSieve, PIES f2 Harvey, ForEis, PhiSieve, PIES F2 b, Primo, PrimeForm, VFYPR f3 Herranen, ForEis, PhiSieve, PIES F3 Water, b, VFYPR f4 Bruen, Carmody, ForEis, PhiSieve, PIES f5 Oakes, ForEis, PhiSieve, PIES f6 Carmody, ForEis, PhiSieve, PIES f7 Heuer, ForEis, PhiSieve, PrimeForm, PIES f8 Ritschel, ForEis, PhiSieve, PIES f10 Xiao, ForEis, PhiSieve, PIES f11 Holtak, ForEis, PhiSieve, PIES f12 Minovic, ForEis, PhiSieve, PIES FE1 Morain, FastECPP FE2 Wirth, Kleinjung, Franke, FastECPP FE3 Wirth, Kleinjung, Franke, Morain, FastECPP FE4 Morain, b, FastECPP, PrimeForm G Gillies g0 Gallot, Proth.exe g1 Caldwell, Proth.exe G1 Armengaud, GIMPS, Prime95 G2 Spence, GIMPS, Prime95 G3 Clarkson, Kurowski, GIMPS, Prime95 G4 Hajratwala, Kurowski, GIMPS, Prime95 g5 Buddenhagen, Proth.exe G5 Cameron, Kurowski, GIMPS, Prime95 G6 Shafer, GIMPS, Prime95 g6 Brazier, Proth.exe G7 Findley_J, GIMPS, Prime95 g8 Seargeant, Proth.exe G8 Nowak, GIMPS, Prime95 g10 Penrose, Proth.exe g15 Ball, Proth.exe g23 Ballinger, Proth.exe g25 OHare, Proth.exe g27 Hanson, Proth.exe g35 Key, Proth.exe g41 Oleynick, Proth.exe g42 Brennen, Proth.exe g43 Nunes, Proth.exe g44 Gusev, Proth.exe g47 Svallmark, Proth.exe g50 Jo, Proth.exe g53 Casey, Cooper, PRP, NewPGen, Proth.exe g55 Toplic, Proth.exe g56 Wighman, Proth.exe g59 Linton, Proth.exe g61 Fleuren, Proth.exe g63 Szmidt, Proth.exe g65 LAU, Proth.exe g67 Dodson, Proth.exe g68 Okon, Proth.exe g69 Renze, Proth.exe g71 Ziemienski, Proth.exe g72 Zeisel, Proth.exe g73 Nikkel, Proth.exe g74 Kostolansky, Proth.exe g75 Willegen, Proth.exe g76 DavalDavis, Proth.exe g78 Herranen, Proth.exe g79 Stenzel, Proth.exe g92 Lewis, Proth.exe g94 Neudecker, Proth.exe g97 Melo, Proth.exe g98 Dohmen, Proth.exe g99 Kenny, Proth.exe g103 DallOsto, Proth.exe g105 McLean, Proth.exe g106 Kuechler, Proth.exe g107 Riesen, Proth.exe g108 Nikkel2, Proth.exe g109 Hamilton, Proth.exe g112 Walker, Proth.exe g113 Coffey, Proth.exe g116 Rosenthal, NewPGen, Proth.exe g118 Schroeder, Proth.exe g119 Gustafson, Proth.exe g120 Schoenberger, Proth.exe g121 Liddle, Proth.exe g122 Nohara, Proth.exe g124 Crickman, Proth.exe g125 Thig, Proth.exe g126 Beesley, Proth.exe g127 Andrews, Proth.exe g128 Santala, Proth.exe g131 Asao, Proth.exe g132 Cosgrave, Proth.exe g134 Sunde, Proth.exe g136 Saridis, Proth.exe g141 Scott, Proth.exe g142 HermleGC, Proth.exe g143 Eckhard, Proth.exe g144 Underbakke, Proth.exe g145 Hluchan, Proth.exe g148 Samidoost, Proth.exe g149 Jenkins, Proth.exe g151 Martinez, Proth.exe g153 Sirl, Proth.exe g155 Augustin, Proth.exe g156 Morenus, Proth.exe g157 Loeh, Proth.exe g162 Fougeron, Proth.exe g163 Haeberle, Proth.exe g167 DeMaio, Proth.exe g168 Hewgill, Proth.exe g172 Chaffey, Proth.exe g173 Heylen, Proth.exe g174 Engelsma, Proth.exe g176 Metcalf, Proth.exe g178 Tsujikawa, Proth.exe g181 Bodenstein, Proth.exe g182 McElhatton, Proth.exe g183 LaBarbera, Proth.exe g184 Yura, Proth.exe g187 b, PrimeForm, Proth.exe g188 Pirson, Proth.exe g189 Baxter, Proth.exe g190 Hedges, PrimeSearch, Proth.exe g191 Boivin, Proth.exe g196 Odermatt, Proth.exe g197 Muischnek, Proth.exe g199 Carmody, Proth.exe g203 Aitsen, Proth.exe g204 Anderson, Robinson, Proth.exe g205 Underbakke, NewPGen, Proth.exe g208 Tawaris, Proth.exe g214 Russell, Proth.exe g216 Underbakke, Carmody, PRP, NewPGen, Proth.exe g219 Andrews, PrimeSearch, Proth.exe g220 Keiser, Proth.exe g225 Ritschel, PRP, NewPGen, 321search, Proth.exe g226 Snyder, Proth.exe g228 Childers, Proth.exe g230 Wolfe, PRP, NewPGen, Proth.exe g231 Terr, Proth.exe g232 Angel, Proth.exe g233 Overmann, Proth.exe g236 Heuer, GFNSearch, GFN17Sieve, Proth.exe g238 Rodenkirch, Proth.exe g239 Hoogendoorn, Proth.exe g241 Brittenham, Proth.exe g242 Heuer, Proth.exe g243 Sorensen, Proth.exe g245 Cosgrave, PRP, NewPGen, Proth.exe g249 Minet, Proth.exe g250 Angel, Jobling, Augustin, NewPGen, Proth.exe g251 Kuosa, Proth.exe g252 Rupinski, Proth.exe g255 Benson, PRP, NewPGen, Proth.exe g256 Arntzen, Proth.exe g258 Neves, PRP, NewPGen, Proth.exe g259 Papp, Proth.exe g260 AYENI, Proth.exe g262 Kapek, Proth.exe g263 Griffin, PrimeSearch, Proth.exe g265 Wolter, MultiSieve, GenWoodall, Proth.exe g266 Hagel, Proth.exe g267 Grobstich, Proth.exe g269 Porter, Proth.exe g271 Welsch, Proth.exe g272 Edmondson, Cooper, Proth.exe g273 Smith2, Proth.exe g274 Hemsen, Proth.exe g276 Oita, Proth.exe g277 Eaton, PRP, NewPGen, Proth.exe g278 Garnett, vanderPeijl, Proth.exe g279 Cooper, PRP, NewPGen, Proth.exe g281 Berndt, Proth.exe g283 Johnson, Proth.exe g284 Cox, PRP, NewPGen, PrimeSierpinski, Proth.exe g285 Lambry, Proth.exe g289 Crawford, AthGFNSieve, GFNSearch, Proth.exe g290 Sun, PRP, NewPGen, Proth.exe g291 Casey, Proth.exe g292 Sun, Proth.exe g294 Underbakke, TwinGen, PRP, Proth.exe g295 Underbakke, AthGFNSieve, Proth.exe g299 Dowd, Scott, Proth.exe g300 Zilmer, Proth.exe g301 Lancaster, Proth.exe g302 Schmid, Proth.exe g303 Sun, AthGFNSieve, GFNSearch, GFN13Sieve, Proth.exe g304 Anderegg, Proth.exe g305 Berg2, Proth.exe g308 Angel, GFNSearch, GFN17Sieve, Proth.exe g309 Heuer, GFNSearch, GFN15Sieve, Proth.exe g311 Smetrijns, Proth.exe g313 Dilick, NewPGen, Proth.exe g314 Okon, PrimeSearch, Proth.exe g318 Chaffey, PrimeSearch, Proth.exe g319 Rodenkirch, PrimeSearch, Proth.exe g320 Griffin, PRP, NewPGen, PrimeSearch, Proth.exe g323 Lipinski, PrimeSearch, Proth.exe g324 Rupinski, PrimeSearch, Proth.exe g326 Xiao, GFNSearch, GFN14Sieve, Proth.exe g329 Angel, GFNSearch, GFN14Sieve, Proth.exe g330 Hartley, PRP, NewPGen, PrimeSearch, Proth.exe g331 Chaglassian, GFNSearch, GFN14Sieve, Proth.exe g332 Cooper, Proth.exe g333 Chaglassian, AthGFNSieve, GFNSearch, GFN13Sieve, Proth.exe g334 Herranen, PRP, PrimeSearch, Proth.exe g335 Herranen, PRP, Proth.exe g336 Tornberg, PRP, NewPGen, Proth.exe g337 Hsieh, PRP, NewPGen, Proth.exe g338 Augustin, PRP, NewPGen, Proth.exe g339 Morii, PRP, NewPGen, Proth.exe g340 Mat, Proth.exe g341 Wallace, ProthSieve, PRP, PrimeSierpinski, Proth.exe g343 Hluchan, GFNSearch, GFN14Sieve, Proth.exe g344 Ohigashi, Proth.exe g345 Sushi, PRP, NewPGen, Proth.exe g346 Dausch, ProthSieve, PRP, PrimeSierpinski, Proth.exe g347 Hicks2, Hicks, Proth.exe g348 Kubota, PRP, NewPGen, Proth.exe g349 Siegert, Proth.exe g350 Abraham, PRP, NewPGen, Proth.exe g351 Castagne, PRP, Proth.exe g353 Noda, PRP, NewPGen, Proth.exe g354 Jobling, Gusev, Woltman, Proth.exe g355 B2riesel, NewPGen, Proth.exe g356 Hughes1, Proth.exe g358 Hirotomo, Proth.exe g359 Underbakke, AthGFNSieve, GFNSearch, GFN14Sieve, Proth.exe g360 Yamada, Proth.exe g361 Molne, Proth.exe g362 Weil, Proth.exe g363 Yama, MatGFN, GFNSearch, Proth.exe g364 Ayuchan, PRP, NewPGen, Proth.exe g366 Sobolewski, Proth.exe g367 Weil, PRP, NewPGen, Proth.exe g368 Davis, PRP, NewPGen, Proth.exe g369 Morihit, Proth.exe g370 Hopper, PRP, NewPGen, Proth.exe g372 Adney, PRP, NewPGen, Proth.exe g373 Yamada, Noda, Proth.exe g374 Minovic, PRP, NewPGen, Proth.exe g375 Benson, PrimeForm, NewPGen, Proth.exe g376 Manabu, PRP, NewPGen, Proth.exe g377 Sugawara, Proth.exe g378 Elagouz, Proth.exe g379 Yamada, GFN16Sieve, Proth.exe g380 Tajima, PRP, NewPGen, Proth.exe g381 Bohanon, Proth.exe g383 Murata, PRP, NewPGen, Proth.exe g384 Tajima, PRP, NewPGen, PrimeSearch, Proth.exe g385 Ritter, Proth.exe g387 Muzik, Proth.exe g388 Darrenbedwell, Proth.exe g389 Hirotomo, Ohigashi, PRP, Proth.exe g390 Hluchan, GFNSearch, GFN13Sieve, Proth.exe g392 HermleGC, MultiSieve, PrimeForm, Proth.exe gb Buechel, Keller, Proth.exe gb1 Buechel, Keller, PRP, Proth.exe GC1 Angel, GFNSearch, GFN16Sieve, Proth.exe GC2 Hluchan, GFNSearch, GFN16Sieve, Proth.exe gd Dubner, Proth.exe gf Jobling, Nash, Burrowes, Dunaieff, Proth.exe GF0 Gallot, GFNSearch, Proth.exe, GFNSieve GF2 Heuer, GFNSearch, Proth.exe, GFNSieve GF3 Penrose, GFNSearch, Proth.exe, GFNSieve GF4 Rosenthal, GFNSearch, Proth.exe, GFNSieve GF5 Angel, GFNSearch, Proth.exe, GFNSieve gk Keller, Proth.exe gm Morii, Proth.exe gt Taura, Proth.exe IJW Wassing, Indlekofer, Jarai K Keller L Larvala, Lifchitz L1 Harvey, NewPGen, LLR L2 Penne, NewPGen, LLR L4 Sun, NewPGen, LLR L5 Findley, NewPGen, LLR L6 Xiao, LLR L7 Jobling, PrimeForm, NewPGen, 321search, LLR L8 Ritschel, NewPGen, 15k, LLR L9 Findley, NewPGen, 15k, LLR L10 Ritschel, NewPGen, LLR L15 Larouche, NewPGen, 15k, LLR L16 Hercher, NewPGen, 15k, LLR L17 Morelli, 15k, LLR L18 Burt, NewPGen, 15k, LLR L19 Ritschel, Ksieve, 15k, LLR L21 Harvey, NewPGen, PrimeSearch, LLR L23 Herranen, PrimeSearch, LLR L24 Kochergin, NewPGen, 321search, LLR L25 Chaglassian, NewPGen, LLR L27 AndersonM, NewPGen, 15k, LLR L29 Masser, NewPGen, LLR L30 Ritschel, NewPGen, 321search, LLR L31 Metcalf, NewPGen, LLR L32 Minovic, NewPGen, 15k, LLR L33 Chaglassian, Ksieve, LLR L34 Masser, NewPGen, 15k, LLR L35 Faith, RieselSieve, LLR L38 Sax, NewPGen, LLR L40 AndersonM, Ksieve, 15k, LLR L41 Morelli, NewPGen, 321search, LLR L42 OHare, ProthSieve, RieselSieve, LLR L45 Rosink, NewPGen, 15k, LLR L47 Neologic, ProthSieve, RieselSieve, LLR L48 Hercher, LLR L49 Stolz, ProthSieve, RieselSieve, LLR L50 AndersonM, NewPGen, LLR L51 Hedges, PRP, NewPGen, LLR L52 Smith2, NewPGen, LLR L53 Zaveri, ProthSieve, PRP, RieselSieve, LLR L54 Carmody, Ksieve, LLR L56 Minovic, Ksieve, NewPGen, LLR L57 Rodenkirch, NewPGen, LLR L58 Nilsson_32, 15k, LLR L59 Kowzun, NewPGen, 321search, LLR L61 JFB, NewPGen, Proth.exe, 12121search, LLR L62 Ewing, NewPGen, 12121search, LLR L63 Keller88, NewPGen, 15k, LLR L64 Michel, ProthSieve, RieselSieve, LLR L65 Clowes, NewPGen, 12121search, LLR L66 Haas, NewPGen, 12121search, LLR L67 Leicht, Ritschel, NewPGen, LLR L68 Sax, NewPGen, 15k, LLR L70 Yamada, LLR L71 Ayuchan, NewPGen, LLR L72 Depereyra, 15k, LLR L73 Wallace, ProthSieve, NewPGen, RieselSieve, LLR L74 Hughes1, LLR L76 Meissner, ProthSieve, RieselSieve, LLR L77 Depereyra, 321search, LLR L78 Depereyra, NewPGen, LLR L79 Benson, NewPGen, PrimeSearch, LLR L80 Benson, NewPGen, LLR L81 Heuer, NewPGen, LLR L82 Earls, NewPGen, LLR L83 Voznyy, NewPGen, Proth.exe, LLR L84 Mischel, RieselSieve, LLR L85 Ritschel, Ksieve, LLR L87 Soule, 15k, LLR L88 Wijzenbroek, NewPGen, LLR L89 Vanklein, NewPGen, 12121search, LLR L90 CedricVonck, 15k, LLR L91 Masser, ProthSieve, NewPGen, LLR L92 Herranen, LLR L93 Sefko, ProthSieve, RieselSieve, LLR L94 Abraham, LLR L95 Urushi, LLR L96 Kubota, PRP, NewPGen, LLR L97 Minovic, Penne, Underwood, Keller, b, PrimeForm, NewPGen, LLR L99 Underbakke, TwinGen, LLR L100 Minovic, TwinGen, LLR L101 Aggarwal, ProthSieve, PrimeSierpinski, LLR L102 Chlasher, NewPGen, 15k, LLR L103 Penne, NewPGen, PrimeSearch, LLR L104 Jmiller, NewPGen, 15k, LLR L105 Pvh, ProthSieve, RieselSieve, LLR L106 Brod, Ksieve, LLR L107 Chatfield, NewPGen, 12121search, LLR L108 Darrenbedwell, NewPGen, LLR L109 Axn, NewPGen, LLR L110 Rosink, NewPGen, LLR L111 Teknofire, ProthSieve, RieselSieve, LLR L112 CedricVonck, PrimeSearch, LLR L113 Chatfield, NewPGen, LLR L114 Soule, LLR L115 Soule, PrimeSearch, LLR L116 Wallace, NewPGen, LLR L117 Vbcurtis, NewPGen, 15k, LLR L118 Kubota, NewPGen, PrimeSearch, LLR L119 Axn, PRP, NewPGen, Proth.exe, LLR L120 Bonath, PrimeSearch, LLR L121 CedricVonck, Rieselbase5, LLR M Morain M1 Mayer, Mihailescu MC McCranie, Proth.exe MM Morii N Noll NN Nickel, Noll O Oakes p1 Harvey, PrimeSearch, PrimeForm p3 Dohmen, PrimeForm p6 Underwood, PrimeForm p8 Caldwell, PrimeForm p10 Rosenthal, PrimeForm p12 Water, PrimeForm p13 Ballinger, PrimeForm p15 Harvey, PrimeForm p16 Heuer, PrimeForm p21 Anderson, Robinson, PrimeForm p22 Carmody, PrimeForm p26 Bell, PrimeForm p37 Brown123, PrimeForm p38 Ecob, PrimeForm p42 Oakes, PrimeForm p43 Fougeron, PrimeForm p44 b, PrimeForm p48 Binnekamp, PrimeForm p49 Berg, PrimeForm p53 Underbakke, Carmody, PrimeForm p54 Water, b, PrimeForm p58 Glover, Oakes, PrimeForm p62 Underwood, egroup, PrimeForm p65 DavisK, Kuosa, PrimeForm p67 Benson, NewPGen, PrimeForm p69 Benson, PRP, NewPGen, PrimeForm p72 Caldwell, ForEis, PhiSieve, PIES, PrimeForm p73 Fougeron, Rosenthal, PrimeForm p74 Cousins, Garnett, PrimeForm p75 Wolter, MultiSieve, PrimeForm p76 Samidoost, PRP, NewPGen, PrimeForm p77 Harvey, MultiSieve, GenWoodall, PrimeForm p80 Chaffey, PrimeForm p83 Oakes, Steward, b, PrimeForm p85 Marchal, Carmody, Kuosa, PrimeForm p86 Cousins, TwinGen, PRP, PSearch, PrimeForm p87 Childers, Carmody, b, Primo, PrimeForm p88 DavisK, MultiF, PrimeForm p89 Emmanuel, PrimeForm p90 Eyebee, PrimeForm p91 Chaglassian, Ksieve, PrimeForm p92 Kapek, PrimeForm p93 Eyebee, MultiSieve, MultiF, PrimeForm p94 Angel, Jobling, Augustin, NewPGen, PrimeForm p95 Rodenkirch, MultiSieve, MultiF, PrimeForm p96 Doumen, Beelen, PrimeForm p97 Andersen, PrimeForm p100 Underbakke, Carmody, PRP, NewPGen, PrimeForm p102 Underwood, Frind, PrimeForm p103 Harvey, MultiSieve, PrimeForm p104 DavisK, MultiSieve, MultiF, PrimeForm p106 Smith2, Carmody, Ksieve, Racers, PrimeForm p108 Sun, PrimeForm p109 Fougeron, FermFact, PrimeForm p110 Wolter, MultiSieve, GenWoodall, PrimeForm p112 ISAC, PrimeForm p113 Anderegg, PrimeForm p114 Samidoost, FermFact, PRP, PrimeForm p115 DavisK, PrimeForm p116 Eaton, NewPGen, PrimeForm p117 Rodenkirch, MultiSieve, GenWoodall, PrimeForm p118 Minovic, Smith2, Racers, PrimeForm p119 Harvey, MultiSieve, MultiF, PrimeForm p120 Minovic, MultiSieve, GenWoodall, PrimeForm p122 Sun, PRP, NewPGen, PrimeForm p123 Chaglassian, Carmody, Primo, PrimeForm p124 Morelli, NewPGen, Racers, PrimeForm p125 Herranen, MultiSieve, MultiF, PrimeForm p126 Minovic, MultiSieve, PrimeForm p127 Chaglassian, Carmody, Water, b, PrimeForm p128 Chaglassian, MultiSieve, PrimeForm p129 Fraser, MultiSieve, MultiF, PrimeForm p130 Chaglassian, Racers, PrimeForm p131 Chaglassian, PrimeForm p132 Aggarwal, LLR, PrimeSierpinski, PrimeForm p133 Sun, NewPGen, PrimeForm p135 Heuer, PRP, NewPGen, PrimeForm p136 b, LLR, NewPGen, PrimeForm p137 Rodenkirch, MultiSieve, PrimeForm p138 Andersen, Dubner, PrimeForm p139 Yama, MatGFN, AthGFNSieve, PrimeForm p140 Ulyanov, PrimeForm p141 Urushi, PrimeForm p142 MatGFN, Noda, AthGFNSieve, PrimeForm p143 Ayuchan, MatGFN, AthGFNSieve, PrimeForm p144 Kokales, Eyebee, MultiSieve, MultiF, PrimeForm p146 Minovic, TwinGen, LLR, PrimeForm p147 Ayuchan, PRP, NewPGen, PrimeForm p148 Yama, MatGFN, Noda, Nohara, PRP, NewPGen, PrimeForm p149 Rodenkirch, NewPGen, PrimeForm p150 Voznyy, NewPGen, Proth.exe, PrimeForm p151 Kubota, NewPGen, PrimeForm p152 Harvey, PRP, NewPGen, PrimeForm p154 Sushi, PrimeForm p155 DavisK, NewPGen, PrimeForm p156 Murata, MatGFN, Noda, Nohara, PRP, NewPGen, PrimeForm p157 Heleen2, De_Geest, Rivera, PrimeForm p158 Paridon, NewPGen, PrimeForm p159 Andersen, Primo, egroup, PrimeForm p160 Ayuchan, AthGFNSieve, PrimeForm p161 Harvey, FermFact, PrimeForm p162 AndersonM, Grobstich, b, PrimeForm p163 Minovic, Proth.exe, GFNSearch, GFN13Sieve, PrimeForm p164 Morain, b, PrimeForm p165 Washuu, PRP, PrimeForm p166 MatGFN, Yamada, Noda, Nohara, PRP, NewPGen, PrimeForm p167 Andersen, Alm, Rosenthal, Primo, PrimeForm p168 Cami, PrimeForm p169 Eaton, PRP, NewPGen, PrimeForm p170 Wu_T, Primo, PrimeForm p171 Masser, PRP, NewPGen, PrimeForm p172 QZX, PrimeForm p173 Crawford, MultiSieve, PrimeForm p174 Morelli, egroup, PrimeForm p175 Andersen, Rosenthal, Primo, PrimeForm p176 Oita, MultiSieve, PrimeForm PM Mihailescu S Slowinski SB1 Gibson, Proth.exe, SB, PRP SB2 Burt, Proth.exe, SB, PRP SB3 Anonymous, Proth.exe, SB, PRP SB4 DiMichele, Proth.exe, SB, PRP SB5 Coels, Proth.exe, SB, PRP SB6 Sundquist, SoBSieve, ProthSieve, Ksieve, Proth.exe, SB, PRP SB7 Anonymous, SoBSieve, ProthSieve, Ksieve, TPR, SB, PRP SG Slowinski, Gage SN Slowinski, Nelson T Tuckerman TG Güvenc WC Colquitt, Welsh WD Dubner, Williams, Cruncher WM Morain, Williams x1 Steward, Water, b, Primo, PrimeForm x3 LIFCHITZ x5 Twain x8 PWSmith1946 x9 Cami, Andersen, Primo, PrimeForm, egroup x11 Jobling, NewPGen x12 Anderson, Robinson x13 Renze x14 Steward x16 Doumen, Beelen x25 Water, b, Primo, PrimeForm x28 Iskra x35 Underbakke, Narayanan, Carmody, PRP x42 Leyland, Water, b, PrimeForm Y Young Z Brown, Parady, Smith_J, Zarantonello, Noll, Smith_G