sample.output

M1913213 has factor 31267385337754745929 (64.76 bits)
k = 2^2 * 3^2 * 7^2 * 859 * 5392703

M1914001 has factor 159566960302095263246569 (77.07 bits)
k = 2^2 * 3^11 * 61 * 964377763

M1914709 has factor 350098815502049623798081 (78.21 bits)
k = 2^5 * 3 * 5 * 199 * 1213 * 4799 * 164419

M1911253 has factor 2767871465948961448928953 (81.19 bits)
k = 2^2 * 3 * 173 * 6131 * 79397 * 716531

*** Skipping M49520953's factor (3169946334483821551512376436399) because 101.32 bits is too large.

M1910677 has factor 3275523394707550361929 (71.47 bits)
k = 2^2 * 3 * 7 * 813299 * 12546827

M1910611 has factor 325633756971928116433 (68.14 bits)
k = 2^3 * 3 * 7 * 79 * 349 * 18397777

M1910401 has factor 1570573392791239610551 (70.41 bits)
k = 3^3 * 5^2 * 7 * 4421 * 19678019

M1910509 has factor 33990148522378320590609 (74.84 bits)
k = 2^3 * 37 * 2141 * 97367 * 144163

M1910179 has factor 1599657794562163703137 (70.43 bits)
k = 2^4 * 3 * 7 * 11 * 103 * 613 * 1794293

M49348589 has factor 1268454967297369722102487 (80.06 bits)
k = 3 * 61 * 73 * 457 * 18919 * 111271

M1967821 has factor 713369445820790465137 (69.27 bits)
k = 2^3 * 3 * 419057 * 18022481

M1903511 has factor 56433801842048376287 (65.61 bits)
k = 101 * 10729 * 13679597

*** Skipping M1903471's factor (27905634955838160079017148153) because 94.49 bits is too large.

M1998817 has factor 26687338267841027405791 (74.49 bits)
k = 3 * 5 * 7^2 * 19 * 269 * 2791 * 636721

M1992611 has factor 1561358657956057230271 (70.4 bits)
k = 3 * 5 * 7 * 11 * 13 * 50857 * 513067

*** Skipping M1997293's factor (33579362377488332973816211929918617758917702673) because 154.55 bits is too large.

M1991527 has factor 271333484587432178868449 (77.84 bits)
k = 2^4 * 1499 * 370879 * 7658317

*** Skipping M43363759's factor (566645733218532866731538439737694884449681) because 138.7 bits is too large.

M42540497 has factor 175446364950516895358489 (77.21 bits)
k = 2^2 * 3719 * 15959 * 8686003

*** Skipping M1909003's factor (438088136960062145890118315000876081) because 118.39 bits is too large.

M1908523 has factor 430358396934648276959 (68.54 bits)
k = 19 * 499 * 6733 * 1766201

M1908659 has factor 3107570949798662523193 (71.39 bits)
k = 2^2 * 3 * 24329 * 35993 * 77471

M8011739 has factor 325901270579979244207 (68.14 bits)
k = 3 * 7 * 17 * 277 * 1901 * 108193

M1908661 has factor 960691531645451352343 (69.7 bits)
k = 3 * 6529 * 35317 * 363809

M1908077 has factor 173912414393517262688059759 (87.16 bits)
k = 3^2 * 7 * 11 * 193 * 5857 * 8599 * 6765361

M1905671 has factor 75850213393620457188073 (76.0 bits)
k = 2^2 * 3 * 13 * 5783 * 61651 * 357817

M1906829 has factor 6229899535750837519039 (72.39 bits)
k = 3 * 24121 * 150097 * 150401

M1905679 has factor 51015855005197569103 (65.46 bits)
k = 3 * 7 * 11 * 24007 * 2413657

M1906643 has factor 288958758977011233221220457 (87.9 bits)
k = 2^2 * 3^2 * 17 * 31 * 5861 * 71551 * 9524363

M1904939 has factor 126932541962364416809 (66.78 bits)
k = 2^2 * 3^2 * 197 * 6113 * 768491

M1908581 has factor 21293097549458764103 (64.2 bits)
k = 181 * 19759 * 1559749

M1907527 has factor 21545278898307204878017 (74.18 bits)
k = 2^5 * 3 * 2333 * 89071 * 283093

*** Skipping M1908197's factor (12259471771560367914821045039) because 93.3 bits is too large.

M1905517 has factor 12096050199908709193 (63.39 bits)
k = 2^2 * 3 * 137 * 337 * 5728871

*** Skipping M1904549's factor (25021768995098640867836874507977) because 104.3 bits is too large.

M1904879 has factor 7989399807107256740519 (72.75 bits)
k = 19 * 1861 * 109721 * 540539

M1904897 has factor 38410941900450750263159 (75.02 bits)
k = 1093 * 473987 * 19461077

M1906187 has factor 42412062785878377233 (65.2 bits)
k = 2^3 * 41 * 1933 * 17546407

M1909981 has factor 11686447852532586078311 (73.3 bits)
k = 5 * 17 * 19 * 3089 * 9787 * 62659

M42713989 has factor 690103064552925669601 (69.22 bits)
k = 2^4 * 3 * 5^2 * 109 * 569 * 108541

M42191117 has factor 8158130741435901532633 (72.78 bits)
k = 2^2 * 3^7 * 139 * 8081 * 9839

M1903961 has factor 22720549741404991513 (64.3 bits)
k = 2^2 * 3 * 69493 * 7154981

M41211713 has factor 9704938519053944896663 (73.03 bits)
k = 3^3 * 29 * 202519 * 742531

M1953577 has factor 762955673137497221239841 (79.33 bits)
k = 2^4 * 5 * 23^2 * 7283 * 8423 * 75217

M1952767 has factor 133733672840014804642681 (76.82 bits)
k = 2^2 * 3^2 * 5 * 7 * 19 * 29 * 2129 * 23166613

M1952693 has factor 4059489205748835943418969 (81.74 bits)
k = 2^2 * 17 * 251 * 28019 * 37223 * 58393

M1951793 has factor 23818428782539430113 (64.36 bits)
k = 2^4 * 3^3 * 62753 * 225077

M1951601 has factor 142577778783420245939821583 (86.88 bits)
k = 17 * 23 * 29 * 479 * 7549 * 7937 * 112247

M1951403 has factor 89500827792233364697 (66.27 bits)
k = 2^2 * 3^2 * 7 * 31 * 18461 * 159013

M1950617 has factor 554119088749388845997351 (78.87 bits)
k = 5^2 * 11839 * 469849 * 1021381

*** Skipping M1950463's factor (914329067973243407995221398081) because 99.52 bits is too large.

M1826519 has factor 189545920263055471327 (67.36 bits)
k = 3 * 19 * 97 * 15391 * 609743

M1955021 has factor 194214587602868726783 (67.39 bits)
k = 7 * 31 * 41 * 2593 * 2153051

M1954661 has factor 1346038755514847068921 (70.18 bits)
k = 2^2 * 3 * 5 * 7 * 17 * 19139 * 2519641

M1954319 has factor 44514688733358576199 (65.27 bits)
k = 3 * 61 * 1019 * 2003 * 30491

M1954153 has factor 1495731537401131671541903 (80.3 bits)
k = 3^2 * 73 * 2521 * 14923 * 15483557

M1959427 has factor 9389389326401041120193 (72.99 bits)
k = 2^5 * 41 * 373 * 2357 * 2077189

M1959161 has factor 10740030999626029901115839 (83.15 bits)
k = 53 * 163 * 383 * 49741 * 16654387

M1958449 has factor 13370464857403161113657 (73.5 bits)
k = 2^2 * 23 * 373 * 577 * 617 * 279413

*** Skipping M1958351's factor (3688795590881238384842367916660711) because 111.5 bits is too large.

M1958303 has factor 572511842210165265568799047 (88.88 bits)
k = 3^2 * 857 * 54311 * 391159 * 892093

M1957981 has factor 38376777051739780513 (65.05 bits)
k = 2^4 * 3 * 31 * 6379 * 1032463

M1957861 has factor 159880108472910016663 (67.11 bits)
k = 3 * 401 * 3253 * 10433569

M1957763 has factor 267606999876399942991 (67.85 bits)
k = 3 * 5 * 7 * 11 * 9733 * 6079651

M1966297 has factor 1450148239183833160786033 (80.26 bits)
k = 2^3 * 3 * 23 * 373 * 503959 * 3553777

M1910287 has factor 1842003147818008554751 (70.64 bits)
k = 3^2 * 5^3 * 7 * 4229 * 14476831

M1967893 has factor 15185970995962090478137 (73.68 bits)
k = 2^2 * 3 * 97 * 2791 * 28307 * 41957

M1969811 has factor 139042591875374535863 (66.91 bits)
k = 353 * 25117 * 3980621

M1969619 has factor 14218719600859693017446081 (83.55 bits)
k = 2^5 * 5 * 19 * 71 * 1759 * 3181 * 2988731

M1969543 has factor 5177613191310311519 (62.16 bits)
k = 13 * 119233 * 847997

M1969273 has factor 422536546976110656391 (68.51 bits)
k = 3^2 * 5 * 7 * 1217 * 4129 * 67777

M1969207 has factor 3508334648753020185601 (71.57 bits)
k = 2^9 * 3^3 * 5^2 * 241 * 10695199

M1969057 has factor 945502089955078956813151 (79.64 bits)
k = 3 * 5^2 * 11 * 359 * 501637 * 1615981

M1968599 has factor 745781008302646442239 (69.33 bits)
k = 3 * 7 * 653 * 1667 * 8286211

M1968401 has factor 22103742830532181659723287 (84.19 bits)
k = 19 * 23 * 3733 * 711317 * 4838599

M41030659 has factor 684665821481692640437882511 (89.14 bits)
k = 5 * 7 * 2129 * 9467 * 15077 * 784457

M1961857 has factor 216889669581603843497 (67.55 bits)
k = 2^2 * 7 * 233 * 83311 * 101701

M1963889 has factor 6133077803924470093159 (72.37 bits)
k = 3^2 * 37 * 3109 * 5573 * 270631

*** Skipping M1963693's factor (1500100076358620675664389991354919) because 110.2 bits is too large.

M1963537 has factor 1796993708162882290657 (70.6 bits)
k = 2^4 * 3 * 7 * 23 * 101 * 13931 * 42083

M1963457 has factor 13006700348047016887 (63.49 bits)
k = 3^2 * 11 * 51427 * 650563

M1961173 has factor 41313436422345056040189353 (85.09 bits)
k = 2^2 * 13 * 139 * 3733 * 21559 * 18106757

M53921551 has factor 105021870749192484165313 (76.47 bits)
k = 2^5 * 3^2 * 13 * 17 * 67 * 2381 * 95911

M1964723 has factor 10436364058751264246737 (73.14 bits)
k = 2^3 * 3 * 41 * 181 * 16651 * 895579

M1964629 has factor 20079311624319083713 (64.12 bits)
k = 2^5 * 3 * 6229 * 8545721

M1962991 has factor 4937968133363430789155033 (82.03 bits)
k = 2^2 * 37 * 53 * 1879 * 6301 * 13543351

M1962689 has factor 1120140385131538073441 (69.92 bits)
k = 2^4 * 5 * 1019 * 10243 * 341743

M1960879 has factor 50454832846874075071 (65.45 bits)
k = 3 * 5 * 11 * 89767 * 868603

M1962091 has factor 124149019666617047039369 (76.71 bits)
k = 2^2 * 1847 * 1973 * 15199 * 142799

M1900597 has factor 1723706421157780725097577 (80.51 bits)
k = 2^2 * 211 * 1483 * 135007 * 2683511

M1960631 has factor 693633145707361075703 (69.23 bits)
k = 41 * 157 * 158617 * 173249

M1960391 has factor 1070660171953832892871 (69.85 bits)
k = 3 * 5 * 23 * 41 * 47 * 461 * 890999

M1971467 has factor 840173508057302247679 (69.5 bits)
k = 3 * 113 * 113647 * 5530849

M53813293 has factor 63879829877099158331977 (75.75 bits)
k = 2^2 * 3^3 * 7 * 31 * 2141 * 11828891

M1974277 has factor 5324661371346615142491247 (82.13 bits)
k = 3 * 17 * 2687 * 462719 * 21266633

M1974319 has factor 7108858744448319049 (62.62 bits)
k = 2^2 * 3 * 29 * 79 * 853 * 76771

M1972583 has factor 10380993244283308519 (63.17 bits)
k = 3^2 * 107 * 40559 * 67369

M1975067 has factor 304993416636385991249 (68.04 bits)
k = 2^3 * 7 * 31 * 43 * 59 * 17531071

M1975073 has factor 166331717846480821753 (67.17 bits)
k = 2^2 * 3^2 * 13 * 53 * 10333 * 164291

M1970417 has factor 958350762001078640633 (69.69 bits)
k = 2^2 * 17^2 * 153443 * 1370981

M40838279 has factor 1711281786409162171343 (70.53 bits)
k = 67 * 213023 * 1467989

M1976071 has factor 8443291786795610749441 (72.83 bits)
k = 2^8 * 3^2 * 5 * 19 * 613 * 15922553

M40206577 has factor 304483789887392211463 (68.04 bits)
k = 3^2 * 46307 * 9085481

*** Skipping M1976537's factor (18954157054670899657841522285551) because 103.9 bits is too large.

M7119979 has factor 13900725438521707327 (63.59 bits)
k = 3 * 19 * 75037 * 228233

M1976633 has factor 4554648392678557081 (61.98 bits)
k = 2^2 * 3 * 5 * 41 * 89 * 5262277

*** Skipping M7114409's factor (4660964591862744661910667553) because 91.91 bits is too large.

M9615433 has factor 20883225849536769791 (64.17 bits)
k = 5 * 313 * 617 * 1124603

M6908857 has factor 28696924559920462057 (64.63 bits)
k = 2^2 * 3^3 * 23 * 61 * 127 * 107923

M1997867 has factor 49107154577818940231 (65.41 bits)
k = 5 * 41 * 59 * 607 * 1673993

M1998923 has factor 1087683064916102445987641 (79.84 bits)
k = 2^2 * 5 * 17 * 4327 * 7247 * 25518329

M1997851 has factor 1379954107435517646041 (70.22 bits)
k = 2^2 * 5 * 113 * 26119 * 5850683

*** Skipping M1993273's factor (84113520096458133849216865831) because 96.08 bits is too large.

M1993241 has factor 16239595933553902369 (63.81 bits)
k = 2^4 * 3 * 6263 * 13550701

M1997713 has factor 27927524467375263141023 (74.56 bits)
k = 61 * 191 * 148793 * 4032029

M1998527 has factor 7227614908498903511 (62.64 bits)
k = 5 * 113 * 4621 * 692581

M1998517 has factor 360709495671732970409 (68.28 bits)
k = 2^2 * 313 * 125863 * 572687

M1998041 has factor 13500437157982658959601 (73.51 bits)
k = 2^3 * 5^2 * 7 * 390097 * 6186041

M1993757 has factor 139824694151555048061497 (76.88 bits)
k = 2^2 * 7 * 683 * 719 * 991 * 2573359

M1997081 has factor 5562098083081303206593 (72.23 bits)
k = 2^5 * 19 * 151 * 991 * 1297 * 11801

M1992691 has factor 18517218485226652971089 (73.97 bits)
k = 2^3 * 937 * 2663 * 4643 * 50131

M1995359 has factor 101686875596243191 (56.49 bits)
k = 3^2 * 5 * 11 * 17 * 3028027

M1994983 has factor 287498610448131948155183 (77.92 bits)
k = 106307 * 737897 * 918563

M1994807 has factor 19454076622189709767217257 (84.0 bits)
k = 2^2 * 3 * 839 * 16763 * 42787 * 675263

M1994467 has factor 62059411799668453911271 (75.71 bits)
k = 3 * 5 * 53 * 1097 * 1429 * 12483743

M1992337 has factor 51860364369830753274943 (75.45 bits)
k = 3 * 197 * 1013 * 6637 * 3275473

M1992163 has factor 10008305505011786857 (63.11 bits)
k = 2^2 * 3 * 13 * 31 * 191 * 2719481

M1977709 has factor 1268969390556477286393 (70.1 bits)
k = 2^2 * 3^2 * 23 * 29 * 31 * 83 * 5192669

M53542303 has factor 765131946010074590681 (69.37 bits)
k = 2^2 * 5 * 324073 * 1102393

M1991071 has factor 41781069856149606189511 (75.14 bits)
k = 3 * 5 * 317 * 864121 * 2553511

M19445623 has factor 772990569403024774750354831 (89.32 bits)
k = 3 * 5 * 17 * 1409 * 1913 * 3557 * 8129659

M1978349 has factor 2580201258585267216247 (71.12 bits)
k = 3 * 331 * 45281 * 14502919

M1978439 has factor 43571439855436520959 (65.24 bits)
k = 3 * 7 * 197 * 29023 * 91711

M1978541 has factor 4132529620592078647 (61.84 bits)
k = 3^2 * 1259 * 92166413

*** Skipping M64879's factor (13843738156994736080673641897) because 93.48 bits is too large.

M44797807 has factor 5940718223096657118092327 (82.29 bits)
k = 11^3 * 29 * 1171 * 1931 * 759691

M1978909 has factor 526893163713078946193999 (78.8 bits)
k = 7 * 26399 * 145043 * 4966889

M707070179 has factor 54574654453399912201 (65.56 bits)
k = 2^2 * 3 * 5^2 * 349 * 368597

M1990969 has factor 21468612954065926361 (64.21 bits)
k = 2^2 * 5 * 53 * 4373 * 1163119

M163219577 has factor 25344178651953767447 (64.45 bits)
k = 2011 * 2089 * 18481

M1979489 has factor 2823779311174770281 (61.29 bits)
k = 2^2 * 5 * 2153 * 16564321

M1979281 has factor 7729823855491610846663 (72.71 bits)
k = 13 * 307 * 467 * 2267 * 462149

M1979177 has factor 5529059807425309909703 (72.22 bits)
k = 13 * 43 * 1321 * 29851 * 63367

M1979141 has factor 2457763788737862799 (61.09 bits)
k = 3 * 181997 * 1137229

M830119819 has factor 68184351504884662247 (65.88 bits)
k = 61 * 457 * 1473221

M1988887 has factor 5280340350328940238497 (72.16 bits)
k = 2^4 * 7 * 11 * 149 * 20071 * 360293

M1988669 has factor 4129291590996270537719 (71.8 bits)
k = 11 * 23 * 379 * 18691 * 579283

M1989671 has factor 10604060702216236539257 (73.16 bits)
k = 2^2 * 7 * 1693 * 15959 * 3522413

M1989643 has factor 95213757966946302721 (66.36 bits)
k = 2^7 * 3 * 5 * 239 * 52142929

M1987693 has factor 16044916528780756946806361 (83.73 bits)
k = 2^2 * 5 * 13 * 31 * 199 * 401 * 26189 * 239611

M1981493 has factor 98629747385844827351 (66.41 bits)
k = 5^2 * 11 * 23 * 3041 * 1293923

M1981409 has factor 437425184457765488071 (68.56 bits)
k = 3^2 * 5 * 233 * 47143 * 223313

M1980523 has factor 11068436810055540356047 (73.22 bits)
k = 3^3 * 167 * 65371 * 9480059

M1980247 has factor 1028007425734913593231 (69.8 bits)
k = 3 * 5 * 71 * 25603 * 9519331

M1986337 has factor 31682922079570461988879 (74.74 bits)
k = 3 * 17^2 * 23 * 491 * 4481 * 181777

M1980023 has factor 13571695065543008351 (63.55 bits)
k = 5^2 * 11 * 7817 * 1594267

M1986199 has factor 2956613317747890929 (61.35 bits)
k = 2^3 * 311 * 1433 * 208759

M1985887 has factor 243125032539991259230127 (77.68 bits)
k = 1307 * 1423 * 26177 * 1257317

M1985849 has factor 930999806671532321831 (69.65 bits)
k = 5 * 523 * 45989 * 1949161

M1982989 has factor 6724437055332257192401 (72.5 bits)
k = 2^3 * 3^3 * 5^2 * 7 * 197 * 1301 * 175013

M1984069 has factor 1899812306079643525511 (70.68 bits)
k = 5 * 823 * 3907 * 29779039

M1983913 has factor 31641965132080519849 (64.77 bits)
k = 2^2 * 3 * 144163 * 4609733

M1983643 has factor 341312694343914135923033 (78.17 bits)
k = 2^2 * 113383 * 251513 * 754207

M1983503 has factor 186794246935371583225132033 (87.27 bits)
k = 2^9 * 3 * 12409 * 414833 * 5955241

M1949887 has factor 145862775437034232663 (66.98 bits)
k = 3 * 17 * 733389786263

M198310339 has factor 20666326866609504569 (64.16 bits)
k = 2^2 * 157 * 82971377

*** Skipping M53611573's factor (1413556891496936001762073793) because 90.19 bits is too large.

M53306933 has factor 915093182283406403609 (69.63 bits)
k = 2^2 * 271 * 2221 * 3565117

M53515271 has factor 28154686725042708542897 (74.57 bits)
k = 2^3 * 53 * 103 * 197 * 2861 * 10687

M53476979 has factor 700693301715512138359 (69.24 bits)
k = 3 * 13 * 225499 * 744941

*** Skipping M53374361's factor (106611992320323396611496679897) because 96.42 bits is too large.

M53315239 has factor 559263478844769380710561391 (88.85 bits)
k = 5 * 11^2 * 13 * 43 * 53 * 23801 * 12294103

M5359769 has factor 107407273313160982537 (66.54 bits)
k = 2^2 * 3 * 373 * 2238553847

M53265941 has factor 17077462721104935468857 (73.85 bits)
k = 2^2 * 17 * 109 * 257 * 487 * 172801

*** Skipping M53165537's factor (1473809682475821913473727754071) because 100.21 bits is too large.

M74240269 has factor 21630756076108882111 (64.22 bits)
k = 3^2 * 5 * 89 * 36374719

*** Skipping M52884527's factor (2627817767922406323172685733372671873) because 120.98 bits is too large.

M72792509 has factor 537238402125121928743 (68.86 bits)
k = 3 * 7 * 175723995539

M72316297 has factor 48937610640407446151 (65.4 bits)
k = 5^2 * 149 * 157 * 578563

M64322227 has factor 166609923707498208713 (67.17 bits)
k = 2^2 * 323779841507

----------------------------------------
Final stats: 86.9649000000001 GHz-days of credit for 181 factors found