| Known Factors | Exponent Count |
|---|---|
| 7 | 4,726 |
| Exponent | # Known Factors ↓ | Sum Bitsize of Known Factors | Largest factor (bits) | % Known | actual | PrimeNet | GPU72 |
|---|---|---|---|---|---|---|---|
| M491 | 7 | 491.00 | 133.44 | 100.0000000000% | 240 | 244 | |
| M743 | 7 | 743.00 | 338.13 | 100.0000000000% | 267 | 240 | 244 |
| M797 | 7 | 797.00 | 279.72 | 100.0000000000% | 267 | 240 | 244 |
| M1,097 | 7 | 1,097.00 | 727.84 | 100.0000000000% | 240 | 244 | |
| M1,361 | 7 | 1,361.00 | 1,081.34 | 100.0000000000% | 267 | 240 | 244 |
| M1,667 | 7 | 406.08 | 188.51 | 24.3597417098% | 240 | 244 | |
| M1,723 | 7 | 1,723.00 | 1,326.34 | 100.0000000000% | 267 | 240 | 244 |
| M1,999 | 7 | 1,999.00 | 1,418.58 | 100.0000000000% | 240 | 244 | |
| M2,087 | 7 | 2,087.00 | 1,587.52 | 100.0000000000% | 267 | 240 | 244 |
| M2,339 | 7 | 624.97 | 192.21 | 26.7193452806% | 267 | 240 | 244 |
| M2,389 | 7 | 347.54 | 114.37 | 14.5473794083% | 267 | 240 | 244 |
| M2,677 | 7 | 2,677.00 | 2,378.70 | 100.0000000000% | 240 | 244 | |
| M3,853 | 7 | 582.24 | 142.47 | 15.1112975626% | 267 | 240 | 244 |
| M3,911 | 7 | 674.36 | 198.79 | 17.2426622445% | 240 | 244 | |
| M4,211 | 7 | 305.89 | 114.15 | 7.2641714748% | 267 | 240 | 244 |
| M4,373 | 7 | 321.40 | 68.32 | 7.3497423636% | 240 | 244 | |
| M6,977 | 7 | 278.48 | 73.80 | 3.9914291174% | 267 | 240 | 244 |
| M6,997 | 7 | 428.63 | 131.74 | 6.1258409701% | 267 | 240 | 244 |
| M9,613 | 7 | 325.19 | 110.28 | 3.3827995924% | 240 | 244 | |
| M9,883 | 7 | 448.58 | 128.41 | 4.5388748057% | 240 | 244 | |
| M9,901 | 7 | 9,901.00 | 9,445.55 | 100.0000000000% | 240 | 244 | |
| M12,421 | 7 | 478.73 | 142.92 | 3.8542275407% | 267 | 240 | 244 |
| M16,139 | 7 | 400.74 | 117.28 | 2.4830484216% | 267 | 240 | 244 |
| M19,793 | 7 | 451.83 | 106.59 | 2.2827523582% | 267 | 240 | 244 |
| M27,143 | 7 | 178.75 | 40.70 | 0.6585314222% | 267 | 240 | 244 |
| M29,587 | 7 | 242.50 | 71.81 | 0.8196200930% | 267 | 240 | 244 |
| M33,563 | 7 | 428.43 | 120.82 | 1.2764911933% | 267 | 240 | 244 |
| M36,523 | 7 | 439.07 | 116.42 | 1.2021613692% | 267 | 240 | 244 |
| M46,811 | 7 | 387.15 | 101.80 | 0.8270538277% | 267 | 240 | 244 |
| M53,353 | 7 | 365.23 | 113.09 | 0.6845496025% | 267 | 240 | 244 |
| M59,707 | 7 | 413.26 | 110.27 | 0.6921510008% | 267 | 240 | 244 |
| M63,671 | 7 | 355.31 | 100.04 | 0.5580448735% | 267 | 240 | 244 |
| M78,137 | 7 | 320.24 | 91.56 | 0.4098448498% | 267 | 240 | 244 |
| M80,329 | 7 | 356.50 | 86.66 | 0.4438028502% | 267 | 240 | 244 |
| M92,203 | 7 | 329.86 | 105.91 | 0.3577548129% | 267 | 240 | 244 |
| M95,891 | 7 | 308.62 | 69.96 | 0.3218470991% | 267 | 240 | 244 |
| M96,697 | 7 | 371.76 | 87.80 | 0.3844570239% | 267 | 240 | 244 |
| M98,123 | 7 | 378.61 | 109.63 | 0.3858509080% | 267 | 240 | 244 |
| M116,579 | 7 | 341.57 | 83.60 | 0.2929941265% | 267 | 240 | 244 |
| M121,021 | 7 | 244.25 | 51.68 | 0.2018266421% | 267 | 240 | 244 |
| M122,453 | 7 | 393.26 | 93.08 | 0.3211502274% | 267 | 240 | 244 |
| M132,523 | 7 | 330.39 | 78.36 | 0.2493053151% | 267 | 240 | 244 |
| M140,977 | 7 | 334.25 | 86.55 | 0.2370946069% | 267 | 240 | 244 |
| M144,259 | 7 | 373.02 | 94.42 | 0.2585762611% | 267 | 240 | 244 |
| M157,393 | 7 | 290.15 | 67.96 | 0.1843461785% | 267 | 240 | 244 |
| M162,641 | 7 | 294.54 | 72.93 | 0.1810990590% | 267 | 240 | 244 |
| M170,003 | 7 | 361.34 | 91.77 | 0.2125479411% | 267 | 240 | 244 |
| M172,619 | 7 | 321.33 | 72.98 | 0.1861525262% | 267 | 240 | 244 |
| M182,141 | 7 | 323.02 | 64.84 | 0.1773446968% | 267 | 240 | 244 |
| M184,517 | 7 | 332.61 | 88.04 | 0.1802600841% | 267 | 240 | 244 |