Detailed status of lasievee
NFS@Home currently is sieving the following numbers using the lasievee app. When you participate in NFS@Home, work for one or more of these numbers will be assigned to your computer. The parameters defining the number will be downloaded to your computer, and the computed 'relations' needed for the post processing step will be uploaded to the main server. This happens automatically; you don't have to do anything. See the bottom of the page for the meaning of each column.
These numbers are being distributed to the clients right now. You can notice them because the workunits you get starts with these names.
| # | 名前 | プロジェクト | 種類 | Bits | Q range | Pushed | 未送出 | 保留中 | 受信日時 | Relations | Est. Pending Rels | Post processing / Comments |
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 1 | 8m7_341 | Homogeneous_Cunningham | SNFS(280) | 33 | 35-600 M | 84.48 % | 986 | 7393 | 110854 | 778,846,384 | 52,609,754 | |
| 2 | 7043_73m1 | OddPerfect | SNFS(280) | 33 | 35-485 M | 1.77 % | 913 | 30 | 1057 | 9,490,135 | 269,351 | |
| 3 | 7m3_337 | Homogeneous_Cunningham | GNFS(195) | 33 | 45-480 M | 1.83 % | 1000 | 0 | 1000 | 10,274,746 | 0 | |
| 4 | C194_933436_12615 | Aliquot | GNFS(194) | 33 | 40-480 M | 0.9 % | 1000 | 0 | 0 | 0 | ... |
Total size of result files: 51.34 GB
These numbers are planned, they are currently reviewed or waiting for space on the server disk, and will soon be processed.
| # | 名前 | プロジェクト | 種類 | Bits | Post processing / Comments |
|---|---|---|---|---|---|
| 1 | 8p7_335 | Homogeneous_Cunningham | SNFS(242 (quartic)) | 33 | |
| 2 | C233_149_65 | XYYXF | SNFS(271 (quintic)) | 32 |
These numbers have been successfully sieved, and are waiting for someone to post process them. We're still receiving pending results, but no work is generated because we have sufficient relations.
| # | 名前 | プロジェクト | 種類 | Bits | Q range | Pushed | 未送出 | 保留中 | 受信日時 | Relations | Est. Pending Rels | Post processing / Comments |
|---|
Total size of MANAGED pending files: 0 GB
These numbers have been successfully sieved, and are being post processed
| # | 名前 | プロジェクト | 種類 | Bits | Post processing / Comments |
|---|---|---|---|---|---|
| 1 | 145!-1 | Factorial | GNFS(185) | 32 | Oliver Kruse |
| 2 | 145!-1_b | Factorial | GNFS(185) | 32 | Data combined with 145!-1 and factored |
These numbers have been successfully factored
| # | 名前 | プロジェクト | 種類 | Bits | Post processing / Comments |
|---|---|---|---|---|---|
| 1 | 11,301+ | Cunningham | SNFS(268.7) | 31 | G. Childers: P104 * P107 |
| 2 | 11,301- | Cunningham | SNFS(268.7) | 31 | G. Childers: P106 * P156 |
| 3 | 3,637- | Cunningham | SNFS(260.5) | 31 | M. Vang: P85 * P127 |
| 4 | 3,637+ | Cunningham | SNFS(260.5) | 31 | M. Vang: P63 * P66 * P109 |
| 5 | 3,725+ | Cunningham | GNFS(179.4) | 32 | M. Vang: P79 * P102 |
| 6 | 1723,83- | OddPerfect | SNFS(271.8) | 31 | G. Childers: P87 * P180 |
| 7 | 3617523089023,19- | OddPerfect | SNFS(238.6) | 31 | Thomas Womack: P84 * P143 |
| 8 | 5233,71- | OddPerfect | SNFS(267.8) | 31 | G. Childers: P93 * P169 |
| 9 | F1797 | Fibonacci | SNFS(250.4) | 31 | G. Childers: P112 * P136 |
| 10 | F1821 | Fibonacci | SNFS(253.7) | 31 | Thomas Womack: P66 * P73 * P80 |
| 11 | F1839 | Fibonacci | SNFS(256.2) | 31 | G. Childers: P66 * P90 * P98 |
| 12 | F1229 | Fibonacci | SNFS(256.5) | 31 | Carlos Pinho: P79 * P82 * P82 |
| 13 | L1797 | Lucas | SNFS(250.4) | 31 | G. Childers: P72 * P115 |
| 14 | L1201 | Lucas | SNFS(251.0) | 31 | Carlos Pinho: P81 * P138 |
| 15 | L1803 | Lucas | SNFS(251.2) | 31 | Carlos Pinho: P96 * P120 |
| 16 | L1809 | Lucas | SNFS(252.0) | 31 | Thomas Womack: P88 * P124 |
| 17 | L1812 | Lucas | SNFS(252.5) | 31 | Thomas Womack: P71 * P180 |
| 18 | L1213 | Lucas | SNFS(253.5) | 31 | Jarod McClintock: P61 * P185 |
| 19 | L1821 | Lucas | SNFS(253.7) | 31 | Thomas Womack: P57 * P60 * P103 |
| 20 | L1217 | Lucas | SNFS(254.3) | 31 | Thomas Womack P99 * P100 |
| 21 | L1421 | Lucas | SNFS(254.5) | 31 | Thomas Womack: P66 * P147 |
| 22 | L1827 | Lucas | SNFS(254.5) | 31 | Thomas Womack: P94 * P102 |
| 23 | L1342 | Lucas | SNFS(255.0 (quintic)) | 31 | Thomas Womack: P55 * P56 * P96 |
| 24 | L1833 | Lucas | SNFS(255.4) | 31 | Thomas Womack: P85 * P97 |
| 25 | C176_3270_677 | Aliquot | GNFS(176) | 31 | Thomas Womack: P83 * P93 |
| 26 | L1839 | Lucas | SNFS(256.2) | 31 | Thomas Womack: P71 * P128 |
| 27 | L1228 | Lucas | SNFS(256.6) | 31 | G. Childers: P97 * P108 |
| 28 | L1229 | Lucas | SNFS(256.8) | 31 | G. Childers: P80 * P115 |
| 29 | L1851 | Lucas | SNFS(257.9) | 31 | G. Childers: P56 * P132 |
| 30 | L1237 | Lucas | SNFS(258.5) | 31 | G. Childers: P61 * P176 |
| 31 | L1364 | Lucas | SNFS(259.1 (quintic)) | 31 | Thomas Womack: P93 * P159 |
| 32 | C178_8352_1755 | Aliquot | GNFS(178) | 31 | Thomas Womack: P71 * P107 |
| 33 | F1231 | Fibonacci | SNFS(256.9) | 31 | G. Childers: P88 * P123 |
| 34 | F1237 | Fibonacci | SNFS(258.2) | 31 | Thomas Womack: P61 * P128 |
| 35 | F1241 | Fibonacci | SNFS(259) | 31 | Thomas Womack: P86 * P145 |
| 36 | F1259 | Fibonacci | SNFS(262.8) | 31 | Thomas Womack: P83 * P148 |
| 37 | F1463 | Fibonacci | SNFS(262.1) | 31 | Thomas Womack: P78 * P111 |
| 38 | F1881 | Fibonacci | SNFS(262.1) | 31 | Thomas Womack: P60 * P119 |
| 39 | F1893 | Fibonacci | SNFS(263.7) | 31 | Thomas Womack: P82 * P157 |
| 40 | C178_3270_687 | Aliquot | GNFS(178) | 31 | Thomas Womack: P70 * P108 |
| 41 | C169_2340_723 | Aliquot | GNFS(169) | 31 | Thomas Womack: P68 * P101 |
| 42 | C176_118_93 | XYYXF | SNFS(236.2) | 31 | Sean Wellman: P86 * P90 |
| 43 | L1860 | Lucas | SNFS(259.1) | 31 | Thomas Womack: P85 * P117 |
| 44 | L1247 | Lucas | SNFS(260.6) | 31 | Carlos Pinho: P90 * P129 |
| 45 | L1872 | Lucas | SNFS(260.8) | 31 | Thomas Womack: P74 * P168 |
| 46 | L1252 | Lucas | SNFS(261.7) | 31 | Thomas Womack: P85 * P100 |
| 47 | L1878 | Lucas | SNFS(261.7) | 31 | Thomas Womack: P93 * P143 |
| 48 | L1264 | Lucas | SNFS(264.2) | 31 | Thomas Womack: P87 * P130 |
| 49 | L1902 | Lucas | SNFS(265.0) | 31 | Tim Sorbera: P69 * P163 |
| 50 | C175_5748_1526 | Aliquot | GNFS(175) | 31 | Thomas Womack: P78 * P97 |
| 51 | C176_3270_692 | Aliquot | GNFS(176) | 32 | Thomas Womack: P65 * P111 |
| 52 | C179_2340_732 | Aliquot | GNFS(179) | 32 | Thomas Womack: P66 * P113 |
| 53 | C169_123_109 | XYYXF | GNFS(169) | 31 | Sean Wellman: P73 * P96 |
| 54 | C169_141_71 | XYYXF | GNFS(169) | 31 | Sean Wellman: P73 * P96 |
| 55 | L1908 | Lucas | SNFS(265.8) | 31 | Thomas Womack: P119 * P143 |
| 56 | L1277 | Lucas | SNFS(267) | 31 | Thomas Womack: P133 * P135 |
| 57 | L1279 | Lucas | SNFS(268) | 31 | Thomas Womack: P68 * P201 |
| 58 | L1282 | Lucas | SNFS(268) | 31 | Victor de Hollander: P118 * P127 |
| 59 | L1286 | Lucas | SNFS(269) | 31 | Victor de Hollander: P107 * P124 |
| 60 | L1289 | Lucas | SNFS(269) | 31 | Victor de Hollander: P72 * P188 |
| 61 | L1291 | Lucas | SNFS(270) | 31 | Youcef Lemsafer: P106 * P154 |
| 62 | L1923 | Lucas | SNFS(268) | 31 | Victor de Hollander: p64 * p174 |
| 63 | L1926 | Lucas | SNFS(269) | 31 | Victor de Hollander: P100 * P107 |
| 64 | F1271 | Fibonacci | SNFS(265.3) | 31 | Victor de Hollander: p67 * p162 |
| 65 | F1277 | Fibonacci | SNFS(266.5) | 31 | Victor de Hollander: p96 * p150 |
| 66 | C170_5748_1537 | Aliquot | GNFS(170) | 32 | Tom Womack: p76 * p95 |
| 67 | C178_8352_1764 | Aliquot | GNFS(177.1) | 32 | Tom Womack: p56 * p122 (16/04/2015) |
| 68 | 78887_250 | Near-repdigit | SNFS(250.9) | 31 | Tom Womack: p75 * p177 (15 Feb 2015) |
| 69 | C176_2340_736 | Aliquot | GNFS(175.3) | 32 | Tom Womack: p83 * p94 (15/2/15) |
| 70 | C253_137_80 | XYYXF | SNFS(262.6) | 32 | Sean Wellman: p64 * p93 * p97 |
| 71 | F1273 | Fibonacci | SNFS(266) | 31 | Victor de Hollander: p110 * p112 |
| 72 | F1289 | Fibonacci | SNFS(269) | 31 | Victor de Hollander: p56 * p180 |
| 73 | F1917 | Fibonacci | SNFS(267) | 31 | Tom Womack: p97 * p112 |
| 74 | F1391 | Fibonacci | SNFS(269) | 31 | Victor de Hollander: p104 * p140 |
| 75 | F1929 | Fibonacci | SNFS(269) | 31 | Victor de Hollander: p82 * p100 |
| 76 | C223_138_124 | XYYXF | SNFS(255.2) | 32 | Sean Wellman: p111 * p113 |
| 77 | 114!+1 | Factorial | GNFS(186.4) | 32 | Tom Womack: p92 * p96 (sieved on rational side) |
| 78 | C174_139_129 | XYYXF | GNFS(173.3) | 32 | Sean Wellman: p78 * p96 |
| 79 | 146^106+106^146 | XYYXF | GNFS(169.5) | 32 | Tom Womack: p79 * p91 (10 May 2015) |
| 80 | C178_HP2_4496_270 | HomePrimes | GNFS(178) | 31 | Ben Meekins: p63 * p115 |
| 81 | 139^137+137^139 cofactor | XYYXF | GNFS(179) | 32 | Tom Womack: p87 * p92 (19/06/2015) |
| 82 | C193_2340_742 | Aliquot | GNFS(192.3) | 32 | Tom Womack: p64 * p129 17/8/2015 |
| 83 | P58^5-1 | OddPerfect | SNFS(231) | 32 | Tom Womack: P101 * P129 28-07-2015 |
| 84 | C190_3270_698 | Aliquot | GNFS(189.97) | 32 | Tom Womack: P82 * P109 31/8/15 |
| 85 | 147^125+125^147 | XYYXF | GNFS(181.1) | 32 | Tom Womack: P79 * P103 (ChristianB polsel) 23/08/15 |
| 86 | 132^101+101^132 | XYYXF | SNFS(266.7) | 32 | Youcef Lemsafer: p86 * p176 |
| 87 | 135^82+82^135 | XYYXF | SNFS(257) | 32 | Tom Womack: P123 * P135 |
| 88 | 139^75+75^139 | XYYXF | SNFS(261) | 32 | Tom Womack: P103*P158 (24/9/2015) |
| 89 | C194 from 4788 term 5236 | Aliquot | GNFS(194) | 33 | Tom Womack: P95 * P99 8-Nov-2015 |
| 90 | F1405 | Fibonacci | SNFS(235) | 32 | Tom Womack: P58 * P63 * P115 (16/Oct/2015) |
| 91 | F1415 | Fibonacci | SNFS(236) | 32 | M. Vang: P63 * P174 |
| 92 | 115!+1 | Factorial | GNFS(188.47) | 32 | M. Vang: p86 * p103 |
| 93 | Euclid-Mullin C188 | Euclid-Mullin | GNFS(187.94) | 32 | Tom Womack: P91 * P98 |
| 94 | C184_HP2_4496_294 | HomePrimes | GNFS(183.22) | 32 | Ben Meekins: p83 * p101 |
| 95 | L1397 | Lucas | SNFS(265.4) | 32 | M. Vang: p56 * p204 |
| 96 | 142^141+141^142 | XYYXF | GNFS(184.2) | 32 | Sean Wellman: p80 * p105 |
| 97 | F1297 | Fibonacci | SNFS(270.7) | 32 | Tom Womack: P119 * P127 |
| 98 | 131^97+97^131 | XYYXF | SNFS(260.3) | 32 | Tom Womack: p63 * p83 * p114 |
| 99 | C175 from aliquot sequence 4788 term 5241 | Aliquot | GNFS(174.2) | 32 | Bill Winslow: p87 * p88 |
| 100 | 128^95+95^128 cofactor | XYYXF | SNFS(257.4) | 32 | Sean Wellman: p68 * p71 * p72 |
| 101 | 4051^71-1 | OddPerfect | SNFS(259.74) | 32 | Dmitry Domanov: p75 * p179 |
| 102 | 4091^71-1 | OddPerfect | SNFS(261) | 32 | Tom Womack: P95 * P159 |
| 103 | Euclid-Mullin C198 | Euclid-Mullin | GNFS(197.2) | 33 | G. Childers: P83 * P115 |
| 104 | 149^47+47^149 | XYYXF | SNFS(254.5) | 31 | Sean Wellman: p87 * p113 |
| 105 | 146^61+61^146 | XYYXF | SNFS(266.7) | 32 | Sean Wellman: P99 * P101 |
| 106 | 150^148+148^150 | XYYXF | SNFS(284.7) | 32 | Tom Womack: P62 * P138 |
| 107 | C181 from aliquot sequence 3366:2124 | Aliquot | GNFS(180.19) | 32 | Tom Womack: P80 * P101 |
| 108 | C219 from 145^66+66^145 | XYYXF | SNFS(263.8) | 32 | Tom Womack: p90 * p130 |
| 109 | HomePrimes base 2 (start 4496, step 296) | HomePrimes | GNFS(189.4) | 32 | Ben Meekins: p63 * p128 |
| 110 | C173 from aliquot sequence 933436:12507 | Aliquot | GNFS(173) | 31 | Dmitry Domanov: p85 * p89 (enough ECM by Dmitry Domanov) |
| 111 | 251101831^29-1 | OddPerfect | SNFS(252.0) | 32 | Tom Womack: p105 * p125 |
| 112 | 118^109+109^118 | XYYXF | SNFS(240.4) | 32 | Dmitry Domanov: P74 * P152 |
| 113 | 119^103+103^119 | XYYXF | SNFS(239.5) | 32 | Sean Wellman: p89 * p125 |
| 114 | 148^94+94^148 | XYYXF | GNFS(176.7) | 32 | Dmitry Domanov: p87 * p91 |
| 115 | C167 from aliquot 3366:2132 | Aliquot | GNFS(166.9) | 32 | Dmitry Domanov: P53 * P115 |
| 116 | 125^111+111^125 | XYYXF | SNFS(257.7) | 32 | Dmitry Domanov: p79 * p175 |
| 117 | C237 from 142^49+49^142 | XYYXF | SNFS(240.0) | 31 | Dmitry Domanov: p111 * p127 |
| 118 | C182 from Aliquot sequence 933436:12513 | Aliquot | GNFS(182) | 32 | Dmitry Domanov: p89 * p93 (ECM to nearly t60 by Dmitry Domanov) |
| 119 | 227_125_minus1 | OddPerfect | SNFS(235.6 (quartic)) | 32 | Tom Womack: p82 * p145 (ECM to ? by ?) |
| 120 | 140^113+113^140 C188 cofactor | XYYXF | GNFS(187.7) | 32 | Tom Womack: p74 * p115 |
| 121 | C173_139_59 | XYYXF | GNFS(173) | 31 | Sean Wellman: p65 * p109 (ECM to t55 by yoyo@home ?) |
| 122 | P55 (139803...)^5-1 | OddPerfect | SNFS(216.6) | 31 | Tom Womack: P16 * P94 * P99 |
| 123 | 6^347+5^347 | HomCun | SNFS(271.5) | 32 | Sean Wellman: p91 * p92 |
| 124 | 132^125+125^132 (corrected parameters) | XYYXF | GNFS(187.7) | 32 | Tom Womack: p79 * p110 (ECM to t60 by yoyo@home mainly) |
| 125 | Cofactor of 241^125-1 | OddPerfect | SNFS(238.2 (quartic)) | 31 | Tom Womack: p53 * p80 * p92 |
| 126 | 149^78+78^149 | XYYXF | GNFS(187.13) | 33 | Tom Womack: p75 * p113 |
| 127 | 130^87+87^130 | XYYXF | snfs(256) | 32 | Tom Womack: P85 * P161 |
| 128 | 133^82+82^133 | XYYXF | snfs(258.78) | 32 | Dmitry Domanov: p102 * p148 |
| 129 | 142^98+98^142 | XYYXF | SNFS(253.86) | 32 | Sean Wellman: p71 * p179 |
| 130 | 146^80+80^146 | XYYXF | SNFS(253.77) | 32 | Tom Womack: p61 * p77 * p113 |
| 131 | 121^118+118^121 | XYYXF | SNFS(250.7) | 31 | Tom Womack: p63 * p150 |
| 132 | 140^81+81^140 | XYYXF | SNFS(267.19) | 32 | Dmitry Domanov: p100 * p161 |
| 133 | 149^61+61^149 | XYYXF | SNFS(267.80) | 32 | Tom Womack: P50 * P208 |
| 134 | 133^99+99^133 | XYYXF | SNFS(265.42) | 32 | Tom Womack: p54 * p91 * p115 |
| 135 | HomePrimes base 2 (start 4496, step 296) | HomePrimes | GNFS(187.65) | 32 | Ben Meekins: p80 * p108 |
| 136 | 133^103+103^133 cofactor | XYYXF | GNFS(180.15) | 32 | Sean Wellman: p62 * p119 |
| 137 | C269_140_83 | XYYXF | SNFS(270.82) | 32 | Tom Womack: P57 * P212 |
| 138 | 131^81+81^131 cofactor | XYYXF | GNFS(177.99) | 32 | Dmitry Domanov: p78 * p101 |
| 139 | Cofactor from 136^69+69^136 | XYYXF | GNFS(173.40) | 32 | Tom Womack: p71 * p104 |
| 140 | 135^109+109^135 cofactor | XYYXF | GNFS(180.46) | 32 | Sean Wellman: p72 * p109 |
| 141 | 136^109+109^136 cofactor | XYYXF | GNFS(181.50) | 32 | Tom Womack: p70 * p113 |
| 142 | 133^71+71^133 cofactor | XYYXF | GNFS(177.6) | 32 | Tom Womack: p86 * p92 |
| 143 | 150^116+116^150 | XYYXF | SNFS(276.15) | 32 | Tom Womack: P78 * P198 |
| 144 | 136^105+105^136 cofactor | XYYXF | SNFS(278.92) | 33 | Tom Womack: P133 * P139 |
| 145 | 150^122+122^150 cofactor | XYYXF | SNFS(277.63) | 32 | Tom Womack: P137 * P141 |
| 146 | 127^118+118^127 cofactor | XYYXF | GNFS(182.7) | 32 | Tom Womack: p70 * p114 |
| 147 | 142^59+59^142 cofactor | XYYXF | SNFS(255.0) | 32 | Tom Womack: P61 * P127 |
| 148 | 122^99+99^122 cofactor | XYYXF | SNFS(250.17) | 32 | Carlos Pinho: p56 * p169 |
| 149 | 124^91+91^124 cofactor | XYYXF | SNFS(248.59) | 32 | Tom Womack: p111 * p120 |
| 150 | 124^89+89^124 cofactor | XYYXF | SNFS(248.85) | 32 | Dmitry Domanov: p63 * p175 |
| 151 | 121^116+116^121 cofactor | XYYXF | SNFS(251.36) | 32 | Tom Womack: P84 * P157 |
| 152 | 130^83+83^130 cofactor | XYYXF | SNFS(253.11) | 32 | Tom Womack: p58 * p186 |
| 153 | Aliquot sequence 3270:720 | Aliquot | GNFS(177.54) | 32 | Tom Womack: p82 * p96 |
| 154 | 127^92+92^127 cofactor | XYYXF | SNFS(252.64) | 31 | Jon Becker: p98 * p141 |
| 155 | 127^93+93^127 cofactor | XYYXF | SNFS(253.05) | 31 | Jon Becker: p51 * p186 |
| 156 | 128^105+105^128 cofactor | XYYXF | SNFS(264.06) | 32 | Tom Womack: P87 * P163 |
| 157 | 128^111+111^128 cofactor | XYYXF | SNFS(267.28) | 32 | Tom Womack: P97 * P160 |
| 158 | 129^110+110^129 cofactor | XYYXF | SNFS(270.78) | 32 | Tom Womack: P67 * P87 * P108 |
| 159 | 130^107+107^130 cofactor | XYYXF | SNFS(268.14) | 32 | Tom Womack: p58 * p202 |
| 160 | 126^125+125^126 cofactor | XYYXF | SNFS(268.00) | 32 | Youcef Lemsafer: p72 * p188 |
| 161 | C177_HP2_4496_300 | HomePrimes | GNFS(177) | 31 | Ben Meekins: p77 * p101 |
| 162 | 141^86+86^141 cofactor | XYYXF | SNFS(272.76) | 33 | Tom Womack: P87 * P110 |
| 163 | 145^72+72^145 cofactor | XYYXF | SNFS(274) | 32 | Youcef Lemsafer: p86 * p100 |
| 164 | 127^88+88^127 cofactor (repeat) | XYYXF | SNFS(248.3) | 31 | Tom Womack: p103 * p128 |
| 165 | 142^67+67^142 cofactor | XYYXF | GNFS(186.9) | 32 | Tom Womack: p74 * p114 |
| 166 | 125! + 1 | Factorial | GNFS(184) | 32 | Youcef Lemsafer: p65 * p120 |
| 167 | 13*2^905-1 | Near-Cunningham | GNFS(172) | 31 | Mike Curtis: p62 * p110 |
| 168 | 147^47+47^147 | XYYXF | SNFS(245.80) | 31 | Sean Wellman: p64 * p181 |
| 169 | 208097431^29 - 1 | OddPerfect | SNFS(249.55) | 32 | Sean Wellman: p72 * p157 |
| 170 | 9+5_295 | Homogeneous Cunningham | SNFS(225.20 (quartic)) | 31 | Sean Wellman: p87 * p95 |
| 171 | 126^113+113^126 | XYYXF | SNFS(260.7) | 31 | Sean Wellman: p95 * p96 |
| 172 | C187 from 141^61+61^141 | XYYXF | SNFS(255.1) | 31 | Mike Curtis: p51 * p93 * p95 |
| 173 | 143^93+93^143 | XYYXF | GNFS(192.3) | 33 | Tom Womack: p65 * p129 |
| 174 | 134^87+87^134 cofactor | XYYXF | SNFS(259.9) | 32 | Tom Womack (p87 * p115) |
| 175 | C198 cofactor of 149^50+50^149 | XYYXF | SNFS(256.3) | 32 | Tom Womack: p63 * p135 |
| 176 | C191 from aliquot sequence 3408 step 1668 | Aliquot | GNFS(190.47) | 32 | Sean Wellman: p86 * p105 |
| 177 | 131^69+69^131 C202 cofactor | XYYXF | SNFS(243.0) | 31 | Sean Wellman: p96 * p107 |
| 178 | 144^91+91^144 | XYYXF | SNFS(285.4) | 32 | Mike Curtis: p92 * p103 |
| 179 | 148^83 + 83^148 cofactor | XYYXF | GNFS(194.58) | 33 | Sean Wellman: p83 * p112 |
| 180 | 130^121+121^130 cofactor | XYYXF | SNFS(277.0) | 32 | G. Childers: P81 * P114 |
| 181 | C196 cofactor from 135^124+124^135 | XYYXF | GNFS(195.68) | 33 | Tom Womack: p75 * p121 |
| 182 | 131^102+102^131 cofactor | XYYXF | SNFS(267.3) | 31 | Tom Womack: p57 * p67 * p69 |
| 183 | 135^128+128^135 cofactor | XYYXF | SNFS(289.1) | 33 | G. Childers: P69 * P209 |
| 184 | C208_127_105 | XYYXF | SNFS(260.79) | 31 | Tom Womack: p72 * p137 |
| 185 | C208_124_107 | XYYXF | SNFS(257.46) | 31 | Rich Dickerson: p72 * p137 |
| 186 | C228 from 150^142+142^150 | XYYXF | SNFS(283.36) | 33 | G. Childers: p65 * p163 |
| 187 | Fib(1301) | Fibonacci | SNFS(271.54) | 32 | Sean Wellman: P63 * P175 |
| 188 | Lucas(1307) | Lucas | SNFS(273.15) | 32 | Tom Womack: p103 * p166 |
| 189 | Lucas(1321) | Lucas | SNFS(276.07) | 32 | Tom Womack: p67 * p85 * p99 |
| 190 | Fibonacci(1321) | Fibonacci | SNFS(275.72) | 32 | G. Childers: p83 * p142 |
| 191 | Lucas(3795) second Aurifeuillian cofactor | Lucas | GNFS(178.05) | 32 | G. Childers: p60 * p119 |
| 192 | HP2(4496) step 313 cofactor | HomePrimes | GNFS(180.09) | 32 | Ben Meekins: P72 * P109 |
| 193 | C226_141_59 | XYYXF | SNFS(250.91) | 32 | G. Childers: p84 * p142 |
| 194 | 141^62+62^141 cofactor | XYYXF | SNFS(258.28) | 31 | Sean Wellman: p63 * p160 |
| 195 | 147^53+53^147 cofactor | XYYXF | SNFS(254.81) | 32 | Sean Wellman: p70 * p145 |
| 196 | C226_127_106 | XYYXF | SNFS(258.82) | 32 | G. Childers: p79 * p148 |
| 197 | C200_140_73 | XYYXF | SNFS(265.02) | 32 | G. Childers: p72 * p129 |
| 198 | C219_129_92 | XYYXF | SNFS(259.69) | 32 | G. Childers: p69 * p151 |
| 199 | Aliquot 3408 term 1671 180-digit cofactor | Aliquot | GNFS(179.31) | 32 | Mike Curtis: P88 * P93 |
| 200 | 8081^67-1 | OddPerfect | SNFS(261.80) | 31 | Rich Dickerson: p71 * p188 |
| 201 | phi_5(phi_13(43609)) | OddPerfect | SNFS(222.70) | 32 | Sean Wellman: P47 * P175 |
| 202 | phi_7(phi_7(phi_3(3137))) | OddPerfect | SNFS(251.75) | 32 | G. Childers: p62 * p190 |
| 203 | 149^70+70^149 | XYYXF | SNFS(280.04) | 33 | Tom Womack: P77 * P121 |
| 204 | 6863^67-1 | OddPerfect | SNFS(257.05) | 31 | Rich Dickerson: p111 * p143 |
| 205 | 127^99+99^127 C225 cofactor | XYYXF | SNFS(256.03) | 32 | Tom Womack: p83 * p143 |
| 206 | C200 from 135^88+88^135 | XYYXF | SNFS(265.16) | 32 | Sean Wellman: p70 * p131 |
| 207 | 130^99+99^135 C215 cofactor | XYYXF | SNFS(264.99) | 32 | Rich Dickerson: p72 * p144 |
| 208 | C202 from 148^51+51^148 | XYYXF | SNFS(258.25) | 32 | Tom Womack: p95 * p108 |
| 209 | C208 from 146^108+108^146 | XYYXF | SNFS(268.45) | 32 | Tom Womack: p90 * p119 |
| 210 | C258 from 107^128+1 | GenFermat | SNFS(259.76) | 32 | Rich Dickerson: p61 * p197 |
| 211 | 54441_249 | Near-repdigit | SNFS(249.69) | 31 | Sean Wellman: p53 * p70 * p127 |
| 212 | Fibonacci(1349) | Fibonacci | SNFS(281.57) | 32 | Tom Womack: p75 * p162 |
| 213 | Fibonacci(1327) | Fibonacci | SNFS(276.98) | 32 | Mike Curtis: p77 * p115 |
| 214 | Lucas(1324) | Lucas | SNFS(276.70) | 32 | Sean Wellman: p62 * p184 |
| 215 | C210 from 129^103+103^129 | XYYXF | SNFS(263.14) | 32 | Sean Wellman: p70 * p141 |
| 216 | C246 from 143^58+58^143 | XYYXF | SNFS(260.64) | 32 | Rich Dickerson: p55 * p191 |
| 217 | C175 from term 10071 of aliquot sequence 11040 | Aliquot | GNFS(174.81) | 31 | Dmitry Domanov: p82 * p94 |
| 218 | Fib(1469) | Fibonacci | GNFS(182.26) | 32 | Mike Curtis: p77 * p107 |
| 219 | Fibonacci(1361) | Fibonacci | SNFS(284.08) | 32 | Tom Womack: p113 * p145 |
| 220 | 127^109+109^127 C220 cofactor (file is C220_129_109 - typo) | XYYXF | SNFS(262.53) | 32 | Rich Dickerson: p67 * p153 |
| 221 | 147^55+55^147 C245 cofactor | XYYXF | SNFS(262.45) | 32 | Sean Wellman: p83 * p162 |
| 222 | 5393^71-1 | OddPerfect | SNFS(268.69) | 31 | Rich Dickerson: p123 * p140 |
| 223 | C184 from Lucas(3865) second Aurifeuillian factor | Lucas | GNFS(183.10) | 32 | Sean Wellman: p56 * p129 |
| 224 | 265*(9^265+1).C232 | GCW | SNFS(255.3) | 32 | Carlos Pinho: P85 * P148 |
| 225 | XY_C230_130_77 (137^77+77^137; note typo) | XYYXF | SNFS(264.07) | 32 | Tom Womack: P115 * P116 |
| 226 | Lucas(1384) second try | Lucas | GNFS(185.87) | 32 | Tom Womack: p77 * p110 |
| 227 | C189 from Lucas(3095) Aurifeuillian factor | Lucas | GNFS(188.55) | 32 | Tom Womack: P69 * P121 |
| 228 | 124^109+109^124 C236 cofactor | XYYXF | SNFS(260.22) | 31 | Rich Dickerson: p82 * p154 |
| 229 | 124^115+115^124 C233 cofactor | XYYXF | SNFS(261.92) | 31 | Tom Womack: p61 * p64 * p108 |
| 230 | 5869^71-1 | OddPerfect | SNFS(271.34) | 32 | Rich Dickerson: p71 * p194 |
| 231 | 140^67 + 67^140 C234 cofactor | XYYXF | SNFS(259.28) | 31 | Sean Wellman: p100 * p134 |
| 232 | 134^85+85^134 C249 cofactor | XYYXF | SNFS(262.22) | 31 | Rich Dickerson: p89 * p160 |
| 233 | Lucas(2088) C187 cofactor | Lucas | GNFS(186.93) | 32 | Tom Womack: p64 * p124 |
| 234 | C195 from aliquot sequence 3366 term 2180 | Aliquot | GNFS(194.43) | 33 | Tom Womack: p73 * p123 |
| 235 | L1474_1 (Lucas(1474) cofactor) | Lucas | GNFS(184.42) | 32 | Mike Curtis: p69 * p116 |
| 236 | C178 from 142^120+120^142 | XYYXF | SNFS(264.66) | 31 | Rich Dickerson: p61 * p117 |
| 237 | C175 from 142^130+130^142 | XYYXF | GNFS(174.50) | 31 | Tom Womack: p74 * p102 |
| 238 | 134^73+73^134 C177 cofactor (corrected run) | XYYXF | GNFS(176.26) | 31 | Sean Wellman: p76 * p101 |
| 239 | Lucas(1394) cofactor | Lucas | GNFS(185.04) | 33 | Tom Womack: p67 * p119 |
| 240 | Cofactor of Lucas(2705) larger Aurifeullian factor | Lucas | SNFS(226.47) | 32 | Tom Womack: p65 * p71 * p91 |
| 241 | C253_131_98b 131^98+98^131 C253 cofactor second attempt | XYYXF | SNFS(264.49) | 32 | Sean Wellman: p103 * p151 |
| 242 | C186_134_77 | XYYXF | SNFS(254.25) | 32 | Sean Wellman: p88 * p98 |
| 243 | C240_127_111 | XYYXF | SNFS(263.15) | 32 | Tom Womack: p76 * p165 |
| 244 | Fib(1369) | Fibonacci | SNFS(285.75) | 32 | Tom Womack: p84 * p187 |
| 245 | Cofactor of Lucas(2735) larger Aurifeullian factor | Lucas | SNFS(228.63) | 32 | Tom Womack: p56 * p61 * p72 |
| 246 | Lucas(1968) cofactor | Lucas | SNFS(273.89) | 32 | Tom Womack: P103 * P125 |
| 247 | Fib(1547) C184 cofactor | Fibonacci | GNFS(183.58) | 32 | Tom Womack: p89 * p95 |
| 248 | C241 from 133^83+83^133 | XYYXF | SNFS(256.94) | 31 | Tom Womack: p66 * p70 * p106 |
| 249 | 131^94+94^131 C253 cofactor | XYYXF | SNFS(263.40) | 31 | Rich Dickerson: p125 * p129 |
| 250 | C196 from 146^83+83^146 | XYYXF | SNFS(283.77) | 33 | Tom Womack: p76 * p121 |
| 251 | L3265B cofactor | Lucas | GNFS(185.15) | 32 | Tom Womack: p82 * p104 |
| 252 | C197 cofactor of 4788 term 12515 | Aliquot | GNFS(196.32) | 33 | Tom Womack: p90 * p108 |
| 253 | C181_127_116 | XYYXF | SNFS(265.87) | 31 | Rich Dickerson: p68 * p114 |
| 254 | C263_150_94 | XYYXF | SNFS(270.86) | 32 | Rich Dickerson: p54 * p209 |
| 255 | C182 from 134^107+107^134 | XYYXF | SNFS(273.9) | 32 | Sean Wellman: p55 * p55 * p72 |
| 256 | C226 from 92^131+131^92 | XYYXF | SNFS(260.77) | 32 | Victor de Hollander: p89 * p137 |
| 257 | polcyclo(11,2^89-1) | kosta | SNFS(267.92) | 32 | Tom Womack: p106 * p133 |
| 258 | 130^101+101^130 C242 cofactor | XYYXF | SNFS(264.99) | 31 | Sean Wellman: p79 * p164 |
| 259 | 92^135+135^92 C219 cofactor | XYYXF | SNFS(269.19) | 32 | Rich Dickerson: p70 * p150 |
| 260 | 83^138+138^83 C234 cofactor | XYYXF | SNFS(266.99) | 31 | Tom Womack: p79 * p155 |
| 261 | Lucas(1328) | Lucas | SNFS(277.54) | 32 | Tom Womack: p77 * p113 |
| 262 | 98^129+129^98 C226 cofactor | XYYXF | SNFS(261.89) | 31 | Victor de Hollander: p75 * p151 |
| 263 | Lucas(1568) cofactor | Lucas | GNFS(185.41) | 32 | Mike Curtis: p77 * p 110 |
| 264 | Lucas(5355) larger Aurifeuillian factor | Lucas | GNFS(190.78) | 32 | Tom Womack: p77 * p115 |
| 265 | Fibonacci(1971) cofactor | Fibonacci | SNFS(274.61) | 32 | Tom Womack: p111 * p146 |
| 266 | Fibonacci(1445) | Fibonacci | SNFS(240.89) | 32 | Victor de Hollander: p86 * p142 |
| 267 | L2785A | Lucas | SNFS(232.81) | 31 | Sean Wellman: p63 * p75 * p86 |
| 268 | L2785B | Lucas | SNFS(232.81) | 31 | Victor de Hollander: p101 * p132 |
| 269 | L3655A | Lucas | GNFS(191.09) | 32 | Tom Womack: p92 * p100 |
| 270 | L2995B | Lucas | GNFS(188.10) | 32 | Mike Curtis: p93 * p96 |
| 271 | Lucas(1334) | Lucas | SNFS(278.79) | 32 | Mike Curtis: p90 * p113 |
| 272 | Fib(1381) | Fibonacci | SNFS(288.26) | 32 | Tom Womack: p101 * p144 |
| 273 | Fibonacci(2247) | Fibonacci | SNFS(268.34) | 32 | Sean Wellman: p62 * p167 |
| 274 | 13*2^854-1 | Near-Cunningham | SNFS(258.19) | 32 | Mike Curtis: p73 * p137 |
| 275 | 145^89_89^145 cofactor | XYYXF | GNFS(180.14) | 32 | Mike Curtis: p68 * p113 |
| 276 | 4703^73-1 | OddPerfect | SNFS(268.08) | 32 | Tom Womack: p72 * p193 |
| 277 | 137^92+92^137 | XYYXF | GNFS(184.00) | 32 | Mike Curtis: p82 * p103 |
| 278 | 149^53+53^149 cofactor | XYYXF | SNFS(260.37) | 32 | Rich Dickerson: p62 * p182 |
| 279 | Lucas(2040) | Lucas | SNFS(227.38) | 31 | Rich Dickerson: p80 * p130 |
| 280 | Lucas(4035) larger Aurifeuillian factor | Lucas | SNFS(224.87) | 31 | Rich Dickerson: p73 * p131 |
| 281 | 139^70+70^139 | XYYXF | SNFS(258.07) | 32 | Sean Wellman: p115 * p128 |
| 282 | 129^104+104^129 cofactor | XYYXF | SNFS(266.68) | 32 | Tom Womack: p59 * p155 |
| 283 | Lucas(4185) smaller Aurifeuillian | Lucas | GNFS(174.95) | 32 | Tom Womack: p49 * p127 |
| 284 | C208_129_112 | XYYXF | SNFS(268.62) | 32 | Rich Dickerson: p86 * p123 |
| 285 | 142^140+140^142 C207 cofactor | XYYXF | SNFS(267.34) | 32 | Tom Womack: p71 * p137 |
| 286 | L3655A further top-up sieving | Lucas | GNFS(191.09) | 32 | Tom Womack: p92 * p100 |
| 287 | 139^76+76^139 cofactor | XYYXF | SNFS(264.14) | 32 | Tom Womack: p105 * p109 |
| 288 | C226_150_82 | XYYXF | SNFS(263.59) | 32 | Tom Womack: p76 * p150 |
| 289 | C257_143_67 | XYYXF | SNFS(262.95) | 32 | Tom Womack: P98 * P159 |
| 290 | C255_146_67 | XYYXF | SNFS(268.77) | 32 | Tom Womack: p117 * p139 |
| 291 | C262_135_91 | XYYXF | SNFS(264.47 (quintic)) | 32 | Mike Curtis: p75 * p187 |
| 292 | C248_150_88 | XYYXF | SNFS(265.98) | 32 | Tom Womack: p97 * p151 |
| 293 | C249_134_91 | XYYXF | SNFS(264.64) | 32 | Tom Womack: p53 * p96 * p101 |
| 294 | C220_131_101 | XYYXF | SNFS(266.57) | 32 | Serge Batalov: p55 * p166 |
| 295 | C235_150_92 | XYYXF | SNFS(268.87) | 32 | Tom Womack: p84 * p151 |
| 296 | C245_150_76 | XYYXF | SNFS(260.45) | 32 | Tom Womack: p73 * p173 |
| 297 | C241_148_110 | XYYXF | SNFS(261.05) | 32 | Tom Womack: p85 * p156 |
| 298 | C242_139_72 | XYYXF | SNFS(260.58) | 31 | Tom Womack: p85 * p157 |
| 299 | 5009^73-1 | OddPerfect | SNFS(270.08) | 32 | Tom Womack: p123 * p145 |
| 300 | C250_137_86 | XYYXF | SNFS(266.96) | 32 | Tom Womack: p120 * p130 |
| 301 | C188_150_83 | XYYXF | GNFS(188) | 32 | Mike Curtis: p77 * p111 |
| 302 | C242_136_81 | XYYXF | SNFS(261.46) | 32 | Thomas Womack: p78 * p165 |
| 303 | C220_142_118 | XYYXF | SNFS(268.61) | 32 | Tom Womack: p99 * p121 |
| 304 | C242_131_99 | XYYXF | SNFS(261.43 (quintic)) | 32 | Tom Womack: p107 * p135 |
| 305 | C250_131_109 | XYYXF | SNFS(268.94) | 32 | Rich Dickerson: p94 * p157 |
| 306 | L4155B = Lucas(4155) larger Aurifeuillian | Lucas | SNFS(231.56) | 32 | Tom Womack: p72 * p145 |
| 307 | C244_131_108 | XYYXF | SNFS(268.54) | 32 | Tom Womack: p67 * p178 |
| 308 | C242_138_89 | XYYXF | SNFS(269.02) | 32 | Tom Womack: p56 * p187 |
| 309 | C246_129_115 | XYYXF | SNFS(267.94) | 32 | Rich Dickerson: p122 * p125 |
| 310 | Fib(2085) | Fibonacci | SNFS(232.21) | 32 | Serge Batalov: p74 * p147 |
| 311 | L4215B = Lucas(4215) larger Aurifeullian | Lucas | SNFS(234.90) | 32 | Serge Batalov: p87 * p122 |
| 312 | C220_139_83 | XYYXF | SNFS(266.75) | 32 | Tom Womack: p98 * p122 |
| 313 | C189_149_128 | XYYXF | GNFS(189) | 32 | Mike Curtis: p71 * p118 |
| 314 | Fibonacci(1519) | Fibonacci | SNFS(271.80) | 32 | Mike Curtis: p109 * p146 |
| 315 | C221_146_104 | XYYXF | SNFS(266.61) | 32 | Tom Womack: p70 * p151 |
| 316 | C224_128_123 | XYYXF | SNFS(272.64) | 32 | Sean Wellman: p77 * p147 |
| 317 | C249_127_117 | XYYXF | SNFS(264.73) | 32 | Sean Wellman: p73 * p177 |
| 318 | C252_127_119 | XYYXF | SNFS(263) | 32 | Tom Womack: p118 * p135 |
| 319 | C250_142_122 | XYYXF | SNFS(263.11) | 32 | Tom Womack: p64 * p77 * p111 |
| 320 | C253_133_100 | XYYXF | SNFS(267.40) | 32 | Sean Wellman: p98 * p156 |
| 321 | 5039_73m1 | OddPerfect | SNFS(270.27) | 32 | Tom Womack: p71 * p80 * p117 |
| 322 | Lucas(2043) | Lucas | SNFS(284.64) | 32 | Tom Womack: p77 * p152 |
| 323 | Lucas(2875) larger Aurifeuillian | Lucas | SNFS(240.34) | 32 | Serge Batalov: p98 * p127 |
| 324 | Lucas(2815) smaller Aurifeuillian | Lucas | SNFS(235.32) | 32 | Serge Batalov: p81 * p154 |
| 325 | Lucas(2268) cofactor | Lucas | SNFS(270.85) | 32 | Serge Batalov: p115 * p152 |
| 326 | 13_2_870m1 | Near-Cunningham | SNFS(265) | 32 | Mike Curtis: p84 * p140 |
| 327 | C214_150_59 | XYYXF | SNFS(267.80) | 32 | Sean Wellman: p92 * p122 |
| 328 | C217_133_94 | XYYXF | SNFS(264.18) | 32 | Tom Womack: p104 * p114 |
| 329 | C255_141_76 | XYYXF | SNFS(267.74) | 32 | Tom Womack: p52 * p203 |
| 330 | Lucas(1438) aim for 600Mrel | Lucas | GNFS(191.62) | 32 | Tom Womack: p60 * p133 |
| 331 | Lucas(1357) cofactor aim for 600Mrel | Lucas | SNFS(283.59) | 32 | Serge Batalov: p63 * p131 |
| 332 | C234_131_110 | XYYXF | SNFS(269.46) | 32 | Rich Dickerson: p87 * p148 |
| 333 | C235_131_107 | XYYXF | SNFS(269.91) | 32 | Tom Womack: p71 * p164 |
| 334 | L4245A (32/30, aim for 250M relations) | Lucas | SNFS(236.57) | 32 | Tom Womack: p57 * p148 |
| 335 | L4245B (32/30, aim for 300M relations) | Lucas | SNFS(236.57) | 32 | Tom Womack: p80 * p134 |
| 336 | Fibonacci(1983) | Fibonacci | SNFS(276.05) | 32 | Serge Batalov: p61 * p87 * p130 |
| 337 | L5895B (aim for 550M relations) | Lucas | GNFS(192.91) | 32 | Tom Womack: p80 * p114 |
| 338 | C211_149_66 | XYYXF | SNFS(272.93) | 32 | Tom Womack: p98 * p113 |
| 339 | C244_146_144 | XYYXF | SNFS(272.99) | 32 | Tom Womack: p90 * p155 |
| 340 | C216_133_113 | XYYXF | SNFS(273.06) | 32 | Tom Womack: p101 * p115 |
| 341 | C249_127_115 | XYYXF | SNFS(263.77) | 32 | Sean Wellman: p107 * p142 |
| 342 | C214_127_122 | XYYXF | SNFS(267.05) | 32 | Tom Womack: p56 * p159 |
| 343 | C258_141_73 | XYYXF | SNFS(264.88) | 32 | Serge Batalov: p87 * p171 |
| 344 | C190_144_125 | XYYXF | GNFS(190) | 32 | Mike Curtis: p79 * p112 |
| 345 | C240_128_119 | XYYXF | SNFS(265.67) | 32 | Rich Dickerson: p69 * p172 |
| 346 | Lucas(1947) cofactor (aim for 450M) | Lucas | SNFS(271.27) | 32 | Tom Womack: P96 * P129 |
| 347 | L2845A (aim for 250M) | Lucas | SNFS(237.83) | 32 | Tom Womack: p51 * p90 * p91 |
| 348 | Lucas(5145) small Aurifeuillian cofactor aim for 900M | Lucas | GNFS(194.73) | 33 | Mike Curtis: p63 * p133 |
| 349 | L2845B - aim for 250M relations | Lucas | SNFS(237.83) | 32 | Tom Womack: p81 * p135 |
| 350 | C240_140_79 | XYYXF | SNFS(267.81) | 32 | Tom Womack: p117 * p123 |
| 351 | C225_139_78 | XYYXF | SNFS(263.00) | 31 | Sean Wellman: p97 * p128 |
| 352 | L4275B (32/30, aim for 250M) | Lucas | SNFS(238.25) | 32 | Tom Womack: p63 * p150 |
| 353 | C196_3366_2183 | Aliquot | GNFS(196) | 33 | Mike Curtis: p90 * p107 |
| 354 | Lucas(1460) cofactor aim for 400M | Lucas | SNFS(244.10) | 32 | Tom Womack: p74 * p135 |
| 355 | C240_151_52 | XYYXF | SNFS(259.12) | 32 | Sean Wellman: p95 * p145 |
| 356 | Fibonacci(1441) aim for 450M | Fibonacci | SNFS(273.77) | 32 | Serge Batalov: p64 * p64 * p66 * p80 |
| 357 | Fibonacci(2331) cofactor (aim for 500M) | Fibonacci | SNFS(278.17) | 32 | Tom Womack: p61 * p192 |
| 358 | Fibonacci(2373) cofactor, aim for 550Mr | Fibonacci | SNFS(283.19) | 32 | Tom Womack: p93 * p180 |
| 359 | Fibonacci(2157) | Fibonacci | GNFS(189.53) | 32 | Tom Womack: p77 * p113 |
| 360 | L4485B (quartic, 32/31 aim for 320M) | Lucas | SNFS(249.95) | 32 | Sean Wellman: p81 * p125 |
| 361 | C227_142_106 | XYYXF | SNFS(263.79) | 32 | Sean Wellman: p73 * p154 |
| 362 | C231_148_122 | XYYXF | SNFS(267.8) | 32 | Tom Womack: p67 * p165 |
| 363 | C239_137_82 | XYYXF | SNFS(265.42) | 32 | Sean Wellman: p57 * p67 * p115 |
| 364 | Lucas(1977) cofactor aim for 450M | Lucas | SNFS(275.45) | 32 | Tom Womack: p85 * p143 |
| 365 | L1343 (aim for 500M) | Lucas | SNFS(280.67) | 32 | Tom Womack: p78 * p133 |
| 366 | Fibonacci(2583) aim for 500Mr | Fibonacci | GNFS(191.09) | 32 | Tom Womack: P74 * P119 |
| 367 | 13_2_877m1 | Near_Cunningham | SNFS(265) | 32 | Mike Curtis: p64 * p133 |
| 368 | Lucas(4335) larger Aurifeuillian aim for 300M | Lucas | SNFS(241.59) | 32 | Tom Womack: p57 * p160 |
| 369 | C237_143_70 | XYYXF | SNFS(267.54) | 32 | Tom Womack: p65 * p85 * p88 |
| 370 | C226_133_93 | XYYXF | SNFS(263.78) | 32 | Tom Womack: p113 * p114 |
| 371 | 2_2158M | Cunningham | GNFS(193) | 32 | Serge Batalov: p65 * p129 |
| 372 | C233_134_95 | XYYXF | SNFS(265.01) | 32 | Tom Womack: p75 * p159 |
| 373 | C238_142_132 | XYYXF | SNFS(265.63) | 32 | Sean Wellman: p 70 * p71 * p98 |
| 374 | Lucas(1582) aim for 550-600Mr | Lucas | SNFS(283.39) | 32 | Serge Batalov: p118 * p161 |
| 375 | Lucas(1519) aim for 450Mr | Lucas | SNFS(272.1) | 32 | Tom Womack: p57 * p64 * p145 |
| 376 | F2235 | Fibonacci | SNFS(248.93) | 32 | Tom Womack: p86 * p134 |
| 377 | Lucas(1532) aim for 500Mr | Lucas | GNFS(191.34) | 32 | Tom Womack: p71 * p121 |
| 378 | C196_4788_12534 | Aliquot | GNFS(196) | 33 | Mike Curtis: p71 * p125 |
| 379 | Lucas(1444) | Lucas | GNFS(192.62) | 33 | Tom Womack: p70 * p123 |
| 380 | Fibonacci(2295) aim for 600M | Fibonacci | GNFS(190.05) | 33 | Tom Womack: p64 * p127 |
| 381 | Lucas(1810) | Lucas | GNFS(193.11) | 33 | Serge Batalov: p80 * p114 |
| 382 | Fibonacci(1465) | Fibonacci | SNFS(244.65) | 32 | Serge Batalov: p62 * p71 * p87 |
| 383 | Lucas(1526) | Lucas | SNFS(273.36) | 32 | Tom Womack: p71 * p72 * p78 |
| 384 | Fibonacci(1417) | Fibonacci | SNFS(273.03) | 32 | Serge Batalov: p108 * p108 |
| 385 | L3205B | Lucas | GNFS(193.19) | 32 | Tom Womack: p96 * p98 |
| 386 | Fibonacci(1865) | Fibonacci | GNFS(193.53) | 33 | Tom Womack: p79 * p116 |
| 387 | Fibonacci(1459) | Fibonacci | GNFS(198.58) | 33 | Tom Womack: p77 * p123 |
| 388 | 9859_67m1 | OddPerfect | SNFS(267.59) | 32 | Sean Wellman: p67 * p198 |
| 389 | Lucas(3695) smaller Aurifeuillian | Lucas | GNFS(193.86) | 33 | Tom Womack: p69 * p126 |
| 390 | Lucas(5115) larger Aurifeuillian | Lucas | GNFS(194.55) | 33 | Tom Womack: p67 * p129 |
| 391 | Lucas(1983) cofactor | Lucas | SNFS(276.28) | 32 | Serge Batalov: p78 * p120 |
| 392 | Lucas(2028) cofactor | Lucas | SNFS(282.55) | 32 | Tom Womack: p94 * p103 |
| 393 | 36441801894643_17m1 | OddPerfect | SNFS(216.99 (octic)) | 31 | Tom Womack: p104 * p107 |
| 394 | 41284013010997_19m1 | OddPerfect | GNFS(181) | 32 | Tom Womack: p72 * p110 |
| 395 | 9547_67m1 | OddPerfect | SNFS(266.65) | 32 | Sean Wellman: p129 * p135 |
| 396 | 55747762232143_17m1 | OddPerfect | SNFS(219.95) | 31 | Sean Wellman: p73 * p138 |
| 397 | Fibonacci(1645) | Fibonacci | GNFS(197.10) | 33 | Tom Womack: p75 * p124 |
| 398 | C218_M17_k69 | kosta | SNFS(245.64) | 32 | Sean Wellman: p67 * p152 |
| 399 | C179_M13_85 | kosta | GNFS(179) | 32 | Sean Wellman: p56 * p124 |
| 400 | Lucas(4365) larger Aurifeuillian (lp 32/30 aim for 250M) | Lucas | SNFS(243.26) | 32 | Mike Curtis: p86 * p115 |
| 401 | C185_3366_2194 | Aliquot | GNFS(185) | 32 | Mike Curtis: p68 * p117 |
| 402 | 13_2_892m | Near-Cunningham | SNFS(269) | 32 | Mike Curtis: p59 * p138 |
| 403 | 291973723_29m1 | OddPerfect | SNFS(253.96) | 32 | M. Vang: p77 * p135 |
| 404 | C233_M13_k99 | kosta | SNFS(258.28) | 31 | Sean Wellman: p74 * p159 |
| 405 | L2965B (quartic) | Lucas | SNFS(247.86) | 32 | Tom Womack: p117 * p126 |
| 406 | 13_2_881m | Near-Cunningham | SNFS(271) | 32 | Mike Curtis: p92 * p101 |
| 407 | 33331_267 | Near-repdigit | SNFS(267.00) | 32 | Serge Batalov: p83 * p83 * p101 |
| 408 | L4635A | Lucas | GNFS(195.65) | 33 | Tom Womack: p62 * p134 |
| 409 | 11_252p | GCW | SNFS(264.32) | 32 | Sean Wellman: p91 * p94 |
| 410 | Lucas(1346) | Lucas | SNFS(281.30) | 32 | Serge Batalov: p93 * p132 |
| 411 | 107331526897849_17m1 | OddPerfect | SNFS(224.49 (octic)) | 31 | M. Vang: p106 *p110 |
| 412 | C189_3366_2206 | Aliquot | GNFS(189) | 32 | Mike Curtis: p94 * p96 |
| 413 | 52379047267_23m1 | OddPerfect | SNFS(257.26) | 31 | Sean Wellman: p87 * p109 |
| 414 | Lucas(1348) | Lucas | SNFS(281.72) | 32 | Serge Batalov: p70 * p191 |
| 415 | 11p9_605M | Homogeneous Cunningham | GNFS(176) | 31 | Sean Wellman: p65 * p112 |
| 416 | 11m5_281 | Homogeneous Cunningham | GNFS(176) | 31 | Jon Becker: p81 * p95 |
| 417 | 293459_47m1 | OddPerfect | SNFS(262.44) | 32 | Sean Wellman: p80 * p125 |
| 418 | 3_691p | GCW | GNFS(188) | 32 | Sean Wellman: p83 * p105 |
| 419 | 177__039_19m1_2nd_try | OddPerfect | SNFS(251.73) | 32 | M. Vang: p105 * p111 |
| 420 | 7p3_304 | Homogeneous_Cunningham | SNFS(258.60) | 31 | Sean Wellman: p85 * p93 |
| 421 | C198_M107_k24 | kosta | GNFS(198) | 33 | Mike Curtis: p66 * p133 |
| 422 | 83_139m1 | OddPerfect | SNFS(266.75) | 32 | Rich Dickerson: p77 * p186 |
| 423 | C221_M17_k53 | kosta | SNFS(276.35) | 32 | Sean Wellman: p103 * p118 |
| 424 | C197_3366_2218 | Aliquot | GNFS(197) | 33 | Mike Curtis: p79 * p119 |
| 425 | Lucas(2004) aim for 400M rels | Lucas | SNFS(279.21) | 32 | Tom Womack: p82 * p167 |
| 426 | 3p2_1686L | Homogeneous Cunningham | GNFS(179) | 31 | Sean Wellman: p85 * p94 |
| 427 | 10313_67m1 | OddPerfect | SNFS(268.90) | 32 | Jon Becker: p75 * p191 |
| 428 | Lucas(1366) | Lucas | SNFS(285.48) | 32 | Serge Batalov: p90 * p172 |
| 429 | C182_M19_k94 | kosta | GNFS(182) | 31 | Sean Wellman: p74 * p108 |
| 430 | 266__199_23m1 | OddPerfect | SNFS(250.23) | 32 | Mike Curtis: p70 * p149 |
| 431 | 11p6_251 | Homogeneous_Cunningham | GNFS(180) | 31 | Jon Becker: p79 * p102 |
| 432 | 9m2_277 | Homogeneous_Cunningham | GNFS(181) | 31 | Rich Dickerson: p76 * p106 |
| 433 | 157__509_19m1 | OddPerfect | SNFS(250.77) | 32 | Sean Wellman: p93 * p123 |
| 434 | 4p3_1299L | Homogeneous_Cunningham | GNFS(180) | 31 | Sean Wellman: p66 * p114 |
| 435 | C183_933436_12561 | Aliquot | GNFS(183) | 31 | Dmitry Domanov: p71 * p113 |
| 436 | C246_143_69 | XYYXF | SNFS(264.79) | 32 | M. Vang: p68 * p72 * p106 |
| 437 | 480393499_29m1 | OddPerfect | SNFS(260.45) | 31 | Jon Becker: p99 * p124 |
| 438 | 3p2_1458L | Homogeneous_Cunningham | SNFS(232 (quartic)) | 31 | Jon Becker: p93 * p140 |
| 439 | 11p10_269 | Homogeneous_Cunningham | GNFS(185) | 32 | Jon Becker: p74 * p111 |
| 440 | C254_M17_k81 | kosta | SNFS(276) | 32 | Sean Wellman: p96 * p159 |
| 441 | 28971231269_23m1 | OddPerfect | SNFS(251.09) | 32 | Rich Dickerson: p94 * p99 |
| 442 | 5p3_433 | Homogeneous_Cunningham | GNFS(185) | 32 | M. Vang: p92 * p93 |
| 443 | 5p2_830M | Homogeneous_Cunningham | SNFS(232 (quartic)) | 31 | Jon Becker: p83 * p106 |
| 444 | C244_133_102 | XYYXF | SNFS(267) | 32 | Sean Wellman: p63 * p182 |
| 445 | 9p2_305 | Homogeneous_Cunningham | SNFS(232 (quartic)) | 31 | Jon Becker: p86 * p126 |
| 446 | 9m2_305 | Homogeneous_Cunningham | SNFS(232 (quartic)) | 31 | Jon Becker: p84 * p114 |
| 447 | 310897033_29m1 | OddPerfect | SNFS(254.78) | 31 | Sean Wellman: p60 * p75* p85 |
| 448 | 127_127m1 | OddPerfect | SNFS(267.18) | 31 | Rich Dickerson: p72 * p79 * p84 |
| 449 | 15803_61m1 | OddPerfect | SNFS(256.12) | 31 | Sean Wellman: p63 * p73 * p117 |
| 450 | C189_4788_12574 | Aliquot | GNFS(189) | 32 | Mike Curtis: p62 * p128 |
| 451 | 7p5_346 | Homogeneous_Cunningham | GNFS(186) | 32 | M Vang: p92 * p94 |
| 452 | C206_143_74 | XYYXF | SNFS(269) | 32 | Sean Wellman: p82 * p124 |
| 453 | 230329301_31m1 | OddPerfect | SNFS(259.33) | 31 | Rich Dickerson: p91 * p100 |
| 454 | 4m3_511 | Homogeneous_Cunningham | SNFS(263) | 31 | Jon Becker: p83 * p102 |
| 455 | 11p3_251 | Homogeneous_Cunningham | SNFS(262) | 31 | Jon Becker: p86 * p100 |
| 456 | 17291_59m1 | OddPerfect | SNFS(254.27) | 32 | Rich Dickerson: p66 * p181 |
| 457 | 9m7_299 | Homogeneous_Cunningham | SNFS(263) | 31 | Jon Becker: p69 * p130 |
| 458 | C214_133_106 | XYYXF | SNFS(269) | 32 | Sean Wellman: p64 * p151 |
| 459 | 9p2_566L | Homogeneous_Cunningham | GNFS(185) | 32 | M. Vang: p86 * p99 |
| 460 | 30941_59m1 | OddPerfect | SNFS(269.43) | 32 | M. Vang: p102 * p105 |
| 461 | 11p4_284 | Homogeneous_Cunningham | GNFS(186) | 32 | M. Vang: p83 * p104 |
| 462 | 4p3_1341M | Homogeneous_Cunningham | GNFS(186) | 32 | M. Vang / Jon Becker: p63 * p124 |
| 463 | 7p4_341 | Homogeneous_Cunningham | SNFS(262) | 31 | Jon Becker: p70 * p119 |
| 464 | 204245563_29m1 | OddPerfect | SNFS(249.30) | 32 | M. Vang: p107 * p118 |
| 465 | 10p9_262 | Homogeneous_Cunningham | SNFS(264) | 32 | M. Vang: p82 * p113 |
| 466 | 7p6_328 | Homogeneous_Cunningham | GNFS(186) | 32 | Jon Becker: p64 * p123 |
| 467 | 11p5_251 | Homogeneous_Cunningham | SNFS(261) | 31 | Jon Becker: p61 * p182 |
| 468 | 11p7_251 | Homogeneous_Cunningham | SNFS(261) | 31 | Jon Becker: p84 * p106 |
| 469 | 11p2_251 | Homogeneous_Cunninham | SNFS(261) | 31 | Jon Becker: p78 * p120 |
| 470 | 10p9_281 | Homogeneous_Cunningham | GNFS(187) | 32 | Jon Becker: p70 * p117 |
| 471 | 13_2_882m | Near-Cunningham | SNFS(266) | 32 | Mike Curtis: p55 * p176 |
| 472 | 8m7_323 | Homogeneous_Cunningham | GNFS(188) | 32 | Sean Wellman: p86 * p103 |
| 473 | 4p3_1533M | Homogeneous_Cunningham | SNFS(264) | 31 | Jon Becker: p64 * p145 |
| 474 | 7p3_347 | Homogeneous_Cunningham | GNFS(188) | 32 | M. Vang: p79 * p109 |
| 475 | 10m9_263 | Homogeneous_Cunningham | SNFS(263) | 32 | M. Vang: p69 * p124 |
| 476 | 7p5_875L | Homogeneous_Cunningham | GNFS(188) | 32 | Jon Becker: p89 * p99 |
| 477 | 9m5_665L | Homogeneous_Cunningham | GNFS(187) | 32 | Jon Becker: p82 * p106 |
| 478 | 10867_67m1 | OddPerfect | SNFS(270.42) | 32 | Sean Wellman: p87 * p108 |
| 479 | 13_2_884m1 | Near-Cunningham | SNFS(267) | 32 | Mike Curtis: p104 * p117 |
| 480 | 13_2_885m1 | Near-Cunningham | SNFS(267.5) | 32 | Mike Curtis: p66 * p139 |
| 481 | 4p3_433 | Homogeneous_Cunningham | SNFS(260) | 31 | Jon Becker: p71 * p170 |
| 482 | 4p3_473 | Homogeneous_Cunningham | SNFS(259 (quintic)) | 31 | Jon Becker: p95 * p113 |
| 483 | 13_2_889m1 | Near-Cunningham | SNFS(268) | 32 | Mike Curtis: p68 * p144 |
| 484 | 5p2_407 | Homogeneous_Cunningham | SNFS(259 (quintic)) | 31 | Jon Becker: p92 * p108 |
| 485 | 4m3_437 | Homogeneous_Cunningham | SNFS(263) | 32 | M. Vang: p68 * p130 |
| 486 | 5p3_379 | Homogeneous_Cunnigham | SNFS(265) | 32 | M. Vang: p88 * p108 |
| 487 | 5p3_407 | Homogeneous_Cunningham | SNFS(258) | 31 | M. Vang: p67 * p68 * p76 |
| 488 | 13_2_894m | Near-Cunningham | SNFS(270) | 32 | Mike Curtis: p85 * p157 |
| 489 | 7p2_314 | Homogeneous_Cunningham | SNFS(265) | 32 | M. Vang: p97 * p98 |
| 490 | 3p2_556 | Homogeneous_Cunningham | SNFS(265) | 32 | M. Vang: p72 * p114 |
| 491 | 4933_71m1 | OddPerfect | SNFS(265.90) | 32 | M. Vang: p108 * p136 |
| 492 | 9m5_281 | Homogeneous_Cunningham | SNFS(268) | 32 | M. Vang: p65 * p130 |
| 493 | 13_2_909m1 | Near-Cunningham | SNFS(274) | 33 | Mike Curtis: p69 * p195 |
| 494 | 4733_71m1 | OddPerfect | SNFS(264.61) | 32 | M. Vang: p67 * p157 |
| 495 | 3p2_551 | Homogeneous_Cunningham | SNFS(263) | 31 | Greg Childers: p57 * p131 |
| 496 | 13_2_911m1 | Near-Cunningham | SNFS(275) | 32 | Mike Curtis: p65 * p192 |
| 497 | C223_151_56 | XYYXF | SNFS(264) | 32 | Greg Childers: p84 * p139 |
| 498 | 9m7_271 | Homogeneous_Cunningham | SNFS(258) | 31 | Sean Wellman: p110 * p135 |
| 499 | C199_M31_k35a | kosta | SNFS(280) | 33 | Sean Wellman: p85 * p115 |
| 500 | C234_146_63 | XYYXF | SNFS(262) | 33 | Sean Wellman: p108 * p127 |
| 501 | 13_2_912m1 | Near-Cunningham | SNFS(275) | 33 | Mike Curtis: p60 * p84 * p122 |
| 502 | 9p2_610L | Homogeneous_Cunningham | SNFS(232 (quartic)) | 32 | Greg Childers: p75 * p131 |
| 503 | 907_89m1 | OddPerfect | SNFS(266) | 32 | M. Vang: p67 * p72 * p120 |
| 504 | 1093_89m1 | OddPerfect | SNFS(273) | 32 | M. Vang: p60 * p127 |
| 505 | 13_2_913m1 | Near-Cunningham | SNFS(275) | 33 | Greg Childers: p123 * p134 |
| 506 | 7001_71m1 | OddPerfect | SNFS(276) | 32 | Greg Childers: p103 * p167 |
| 507 | 10p7_295 | Homogeneous_Cunningham | SNFS(236 (quartic)) | 32 | Greg Childers: p84 * p144 |
| 508 | C233_146_112 | XYYXF | SNFS(267) | 32 | Greg Childers: p93 * p140 |
| 509 | C246_133_107 | XYYXF | SNFS(269) | 32 | Greg Childers: p67 * p180 |
| 510 | 7129_71m1 | OddPerfect | SNFS(277) | 33 | Greg Childers: p76 * p195 |
| 511 | 6451_73m1 | OddPerfect | SNFS(278) | 33 | Greg Childers: p112 * p163 |
| 512 | 7237_71m1 | OddPerfect | SNFS(277) | 33 | Greg Childers: p78 * p89 * p104 |
| 513 | 13_2_922m1 | Near-Cunningham | SNFS(278) | 33 | Mike Curtis: p59 * p69 * p120 |
| 514 | C240_141_79 | XYYXF | SNFS(267) | 33 | Greg Childers: p67 * p82 * p92 |
| 515 | 8p5_335 | Homogeneous_Cunningham | SNFS(242 (quartic)) | 33 | Jon Becker: p59 * p130 |
| 516 | 9p7_637M_a | Homogeneous_Cunningham | SNFS(260) | 31 | Sean Wellman: p79 * p163 |
| 517 | 10p9_272 | Homogeneous_Cunningham | GNFS(188) | 33 | Greg Childers: p90 * p99 |
| 518 | 5m4_985M | Homogeneous_Cunningham | GNFS(192) | 33 | Greg Childers: p72 * p121 |
| 519 | 12p7_275 | Homogeneous_Cunningham | SNFS(237 (quartic)) | 32 | Greg Childers: p86 * p118 |
| 520 | 8p3_1014M | Homogeneous_Cunningham | GNFS(191) | 33 | Greg Childers: p88 * p104 |
| 521 | 8p3_786L | Homogeneous_Cunningham | SNFS(236 (quartic)) | 32 | Jon Becker: p83 * p143 |
| 522 | 5m3_425 | Homogeneous_Cunningham | SNFS(237 (quartic)) | 33 | Greg Childers: p88 * p105 |
| 523 | C191_933436_12595 | Aliquot | GNFS(191) | 33 | Greg Childers: p89 * p103 |
| 524 | 331_109m1 | OddPerfect | SNFS(274) | 33 | Greg Childers: p60 * p95 * p101 |
| 525 | 3p2_625 | Homogeneous_Cunningham | SNFS(238 (quartic)) | 33 | Jon Becker: p100 * p114 |
| 526 | 9m5_625M | Homogeneous_Cunningham | SNFS(238 (quartic)) | 33 | Greg Childers: p79 * p160 |
| 527 | 9p7_313_1 | Homogeneous_Cunningham | GNFS(176) | 31 | Greg Childers: p66 * p111 |
| 528 | 7m4_355 | Homogeneous_Cunningham | SNFS(240 (quartic)) | 33 | Jon Becker: p107 * p130 |
| 529 | 10p7_284 | Homogeneous_Cunningham | GNFS(185) | 32 | Sean Wellman: p69 * p117 |
| 530 | C186_11040_10202 | Aliquot | GNFS(186) | 32 | Greg Childers: p62 * p124 |
| 531 | 11m9_251 | Homogeneous_Cunningham | SNFS(261) | 31 | Greg Childers: p98 * p144 |
| 532 | 11m3_759M | Homogeneous_Cunningham | GNFS(191) | 33 | Greg Childers: p90 * p102 |
| 533 | 3p2_1674L | Homogeneous_Cunningham | GNFS(192) | 33 | Jon Becker: p72 * p120 |
| 534 | 10p9_283 | Homogeneous_Cunningham | GNFS(194) | 33 | Greg Childers: p94 * p101 |
| 535 | 5p2_1090M | Homogeneous_Cunningham | GNFS(194) | 33 | Greg Childers: p85 * p109 |
| 536 | 13_2_923m1_1 | Near-Cunningham | SNFS(278) | 33 | Mike Curtis: p69 * p187 |
| 537 | 11m7_251 | Homogeneous_Cunningham | SNFS(261) | 32 | Sean Wellman: p105 * p142 |
| 538 | 263_109m1 | OddPerfect | SNFS(263) | 32 | Greg Childers: p92 * p118 |
| 539 | C214_M31_k70 | kosta | SNFS(279) | 33 | Greg Childers: p78 * p136 |
| 540 | 7p5_875M | Homogeneous_Cunningham | GNFS(194) | 33 | Greg Childers: p79 * p116 |
| 541 | C192_785232_11564 | Aliquot | GNFS(192) | 33 | Greg Childers: p69 * p124 |
| 542 | 221110919_31m1 | OddPerfect | SNFS(258) | 32 | Greg Childers: p83 * p169 |
| 543 | 4p3_1419M | Homogeneous Cunningham | GNFS(193) | 33 | Greg Childers: p74 * p120 |
| 544 | C251_148_65 | XYYXF | SNFS(268) | 33 | Greg Childers: p85 * p167 |
| 545 | 10p3_262 | Homogeneous_Cunningham | SNFS(262) | 31 | Sean Wellman: p77 * p119 |
| 546 | 13_2_927m1 | Near-Cunningham | SNFS(278) | 33 | Mike Curtis: p73 * p162 |
| 547 | 10p7_308 | Homogeneous_Cunningham | SNFS(264) | 32 | Sean Wellman: p93 * p97 |
| 548 | 560_3_560m1 | GW | SNFS(270) | 32 | Oliver Kruse: p91 * p180 |
| 549 | 5p2_950M | Homogeneous_Cunningham | GNFS(192) | 33 | Florian Baur: p72 * p120 |
| 550 | f51_169m1 | Brent | SNFS(266) | 32 | Chris Kendon: p102 * p166 |
| 551 | 11p8_257 | Homogeneous_Cunningham | SNFS(267) | 32 | Sean Wellman: p80 * p125 |
| 552 | 5231_73m1 | OddPerfect | SNFS(271) | 32 | Oliver Kruse: p79 * p127 |
| 553 | 2_2826L | Cunningham | SNFS(283) | 33 | Sergey Batalov: p117 * p129 |
| 554 | 11m10_263 | Homogeneous_Cunningham | SNFS(273) | 32 | Sean Wellman: p71 * p121 |
| 555 | C217_146_130 | XYYXF | SNFS(269) | 33 | Greg Childers: p102 * p115 |
| 556 | C193_3408_1720 | Aliquot | GNFS(193) | 33 | Greg Childers: p77 * p117 |
| 557 | 7m6_323 | Homogeneous_Cunningham | SNFS(273) | 32 | Sean Wellman: p77 * p116 |
| 558 | 2_1416p1 | Cunningham | SNFS(284) | 33 | Sergey Batalov: p110 * p132 |
| 559 | 7489_71m1 | OddPerfect | SNFS(278) | 33 | Oliver Kruse: p101 * p171 |
| 560 | 143__553_17m1 | OddPerfect | SNFS(242 (octic)) | 32 | Rich Dickerson & Greg Childers: p79 * p154 |
| 561 | C213_146_132 | XYYXF | SNFS(268) | 33 | Greg Childers: p80 * p134 |
| 562 | 9p8_277 | Homogeneous_Cunningham | SNFS(264) | 32 | Florian Baur: p71 * p169 |
| 563 | 2_1419m1 | Cunningham | SNFS(284) | 33 | Greg Childers: p100 * p141 |
| 564 | 11m3_825M | Homogeneous_Cunningham | GNFS(195) | 33 | Greg Childers: p96 * p99 |
| 565 | 314__757_19m1 | OddPerfect | SNFS(256) | 33 | Greg Childers: p74 * p144 |
| 566 | 2_2862M | Cunningham | SNFS(287) | 33 | Greg Childers: p67 * p166 |
| 567 | 11p8_550M | Homogeneous_Cunningham | GNFS(195) | 33 | Greg Childers: p66 * p129 |
| 568 | 1888171_41m1 | OddPerfect | SNFS(263) | 32 | Greg Childers: p108 * p132 |
| 569 | 2_1443m1 | Cunningham | SNFS(290) | 33 | Evan Engler: p79 * p169 |
| 570 | 3_565p | GCW | GNFS(184) | 32 | Oliver Kruse: p81 * p103 |
| 571 | 10_277m | GCW | GNFS(188) | 32 | Oliver Kruse: p66 * p122 |
| 572 | C186_933436_12612 | Aliquot | GNFS(186) | 32 | Dmitry Domanov: p57 * p129 |
| 573 | 13_2_938m1_2nd_try | Near-Cunningham | SNFS(283) | 33 | Greg Childers: p71 * p212 |
| 574 | 13_2_929m1 | Near-Cunningham | SNFS(281) | 33 | Mike Curtis: p72 * p172 |
| 575 | C189_11040_10209 | Aliquot | GNFS(189) | 33 | Greg Childers: p92 * p97 |
| 576 | C195_145_122 | XYYXF | GNFS(195) | 33 | Greg Childers: p84 * p112 |
| 577 | 11p7_290 | Homogeneous_Cunningham | SNFS(241 (quartic)) | 33 | Greg Childers: p68 * p125 |
| 578 | L1992 | Lucas | SNFS(278) | 33 | Greg Childers: p64 * p142 |
| 579 | 6p5_374 | Homogeneous_Cunningham | SNFS(264) | 32 | Greg Childers: p67 * p171 |
| 580 | 3_543m | GCW | SNFS(262) | 32 | Oliver Kruse: p88 * p117 |
| 581 | 9p7_283 | Homogeneous_Cunningham | SNFS(270) | 32 | Greg Childers: p92 * p104 |
| 582 | 4p3_1341L | Homogeneous_Cunningham | SNFS(269) | 32 | Greg Childers: p60 * p132 |
| 583 | 11p3_290 | Homogeneous_Cunningham | SNFS(241 (quartic)) | 33 | Greg Childers: p93 * p118 |
| 584 | 7p3_323 | Homogeneous_Cunningham | SNFS(273) | 32 | Greg Childers: p88 * p103 |
| 585 | Lucas(2019) | Lucas | SNFS(281) | 33 | Greg Childers: p101 * p156 |
| 586 | C270_130_127 | XYYXF | SNFS(273 (quintic)) | 33 | Greg Childers: p127 * p144 |
| 587 | C190_785232_11573 | Aliquot | GNFS(190) | 33 | Greg Childers: p74 * p116 |
| 588 | 12p7_256 | Homogeneous_Cunningham | SNFS(276) | 33 | Greg Childers: p94 * p103 |
| 589 | W861 | Woodall | SNFS(262) | 32 | Oliver Kruse: p90 * p141 |
| 590 | 5m4_865M | Homogeneous_Cunningham | SNFS(241 (quartic)) | 33 | Greg Childers: p92 * p130 |
Name: The name identifying the number (Cnnn=composite, etc, project dependent) - probably the workunits name prefix
Project: The factoring project for which this number is sieved
Type: Factoring algorithm and relative calculation difficulty
Bits: Another measure of difficulty, indicating how much relations are required
Q range: Sieving range, indicating the total number of workunits, each one managing 4k Q values
Pushed: Fraction of the Q range for which workunits have been generated
Unsent: Workunits that have been generated but not sent to anyone yet
Pending: Workunits that have been sent to clients for computation
Received: Workunits that have been processed by clients, and that we have received and accumulated
Relations: Cumulated number of NFS relations in all the received results
Est. Pending Rels: Estimated number of relations in the pending result, calculated from the number of received relations and results