Detailed status of lasieved

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NFS@Home currently is sieving the following numbers using the lasieved 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.

Now sieving

These numbers are being distributed to the clients right now. You can notice them because the workunits you get starts with these names. We need ~55-60M relations for 29-bits numbers, 110+M for 30 bits numbers, and 210+M for 31 bits numbers.

#NameProjectTypeBitsQ rangePushedUnsentPendingReceivedRelationsEst. Pending RelsPost processing / Comments
1 L1758LucasSNFS(245)3120-180 M100 %099990270653118270924Carlos Pinho
2 L1761LucasSNFS(245)3120-160 M100 %0939805522172785219131080
3 L1298LucasSNFS(247 (quintic))3120-160 M75.32 %432314288401541287426201885

Total size of result files: 29.63 GB

Queued

These numbers are planned, they are currently reviewed or waiting for space on the server disk, and will soon be processed.

#NameProjectTypeBitsPost processing / Comments
1 L1379LucasSNFS(247)31
2 L1776LucasSNFS(247)31
3 L1779LucasSNFS(248)31
4 L1187LucasSNFS(248)31
5 L1193LucasSNFS(249)31

Queued for post processing

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.

#NameProjectTypeBitsQ rangePushedUnsentPendingReceivedRelationsEst. Pending RelsPost processing / Comments

Total size of MANAGED pending files: 0 GB

Post processing

These numbers have been successfully sieved, and are being post processed

#NameProjectTypeBitsPost processing / Comments
1 11_10_233mHomogeneous CunninghamSNFS(244)31Carlos Pinho

Completed

These numbers have been successfully factored

#NameProjectTypeBitsPost processing / Comments
1 SF1255FibonacciSNFS(209.8)30Greg Childers: P63 * P125
2 3448774616620351411_13_minus1OddPerfectSNFS(222)30Greg Childers: P60 * P123 (ECM to 2/9 of SNFS difficulty)
3 SF1593FibonacciSNFS(222)30Greg Childers: P74 * P91
4 SF1599FibonacciSNFS(223)30Carlos Pinho: P76 * P110
5 SL1473LucasSNFS(205.2)29Mathew: P69 * P96
6 SL1482LucasSNFS(206.5)29Carlos Pinho: P85 * P93
7 SL1497LucasSNFS(208.6)29Carlos Pinho: P53 * P117
8 SL1521LucasSNFS(212)29Greg Childers: P59 * P119
9 SL1524LucasSNFS(213)29Mathew: P67 * P135
10 SL1527LucasSNFS(213)29Carlos Pinho: P74 * P110
11 5_492_plus1 CunninghamSNFS(231)30 Carlos Pinho: P82 * P88
12 11_327_minus1CunninghamSNFS(227)30 Serge Batalov: P77 * P116
13 11_327_plus1CunninghamSNFS(227)30M. Vang: P100 * P120
14 11_324_plus1CunninghamSNFS(225)30Lionel Debroux: P78 * P120
15 1621_73_minus1OddPerfectSNFS(234)30M. Vang: P112 * P120
16 1669_67_minus1OddPerfectSNFS(215)29Carlos Pinho: P104 * P104
17 1583_71_minus1OddPerfectSNFS(230)30Carlos Pinho: P88 * P137
18 8647_61_minus1OddPerfectSNFS(240)31M. Vang: P63 * P124
19 np_111n^n+(n+1)^(n+1)SNFS(229.5 (quintic))30M. Vang: P60 * P107 (ECM to 2/9 of SNFS difficulty by Rich Dickerson & Walter Nissen)
20 F1157FibonacciSNFS(223)30M. Vang: P80 * P83
21 F1629FibonacciSNFS(227)30M. Vang: P57 * P115
22 F1097FibonacciSNFS(229)30M. Vang: P68 * P95
23 F1647FibonacciSNFS(229)30M. Vang: p75 * p152
24 2437_73_minus1OddPerfectSNFS(247)31M. Vang: P117 * P128 (ECM to 2/9 of SNFS difficulty)
25 887_95_minus1OddPerfectSNFS(224 (quartic))31M. Vang: P68 * P146
26 L1608LucasSNFS(224)30M. Vang: P73 * P126
27 863_95_minus1OddPerfectSNFS(223 (quartic))31M. Vang: P82 * P119
28 769_95_minus1OddPerfectSNFS(219 (quartic))31M. Vang: P64 * P132
29 np_112n^n+(n+1)^(n+1)SNFS(238)30M. Vang: p84 * p130 (ECM beyond 2/9 of SNFS difficulty by yoyo@home & Rich Dickerson)
30 L1073LucasSNFS(224)30M. Vang: P81 * P97
31 2389669_37_minus1OddPerfectSNFS(236)30M. Vang: P65 * P133
32 25646167_31_minus1OddPerfectSNFS(230)30M. Vang: P85 * P135
33 L1267LucasSNFS(227)30Jarod McClintock: p63 * p66 * p86
34 3499_61_minus1OddPerfectSNFS(216)29Jarod McClintock: P72 * P142
35 np_114n^n+(n+1)^(n+1)SNFS(237)30M. Vang: p96 * p140
36 170638711_29_minus1OddPerfectSNFS(247)31G. Childers: P68 * P156
37 L1096LucasSNFS(229)30Carlos Pinho: P75 * P117
38 3931_59_minus1OddPerfectSNFS(216)29Carlos Pinho: P76 * P134
39 375086223641_19_minus1OddPerfectSNFS(220)31Carlos Pinho: p63 * p115
40 216379544877064501_13_minus1OddPerfectSNFS(208)29Jarod McClintock: P56 * P126
41 757_95_minus1OddPerfectSNFS(219 (quartic))31M. Vang: P69 * P120
42 GC_3_418GCWSNFS(203)29Carlos Pinho: P50 * P140
43 GC_7_244GCWSNFS(209)29Carlos Pinho: P53 * P105
44 863_83_minus1OddPerfectSNFS(247)31M. Vang: P98 * P120
45 2351_71_minus1OddPerfectSNFS(243)31M. Vang: P72 * P79 * P86
46 1613_67_minus1OddPerfectSNFS(215)29Lionel Debroux: p80 * p111
47 3767_61_minus1_2OddPerfectSNFS(218)29M. Vang: P62* P153
48 853_91_minus1OddPerfectSNFS(228)30M. Vang: P81 * P115
49 L1539LucasSNFS(214)29Jarod McClintock: P85 * P104
50 3709_61_minus1OddPerfectSNFS(218)29M. Vang: P100 * P115
51 L1563LucasSNFS(218)29Mathew: P67 * P100
52 503_95_minus1OddPerfectSNFS(205 (quartic))31M. Vang: P86 * P102
53 L1569LucasSNFS(219)29M. Vang: P89 * P113
54 677_95_minus1OddPerfectSNFS(215 (quartic))31M. Vang: p99 * p103
55 701_95_minus1OddPerfectSNFS(216 (quartic))31M. Vang: P83 * P121
56 4003_59_minus1OddPerfectSNFS(216)29M. Vang: P62 * P148
57 797_95_minus1OddPerfectSNFS(220 (quartic))31M. Vang: P71 * P121
58 2_1584PElevenSmoothGNFS(168)31Mathew: p78 * p91
59 C242_119_109XYYXFSNFS(244)31M. Vang: P55 * P187 (ECM to t55 by yoyo@home)
60 L1280LucasSNFS(214 (quartic))31M. Vang: p68 * p112
61 L2545BLucasSNFS(213 (quartic))31M. Vang: p67 * p114
62 241_115_minus1OddPerfectSNFS(219 (quartic))31G. Childers: P59 * P138
63 3181_67_minus1OddPerfectSNFS(235)30G. Childers: P99 * P133
64 322757_43_minus1OddPerfectSNFS(237)31G. Childers: P68 * P164
65 L2555BLucasSNFS(214 (quartic))31G. Childers: P69 * P106
66 161_115_minus1OddPerfectSNFS(204 (quartic))30M. Vang: p53 * p139
67 313549_37_minus1OddPerfectSNFS(203 (sextic))29G. Childers: P50 * P109
68 L2575BLucasSNFS(215 (quartic))31Thomas Womack: P88 * P103
69 413588356833933793_13_minus1OddPerfectSNFS(211)29G. Childers: P67 * P83
70 269_115_minus1OddPerfectSNFS(223 (quartic))31G. Childers: P73 * P129
71 L2605ALucasSNFS(218 (quartic))31Thomas Womack: P59 * P116
72 137_119_minus1OddPerfectSNFS(218 (sextic))30G. Childers: P60 * P146
73 853_83_minus1OddPerfectSNFS(246)31Serge Batalov: p95 * p98
74 937_73_minus1OddPerfectSNFS(217 (sextic))29G. Childers: P66 * P135
75 941_67_minus1OddPerfectSNFS(199)28Jarod McClintock: p88 * p96
76 947_67_minus1OddPerfectSNFS(199)28Jarod McClintock: P53 * P108
77 971_71_minus1OddPerfectSNFS(215)29G. Childers: P63 * P141
78 977_67_minus1OddPerfectSNFS(200)28Lionel Debroux: P92 * P99
79 991_71_minus1OddPerfectSNFS(215)29G. Childers: P50 * P52 * P81
80 L2605BLucasSNFS(218 (quartic))31Thomas Womack: p78 * p113
81 997_67_minus1OddPerfectSNFS(200)28Jarod McClintock: P61 * P95
82 997_71_minus1OddPerfectSNFS(216)29G. Childers: P78 * P86
83 89_121_minus1OddPerfectSNFS(214 (quintic))30G. Childers: P62 * P125
84 101_121_minus1OddPerfectSNFS(220 (quintic))30G. Childers: P102 * P109
85 131_121_minus1OddPerfectSNFS(233)31G. Childers: P67 * P167
86 137_121_minus1OddPerfectSNFS(235)31G. Childers: P66 * P152
87 179_121_minus1OddPerfectSNFS(247 (quintic))31G. Childers: P106 * P129
88 L1112LucasSNFS(233)31Serge Batalov: p72 * p101
89 11411_108Near-repdigitSNFS(217)29Mathew: P65 * P151 (ECM to t50 by yoyo@home)
90 L1117LucasSNFS(234)31Thomas Womack: P103 * P123
91 157_125_minus1OddPerfectSNFS(220 (quartic))31G. Childers: P88 * P132
92 157_121_minus1OddPerfectSNFS(242 (quintic))31G. Childers: P104 * P127
93 C162_126_83XYYXFGNFS(162)30G. Childers: P81 * P82
94 L1686LucasSNFS(235)30G. Childers: P94 * P103
95 L1126LucasSNFS(235)30G. Childers: P58 * P69 * P92
96 202095340841_19_minus1OddPerfectSNFS(215)30G. Childers: P56 * P149
97 4673_59_minus1OddPerfectSNFS(220)30G. Childers: P74 * P100
98 L1689LucasSNFS(236)30G. Childers: P83 * P119
99 L1316LucasSNFS(236)30G. Childers: P82 * P99
100 L1139LucasSNFS(239)30Mathew: P62 * P111
101 L1129LucasSNFS(236)30Serge Batalov: P95 * P136
102 L1138LucasSNFS(238)30G. Childers: P99 * P106
103 L1698LucasSNFS(237)30G. Childers: P102 * P112
104 L1692LucasSNFS(236)30G. Childers: P60 * P153
105 4057_67_minus1_2OddPerfectSNFS(242)31G. Childers: P79 * P114
106 4649_61_minus1OddPerfectSNFS(224)30Never distributed - factored by Ryan Propper: p50 * p51 * p121
107 L1243LucasSNFS(237 (quintic))31G. Childers: P69 * P156
108 F1117FibonacciSNFS(233)30Rich Dickerson: P74 * P152
109 F1121FibonacciSNFS(234)30Lionel Debroux: p105 * p114
110 F1671FibonacciSNFS(233)30Rich Dickerson: P60 * P168
111 55559_224Near-repdigitSNFS(225)30Dmitry Domanov: P74 * P147
112 F1243FibonacciSNFS(236 (quintic))31G. Childers: P80 * P129
113 F1707FibonacciSNFS(238)30Rich Dickerson: P67 * P148
114 F1719FibonacciSNFS(239)30G. Childers: P74 * P133
115 88889_221Near-repdigitSNFS(223)29G. Childers: P82 * P133
116 99991_221Near-repdigitSNFS(222)29Rich Dickerson: p95 * p112
117 L1153LucasSNFS(241)31G. Childers: P74 * P115
118 L1731LucasSNFS(242)31G. Childers: P68 * P127
119 L1351LucasSNFS(242)31G. Childers: P66 * P124
120 L1737LucasSNFS(242)31Rich Dickerson: P113 * P114
121 L1159LucasSNFS(243)31G. Childers: P77 * P133
122 L1261LucasSNFS(244)31Rich Dickerson: P61 * P85 * P86
123 L1746LucasSNFS(244)31Carlos Pinho: P88 * P118
124 L1749LucasSNFS(244)31Rich Dickerson: P85 * P133
125 F1153FibonacciSNFS(241)31Rich Dickerson: P65 * P117
126 F1261FibonacciSNFS(243)31Rich Dickerson: P73 * P168
127 F1181FibonacciSNFS(246)31G. Childers: P89 * P152
128 F1379FibonacciSNFS(247)31Rich Dickerson: P82 * P123
129 F1773FibonacciSNFS(247)31G. Childers: P87 * P109
130 F1779FibonacciSNFS(248)31G. Childers: P82 * P125
131 F1189FibonacciSNFS(248)31Rich Dickerson: P82 * P104
132 F1193FibonacciSNFS(249)31Thomas Womack: p77 * p164
133 F1791FibonacciSNFS(250)31Thomas Womack: P111 * P115
134 L1752LucasSNFS(244)31Thomas Womack: P82 * P110

Explanations

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 16k 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



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