All tasks for computer 772
State: All (3888) · In progress (6) · Validation pending (0) · Validation inconclusive (0) · Valid (3690) · Invalid (2) · Error (190)
| Task click for details Show names | Work unit click for details | Sent | Time reported or deadline explain | Status | Run time (sec) | CPU time (sec) | Credit | Application |
|---|---|---|---|---|---|---|---|---|
| 3943754 | 3689090 | 21 Dec 2024, 19:50:06 UTC | 27 Dec 2024, 19:50:07 UTC | In progress | --- | --- | --- | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943952 | 3689288 | 21 Dec 2024, 19:49:59 UTC | 27 Dec 2024, 19:50:00 UTC | In progress | --- | --- | --- | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943880 | 3689216 | 21 Dec 2024, 19:33:26 UTC | 27 Dec 2024, 19:33:27 UTC | In progress | --- | --- | --- | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943854 | 3689190 | 21 Dec 2024, 18:59:17 UTC | 27 Dec 2024, 18:59:18 UTC | In progress | --- | --- | --- | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943719 | 3689055 | 21 Dec 2024, 18:59:10 UTC | 27 Dec 2024, 18:59:11 UTC | In progress | --- | --- | --- | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943566 | 3688902 | 21 Dec 2024, 18:43:11 UTC | 27 Dec 2024, 18:43:12 UTC | In progress | --- | --- | --- | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943761 | 3689097 | 21 Dec 2024, 18:08:36 UTC | 21 Dec 2024, 19:49:58 UTC | Completed and validated | 3,054.32 | 3,052.16 | 72.22 | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943758 | 3689094 | 21 Dec 2024, 18:07:28 UTC | 21 Dec 2024, 19:49:58 UTC | Completed and validated | 3,080.37 | 3,078.71 | 72.22 | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943819 | 3689155 | 21 Dec 2024, 17:50:32 UTC | 21 Dec 2024, 19:33:26 UTC | Completed and validated | 3,076.59 | 3,075.01 | 72.22 | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943770 | 3689106 | 21 Dec 2024, 17:16:59 UTC | 21 Dec 2024, 18:59:10 UTC | Completed and validated | 3,103.64 | 3,102.00 | 72.22 | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943788 | 3689124 | 21 Dec 2024, 17:15:52 UTC | 21 Dec 2024, 18:59:10 UTC | Completed and validated | 3,096.62 | 3,095.33 | 72.22 | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943738 | 3689074 | 21 Dec 2024, 16:58:21 UTC | 21 Dec 2024, 18:43:10 UTC | Completed and validated | 3,152.94 | 3,150.75 | 72.22 | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943701 | 3689037 | 21 Dec 2024, 16:24:43 UTC | 21 Dec 2024, 18:07:27 UTC | Completed and validated | 3,116.83 | 3,114.67 | 72.22 | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943324 | 3688660 | 21 Dec 2024, 16:24:36 UTC | 21 Dec 2024, 18:07:27 UTC | Completed and validated | 3,123.92 | 3,122.41 | 72.22 | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943585 | 3688921 | 21 Dec 2024, 16:07:00 UTC | 21 Dec 2024, 17:50:32 UTC | Completed and validated | 3,131.14 | 3,129.40 | 72.22 | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943454 | 3688790 | 21 Dec 2024, 15:34:43 UTC | 21 Dec 2024, 17:15:51 UTC | Completed and validated | 3,110.29 | 3,108.30 | 72.22 | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943642 | 3688978 | 21 Dec 2024, 15:32:34 UTC | 21 Dec 2024, 17:15:51 UTC | Completed and validated | 3,092.25 | 3,090.46 | 72.22 | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943611 | 3688947 | 21 Dec 2024, 15:16:16 UTC | 21 Dec 2024, 16:58:20 UTC | Completed and validated | 3,081.50 | 3,080.18 | 72.22 | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943497 | 3688833 | 21 Dec 2024, 14:42:54 UTC | 21 Dec 2024, 16:24:35 UTC | Completed and validated | 3,059.50 | 3,056.97 | 72.22 | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
| 3943345 | 3688681 | 21 Dec 2024, 14:40:46 UTC | 21 Dec 2024, 16:24:35 UTC | Completed and validated | 3,105.51 | 3,104.19 | 72.22 | Symmetric Prime Tuples v1.01 x86_64-pc-linux-gnu |
State: All (3888) · In progress (6) · Validation pending (0) · Validation inconclusive (0) · Valid (3690) · Invalid (2) · Error (190)
©2024 Natalia Makarova & Alex Belyshev & Tomáš Brada