Fri Sep 8 09:18:35 AM UTC 2023 : embed using BFKL
Fri Sep 8 09:18:44 AM UTC 2023 : embed using BFKL
Fri Sep 8 09:25:17 AM UTC 2023 : embed using BFKL: finished
Fri Sep 8 09:25:17 AM UTC 2023 : embed using Lorentz 2D
Sat Sep 9 12:33:01 AM UTC 2023 : embed using Lorentz 2D: finished
Sat Sep 9 12:33:01 AM UTC 2023 : evaluate Lorentz 2D
Sat Sep 9 12:59:35 AM UTC 2023 : evaluate Lorentz 2D: finished
Sat Sep 9 12:59:35 AM UTC 2023 : convert Lorentz 2D
Sat Sep 9 01:00:24 AM UTC 2023 : convert Lorentz 2D: finished
Sat Sep 9 01:00:24 AM UTC 2023 : improve Lorentz 2D
Sat Sep 9 01:06:03 AM UTC 2023 : improve Lorentz 2D: finished
Sat Sep 9 01:06:03 AM UTC 2023 : improve BFKL
Sat Sep 9 01:39:51 AM UTC 2023 : improve BFKL: finished
Sat Sep 9 01:39:51 AM UTC 2023 : evaluate bfkl cmap
Sat Sep 9 01:40:03 AM UTC 2023 : evaluate bfkl cmap: finished
Sat Sep 9 01:40:03 AM UTC 2023 : evaluate bfkl greedy
Sat Sep 9 01:40:14 AM UTC 2023 : evaluate bfkl greedy: finished
Sat Sep 9 01:40:14 AM UTC 2023 : evaluate lorentz2 greedy
Sat Sep 9 01:40:23 AM UTC 2023 : evaluate lorentz2 greedy: finished
Sat Sep 9 01:40:23 AM UTC 2023 : evaluate dhrg greedy
Sat Sep 9 01:40:28 AM UTC 2023 : evaluate dhrg greedy: finished
Sat Sep 9 01:40:28 AM UTC 2023 : evaluate ddhrg bfkl cmap
Sat Sep 9 01:40:33 AM UTC 2023 : evaluate bfkl cmap: finished
Sat Sep 9 01:40:33 AM UTC 2023 : evaluate ddhrg lorentz2 cmap
Sat Sep 9 01:40:38 AM UTC 2023 : evaluate bfkl cmap: finished
Sat Sep 9 01:40:38 AM UTC 2023 : evaluate ddhrg bfkl greedy
Sat Sep 9 01:40:43 AM UTC 2023 : evaluate bfkl greedy: finished
Sat Sep 9 01:40:43 AM UTC 2023 : evaluate ddhrg lorentz2 greedy
Sat Sep 9 01:40:47 AM UTC 2023 : evaluate bfkl greedy: finished
Sat Sep 9 01:40:47 AM UTC 2023 : embed using Poincare 2D
Sat Sep 9 07:46:29 PM UTC 2023 : embed using Poincare 2D: finished
Sat Sep 9 07:46:29 PM UTC 2023 : embed using Poincare 3D
Sun Sep 10 08:07:41 AM UTC 2023 : embed using Poincare 3D: finished
Sun Sep 10 08:07:41 AM UTC 2023 : evaluate Poincare 2D
Sun Sep 10 08:31:50 AM UTC 2023 : evaluate Poincare 2D: finished
Sun Sep 10 08:31:50 AM UTC 2023 : evaluate Poincare 3D
Sun Sep 10 08:56:02 AM UTC 2023 : evaluate Poincare 3D: finished
Sun Sep 10 08:56:02 AM UTC 2023 : convert Poincare 3D
Sun Sep 10 08:56:03 AM UTC 2023 : convert Poincare 3D: finished
Sun Sep 10 08:56:03 AM UTC 2023 : evaluate poincare3 greedy
Sun Sep 10 08:56:06 AM UTC 2023 : evaluate poincare3 greedy: finished
Sun Sep 10 08:56:06 AM UTC 2023 : experiment complete
Mon May 27 05:46:53 AM UTC 2024 : evaluate bfkl fulleval
Mon May 27 06:07:29 AM UTC 2024 : evaluate bfkl fulleval: finished
Mon May 27 06:07:29 AM UTC 2024 : convert Poincare 3D
Mon May 27 06:08:35 AM UTC 2024 : convert Poincare 3D: finished
Mon May 27 06:08:35 AM UTC 2024 : evaluate poincare3 fulleval
Mon May 27 06:18:51 AM UTC 2024 : evaluate poincare3 fulleval: finished
Mon May 27 06:18:51 AM UTC 2024 : embed using Lorentz 3D
Mon May 27 05:12:55 PM UTC 2024 : embed using Lorentz 3D: finished
Mon May 27 05:12:55 PM UTC 2024 : convert Lorentz 3D
Mon May 27 05:14:05 PM UTC 2024 : convert Lorentz 3D: finished
Mon May 27 05:14:05 PM UTC 2024 : convert Poincare 2D
Mon May 27 05:15:14 PM UTC 2024 : convert Poincare 2D: finished
Mon May 27 05:15:14 PM UTC 2024 : evaluate poincare2 fulleval
Mon May 27 05:42:36 PM UTC 2024 : evaluate poincare2 fulleval: finished
Mon May 27 05:42:36 PM UTC 2024 : evaluate lorentz3 fulleval
Mon May 27 05:53:52 PM UTC 2024 : evaluate lorentz3 fulleval: finished
