Thu Sep 7 10:22:33 PM UTC 2023 : embed using BFKL
Thu Sep 7 10:22:33 PM UTC 2023 : embed using BFKL: finished
Thu Sep 7 10:22:33 PM UTC 2023 : embed using Lorentz 2D
Thu Sep 7 10:22:33 PM UTC 2023 : embed using Lorentz 2D: finished
Thu Sep 7 10:22:33 PM UTC 2023 : evaluate Lorentz 2D
Thu Sep 7 10:22:33 PM UTC 2023 : evaluate Lorentz 2D: finished
Thu Sep 7 10:22:33 PM UTC 2023 : convert Lorentz 2D
Thu Sep 7 10:22:34 PM UTC 2023 : convert Lorentz 2D: finished
Thu Sep 7 10:22:34 PM UTC 2023 : improve Lorentz 2D
Thu Sep 7 10:22:34 PM UTC 2023 : improve Lorentz 2D: finished
Thu Sep 7 10:22:34 PM UTC 2023 : improve BFKL
Thu Sep 7 10:22:52 PM UTC 2023 : embed using BFKL
Thu Sep 7 10:22:52 PM UTC 2023 : embed using BFKL: finished
Thu Sep 7 10:22:52 PM UTC 2023 : embed using Lorentz 2D
Thu Sep 7 10:25:20 PM UTC 2023 : embed using Lorentz 2D: finished
Thu Sep 7 10:25:20 PM UTC 2023 : evaluate Lorentz 2D
Thu Sep 7 10:25:23 PM UTC 2023 : evaluate Lorentz 2D: finished
Thu Sep 7 10:25:23 PM UTC 2023 : convert Lorentz 2D
Thu Sep 7 10:25:26 PM UTC 2023 : convert Lorentz 2D: finished
Thu Sep 7 10:25:26 PM UTC 2023 : improve Lorentz 2D
Thu Sep 7 10:25:28 PM UTC 2023 : improve Lorentz 2D: finished
Thu Sep 7 10:25:28 PM UTC 2023 : improve BFKL
Thu Sep 7 10:25:30 PM UTC 2023 : improve BFKL: finished
Thu Sep 7 10:25:30 PM UTC 2023 : landscape 200D
Thu Sep 7 10:25:31 PM UTC 2023 : landscape 200D: finished
Thu Sep 7 10:25:31 PM UTC 2023 : landscape 50D
Thu Sep 7 10:25:32 PM UTC 2023 : landscape 50D: finished
Thu Sep 7 10:25:32 PM UTC 2023 : evaluate bfkl cmap
Thu Sep 7 10:25:32 PM UTC 2023 : evaluate bfkl cmap: finished
Thu Sep 7 10:25:32 PM UTC 2023 : evaluate bfkl greedy
Thu Sep 7 10:25:32 PM UTC 2023 : evaluate bfkl greedy: finished
Thu Sep 7 10:25:32 PM UTC 2023 : evaluate lorentz2 greedy
Thu Sep 7 10:25:33 PM UTC 2023 : evaluate lorentz2 greedy: finished
Thu Sep 7 10:25:33 PM UTC 2023 : evaluate dhrg greedy
Thu Sep 7 10:25:33 PM UTC 2023 : evaluate dhrg greedy: finished
Thu Sep 7 10:25:33 PM UTC 2023 : evaluate ddhrg bfkl cmap
Thu Sep 7 10:25:33 PM UTC 2023 : evaluate bfkl cmap: finished
Thu Sep 7 10:25:33 PM UTC 2023 : evaluate ddhrg lorentz2 cmap
Thu Sep 7 10:25:33 PM UTC 2023 : evaluate bfkl cmap: finished
Thu Sep 7 10:25:33 PM UTC 2023 : evaluate ddhrg bfkl greedy
Thu Sep 7 10:25:34 PM UTC 2023 : evaluate bfkl greedy: finished
Thu Sep 7 10:25:34 PM UTC 2023 : evaluate ddhrg lorentz2 greedy
Thu Sep 7 10:25:34 PM UTC 2023 : evaluate bfkl greedy: finished
Thu Sep 7 10:25:34 PM UTC 2023 : embed using Poincare 2D
Thu Sep 7 10:28:41 PM UTC 2023 : embed using Poincare 2D: finished
Thu Sep 7 10:28:41 PM UTC 2023 : embed using Euclidean 50D
Thu Sep 7 10:30:25 PM UTC 2023 : embed using Euclidean 50D: finished
Thu Sep 7 10:30:25 PM UTC 2023 : embed using Euclidean 200D
Thu Sep 7 10:32:46 PM UTC 2023 : embed using Euclidean 200D: finished
Thu Sep 7 10:32:46 PM UTC 2023 : embed using Poincare 3D
Thu Sep 7 10:35:54 PM UTC 2023 : embed using Poincare 3D: finished
Thu Sep 7 10:35:54 PM UTC 2023 : embed using Poincare 5D
Thu Sep 7 10:39:00 PM UTC 2023 : embed using Poincare 5D: finished
Thu Sep 7 10:39:00 PM UTC 2023 : evaluate Poincare 2D
Thu Sep 7 10:39:03 PM UTC 2023 : evaluate Poincare 2D: finished
Thu Sep 7 10:39:03 PM UTC 2023 : evaluate Euclidean 50D
Thu Sep 7 10:39:07 PM UTC 2023 : evaluate Euclidean 50D: finished
Thu Sep 7 10:39:07 PM UTC 2023 : evaluate Euclidean 200D
Thu Sep 7 10:39:10 PM UTC 2023 : evaluate Euclidean 200D: finished
Thu Sep 7 10:39:10 PM UTC 2023 : evaluate Poincare 3D
Thu Sep 7 10:39:13 PM UTC 2023 : evaluate Poincare 3D: finished
Thu Sep 7 10:39:13 PM UTC 2023 : evaluate Poincare 5D
Thu Sep 7 10:39:16 PM UTC 2023 : evaluate Poincare 5D: finished
Thu Sep 7 10:39:16 PM UTC 2023 : convert Poincare 3D
Thu Sep 7 10:39:17 PM UTC 2023 : convert Poincare 3D: finished
Thu Sep 7 10:39:17 PM UTC 2023 : evaluate poincare3 greedy
Thu Sep 7 10:39:17 PM UTC 2023 : evaluate poincare3 greedy: finished
Thu Sep 7 10:39:17 PM UTC 2023 : experiment complete
