+ /app/bin/delaminator -v --result /working/result.json /working/66c38f40-7ebc-4d0d-8bbd-472143cebbc3 2026-06-30 03:28:58 [INFO] Delaminator 1.0.6 2026-06-30 03:28:58 [INFO] Delaminating... 0% | | ( 0 B/117 GB) [0s:0s] 0% | | (16 MB/117 GB, 236 MB/s) [0s:8m15s] 0% | | (33 MB/117 GB, 242 MB/s) [0s:8m2s] 0% | | (50 MB/117 GB, 250 MB/s) [0s:7m48s] 0% | | (68 MB/117 GB, 254 MB/s) [0s:7m40s] 0% | | (86 MB/117 GB, 256 MB/s) [0s:7m37s] 0% | | (103 MB/117 GB, 257 MB/s) [0s:7m35s] 0% | | (120 MB/117 GB, 256 MB/s) [0s:7m37s] 0% | | (137 MB/117 GB, 260 MB/s) [0s:7m29s] 0% | | (153 MB/117 GB, 260 MB/s) [0s:7m29s] 0% | | (170 MB/117 GB, 260 MB/s) [0s:7m29s] 0% | | (188 MB/117 GB, 260 MB/s) [0s:7m29s] 0% | | (205 MB/117 GB, 260 MB/s) [0s:7m29s] 0% | | (223 MB/117 GB, 260 MB/s) [0s:7m29s] 0% | | (240 MB/117 GB, 260 MB/s) [0s:7m28s] 0% | | (258 MB/117 GB, 260 MB/s) [0s:7m28s] 0% | | (276 MB/117 GB, 261 MB/s) [1s:7m28s] 0% | | (292 MB/117 GB, 261 MB/s) [1s:7m28s] 0% | | (309 MB/117 GB, 261 MB/s) [1s:7m27s] 0% | | (328 MB/117 GB, 261 MB/s) [1s:7m27s] 0% | | (346 MB/117 GB, 261 MB/s) [1s:7m27s] 0% | | (363 MB/117 GB, 261 MB/s) [1s:7m27s] 0% | | (382 MB/117 GB, 261 MB/s) [1s:7m27s] 0% | | (399 MB/117 GB, 262 MB/s) [1s:7m24s] 0% | | (417 MB/117 GB, 262 MB/s) [1s:7m24s] 0% | | (434 MB/117 GB, 262 MB/s) [1s:7m24s] 0% | | (453 MB/117 GB, 262 MB/s) [1s:7m24s] 0% | | (470 MB/117 GB, 262 MB/s) [1s:7m24s] 0% | | (489 MB/117 GB, 262 MB/s) [1s:7m24s] 0% | | (506 MB/117 GB, 262 MB/s) [1s:7m24s] 0% | | (524 MB/117 GB, 262 MB/s) [1s:7m24s] 0% | | (541 MB/117 GB, 263 MB/s) [2s:7m22s] 0% | | (558 MB/117 GB, 263 MB/s) [2s:7m22s] 0% | | (577 MB/117 GB, 263 MB/s) [2s:7m22s] 0% | | (594 MB/117 GB, 263 MB/s) [2s:7m22s] 0% | | (612 MB/117 GB, 263 MB/s) [2s:7m22s] 0% | | (630 MB/117 GB, 263 MB/s) [2s:7m22s] 0% | | (649 MB/117 GB, 263 MB/s) [2s:7m22s] 0% | | (667 MB/117 GB, 265 MB/s) [2s:7m19s] 0% | | (684 MB/117 GB, 265 MB/s) [2s:7m19s] 0% | | (702 MB/117 GB, 265 MB/s) [2s:7m19s] 0% | | (720 MB/117 GB, 265 MB/s) [2s:7m19s] 0% | | (738 MB/117 GB, 265 MB/s) [2s:7m19s] 0% | | (756 MB/117 GB, 265 MB/s) [2s:7m19s] 0% | | (773 MB/117 GB, 265 MB/s) [2s:7m19s] 0% | | (792 MB/117 GB, 265 MB/s) [2s:7m19s] 0% | | (810 MB/117 GB, 265 MB/s) [3s:7m19s] 0% | | (827 MB/117 GB, 265 MB/s) [3s:7m19s] 0% | | (845 MB/117 GB, 265 MB/s) [3s:7m18s] 0% | | (864 MB/117 GB, 265 MB/s) [3s:7m18s] 0% | | (882 MB/117 GB, 265 MB/s) [3s:7m18s] 0% | | (899 MB/117 GB, 265 MB/s) [3s:7m18s] 0% | | (918 MB/117 GB, 265 MB/s) [3s:7m18s] 0% | | (935 MB/117 GB, 266 MB/s) [3s:7m17s] 0% | | (953 MB/117 GB, 266 MB/s) [3s:7m17s] 0% | | (970 MB/117 GB, 266 MB/s) [3s:7m17s] 0% | | (988 MB/117 GB, 266 MB/s) [3s:7m17s] 0% | | (1.0/117 GB, 266 MB/s) [3s:7m17s] 0% | | (1.0/117 GB, 266 MB/s) [3s:7m16s] 0% | | (1.0/117 GB, 266 MB/s) [3s:7m16s] 0% | | (1.1/117 GB, 266 MB/s) [3s:7m16s] 0% | | (1.1/117 GB, 264 MB/s) [4s:7m19s] 0% | | (1.1/117 GB, 264 MB/s) [4s:7m19s] 0% | | (1.1/117 GB, 264 MB/s) [4s:7m19s] 0% | | (1.1/117 GB, 264 MB/s) [4s:7m18s] 0% | | (1.1/117 GB, 264 MB/s) [4s:7m18s] 0% | | (1.2/117 GB, 264 MB/s) [4s:7m18s] 1% | | (1.2/117 GB, 264 MB/s) [4s:7m18s] 1% | | (1.2/117 GB, 265 MB/s) [4s:7m17s] 1% | | (1.2/117 GB, 265 MB/s) [4s:7m17s] 1% | | (1.2/117 GB, 265 MB/s) [4s:7m16s] 1% | | (1.2/117 GB, 265 MB/s) [4s:7m16s] 1% | | (1.3/117 GB, 265 MB/s) [4s:7m16s] 1% | | (1.3/117 GB, 265 MB/s) [4s:7m16s] 1% | | (1.3/117 GB, 265 MB/s) [4s:7m16s] 1% | | (1.3/117 GB, 265 MB/s) [4s:7m16s] 1% | | (1.3/117 GB, 265 MB/s) [5s:7m16s] 1% | | (1.4/117 GB, 265 MB/s) [5s:7m16s] 1% | | (1.4/117 GB, 265 MB/s) [5s:7m16s] 1% | | (1.4/117 GB, 265 MB/s) [5s:7m16s] 1% | | (1.4/117 GB, 265 MB/s) [5s:7m16s] 1% | | (1.4/117 GB, 265 MB/s) [5s:7m16s] 1% | | (1.4/117 GB, 265 MB/s) [5s:7m16s] 1% | | (1.5/117 GB, 265 MB/s) [5s:7m15s] 1% | | (1.5/117 GB, 265 MB/s) [5s:7m15s] 1% | | (1.5/117 GB, 265 MB/s) [5s:7m15s] 1% | | (1.5/117 GB, 265 MB/s) [5s:7m15s] 1% | | (1.5/117 GB, 265 MB/s) [5s:7m15s] 1% | | (1.5/117 GB, 265 MB/s) [5s:7m15s] 1% | | (1.6/117 GB, 265 MB/s) [5s:7m15s] 1% | | (1.6/117 GB, 265 MB/s) [5s:7m15s] 1% | | (1.6/117 GB, 266 MB/s) [6s:7m14s] 1% | | (1.6/117 GB, 266 MB/s) [6s:7m14s] 1% | | (1.6/117 GB, 266 MB/s) [6s:7m14s] 1% | | (1.7/117 GB, 266 MB/s) [6s:7m13s] 1% | | (1.7/117 GB, 266 MB/s) [6s:7m13s] 1% | | (1.7/117 GB, 266 MB/s) [6s:7m13s] 1% | | (1.7/117 GB, 266 MB/s) [6s:7m13s] 1% | | (1.7/117 GB, 266 MB/s) [6s:7m14s] 1% | | (1.7/117 GB, 266 MB/s) [6s:7m14s] 1% | | (1.8/117 GB, 266 MB/s) [6s:7m14s] 1% | | (1.8/117 GB, 266 MB/s) [6s:7m14s] 1% | | (1.8/117 GB, 266 MB/s) [6s:7m13s] 1% | | (1.8/117 GB, 266 MB/s) [6s:7m13s] 1% | | (1.8/117 GB, 266 MB/s) [6s:7m13s] 1% | | (1.8/117 GB, 266 MB/s) [6s:7m13s] 1% | | (1.9/117 GB, 265 MB/s) [7s:7m15s] 1% | | (1.9/117 GB, 265 MB/s) [7s:7m14s] 1% | | (1.9/117 GB, 265 MB/s) [7s:7m14s] 1% | | (1.9/117 GB, 265 MB/s) [7s:7m14s] 1% | | (1.9/117 GB, 265 MB/s) [7s:7m14s] 1% | | (2.0/117 GB, 265 MB/s) [7s:7m14s] 1% | | (2.0/117 GB, 265 MB/s) [7s:7m14s] 1% | | (2.0/117 GB, 264 MB/s) [7s:7m15s] 1% | | (2.0/117 GB, 264 MB/s) [7s:7m15s] 1% | | (2.0/117 GB, 264 MB/s) [7s:7m15s] 1% | | (2.0/117 GB, 264 MB/s) [7s:7m15s] 1% | | (2.1/117 GB, 264 MB/s) [7s:7m15s] 1% | | (2.1/117 GB, 264 MB/s) [7s:7m15s] 1% | | (2.1/117 GB, 264 MB/s) [7s:7m15s] 1% | | (2.1/117 GB, 264 MB/s) [7s:7m15s] 1% | | (2.1/117 GB, 263 MB/s) [8s:7m16s] 1% | | (2.1/117 GB, 263 MB/s) [8s:7m16s] 1% | | (2.2/117 GB, 263 MB/s) [8s:7m16s] 1% | | (2.2/117 GB, 263 MB/s) [8s:7m16s] 1% | | (2.2/117 GB, 263 MB/s) [8s:7m16s] 1% | | (2.2/117 GB, 263 MB/s) [8s:7m16s] 1% | | (2.2/117 GB, 263 MB/s) [8s:7m16s] 1% | | (2.2/117 GB, 263 MB/s) [8s:7m16s] 1% | | (2.3/117 GB, 263 MB/s) [8s:7m16s] 1% | | (2.3/117 GB, 263 MB/s) [8s:7m16s] 1% | | (2.3/117 GB, 263 MB/s) [8s:7m16s] 1% | | (2.3/117 GB, 263 MB/s) [8s:7m16s] 1% | | (2.3/117 GB, 263 MB/s) [8s:7m16s] 2% | | (2.4/117 GB, 263 MB/s) [8s:7m16s] 2% | | (2.4/117 GB, 263 MB/s) [8s:7m16s] 2% | | (2.4/117 GB, 264 MB/s) [9s:7m14s] 2% | | (2.4/117 GB, 264 MB/s) [9s:7m14s] 2% | | (2.4/117 GB, 264 MB/s) [9s:7m14s] 2% | | (2.4/117 GB, 264 MB/s) [9s:7m14s] 2% | | (2.5/117 GB, 264 MB/s) [9s:7m14s] 2% | | (2.5/117 GB, 264 MB/s) [9s:7m14s] 2% | | (2.5/117 GB, 264 MB/s) [9s:7m14s] 2% | | (2.5/117 GB, 264 MB/s) [9s:7m14s] 2% | | (2.5/117 GB, 262 MB/s) [9s:7m16s] 2% | | (2.5/117 GB, 262 MB/s) [9s:7m16s] 2% | | (2.6/117 GB, 262 MB/s) [9s:7m16s] 2% | | (2.6/117 GB, 262 MB/s) [9s:7m16s] 2% | | (2.6/117 GB, 262 MB/s) [9s:7m16s] 2% | | (2.6/117 GB, 262 MB/s) [9s:7m16s] 2% | | (2.6/117 GB, 262 MB/s) [9s:7m16s] 2% | | (2.6/117 GB, 262 MB/s) [10s:7m16s] 2% | | (2.7/117 GB, 262 MB/s) [10s:7m16s] 2% | | (2.7/117 GB, 262 MB/s) [10s:7m16s] 2% | | (2.7/117 GB, 262 MB/s) [10s:7m16s] 2% | | (2.7/117 GB, 262 MB/s) [10s:7m16s] 2% | | (2.7/117 GB, 262 MB/s) [10s:7m16s] 2% | | (2.8/117 GB, 262 MB/s) [10s:7m16s] 2% | | (2.8/117 GB, 262 MB/s) [10s:7m16s] 2% | | (2.8/117 GB, 262 MB/s) [10s:7m15s] 2% | | (2.8/117 GB, 262 MB/s) [10s:7m15s] 2% | | (2.8/117 GB, 262 MB/s) [10s:7m15s] 2% | | (2.8/117 GB, 262 MB/s) [10s:7m15s] 2% | | (2.9/117 GB, 262 MB/s) [10s:7m15s] 2% | | (2.9/117 GB, 262 MB/s) [10s:7m15s] 2% | | (2.9/117 GB, 262 MB/s) [10s:7m14s] 2% | | (2.9/117 GB, 262 MB/s) [11s:7m15s] 2% | | (2.9/117 GB, 262 MB/s) [11s:7m15s] 2% | | (3.0/117 GB, 262 MB/s) [11s:7m15s] 2% | | (3.0/117 GB, 262 MB/s) [11s:7m15s] 2% | | (3.0/117 GB, 262 MB/s) [11s:7m15s] 2% | | (3.0/117 GB, 262 MB/s) [11s:7m15s] 2% | | (3.0/117 GB, 262 MB/s) [11s:7m15s] 2% | | (3.0/117 GB, 262 MB/s) [11s:7m15s] 2% | | (3.1/117 GB, 262 MB/s) [11s:7m15s] 2% | | (3.1/117 GB, 262 MB/s) [11s:7m15s] 2% | | (3.1/117 GB, 262 MB/s) [11s:7m15s] 2% | | (3.1/117 GB, 262 MB/s) [11s:7m15s] 2% | | (3.1/117 GB, 262 MB/s) [11s:7m15s] 2% | | (3.1/117 GB, 262 MB/s) [11s:7m14s] 2% | | (3.2/117 GB, 262 MB/s) [11s:7m14s] 2% | | (3.2/117 GB, 262 MB/s) [12s:7m14s] 2% | | (3.2/117 GB, 262 MB/s) [12s:7m14s] 2% | | (3.2/117 GB, 262 MB/s) [12s:7m14s] 2% | | (3.2/117 GB, 262 MB/s) [12s:7m14s] 2% | | (3.2/117 GB, 262 MB/s) [12s:7m14s] 2% | | (3.3/117 GB, 262 MB/s) [12s:7m14s] 2% | | (3.3/117 GB, 262 MB/s) [12s:7m14s] 2% | | (3.3/117 GB, 262 MB/s) [12s:7m14s] 2% | | (3.3/117 GB, 262 MB/s) [12s:7m14s] 2% | | (3.3/117 GB, 262 MB/s) [12s:7m14s] 2% | | (3.3/117 GB, 262 MB/s) [12s:7m14s] 2% | | (3.4/117 GB, 262 MB/s) [12s:7m14s] 2% | | (3.4/117 GB, 262 MB/s) [12s:7m13s] 2% | | (3.4/117 GB, 262 MB/s) [12s:7m13s] 2% | | (3.4/117 GB, 262 MB/s) [12s:7m13s] 2% | | (3.4/117 GB, 262 MB/s) [13s:7m13s] 2% | | (3.5/117 GB, 262 MB/s) [13s:7m13s] 2% | | (3.5/117 GB, 262 MB/s) [13s:7m13s] 2% | | (3.5/117 GB, 262 MB/s) [13s:7m13s] 2% | | (3.5/117 GB, 262 MB/s) [13s:7m13s] 3% |█ | (3.5/117 GB, 262 MB/s) [13s:7m13s] 3% |█ | (3.5/117 GB, 262 MB/s) [13s:7m13s] 3% |█ | (3.6/117 GB, 262 MB/s) [13s:7m12s] 3% |█ | (3.6/117 GB, 262 MB/s) [13s:7m13s] 3% |█ | (3.6/117 GB, 262 MB/s) [13s:7m13s] 3% |█ | (3.6/117 GB, 262 MB/s) [13s:7m13s] 3% |█ | (3.6/117 GB, 262 MB/s) [13s:7m13s] 3% |█ | (3.6/117 GB, 262 MB/s) [13s:7m13s] 3% |█ | (3.7/117 GB, 262 MB/s) [13s:7m13s] 3% |█ | (3.7/117 GB, 262 MB/s) [13s:7m13s] 3% |█ | (3.7/117 GB, 262 MB/s) [14s:7m12s] 3% |█ | (3.7/117 GB, 262 MB/s) [14s:7m12s] 3% |█ | (3.7/117 GB, 262 MB/s) [14s:7m12s] 3% |█ | (3.8/117 GB, 262 MB/s) [14s:7m12s] 3% |█ | (3.8/117 GB, 262 MB/s) [14s:7m12s] 3% |█ | (3.8/117 GB, 262 MB/s) [14s:7m12s] 3% |█ | (3.8/117 GB, 262 MB/s) [14s:7m12s] 3% |█ | (3.8/117 GB, 262 MB/s) [14s:7m12s] 3% |█ | (3.8/117 GB, 263 MB/s) [14s:7m10s] 3% |█ | (3.9/117 GB, 263 MB/s) [14s:7m10s] 3% |█ | (3.9/117 GB, 263 MB/s) [14s:7m10s] 3% |█ | (3.9/117 GB, 263 MB/s) [14s:7m10s] 3% |█ | (3.9/117 GB, 263 MB/s) [15s:7m10s] 3% |█ | (3.9/117 GB, 253 MB/s) [15s:7m27s] 3% |█ | (3.9/117 GB, 253 MB/s) [15s:7m27s] 3% |█ | (4.0/117 GB, 253 MB/s) [15s:7m27s] 3% |█ | (4.0/117 GB, 253 MB/s) [15s:7m27s] 3% |█ | (4.0/117 GB, 253 MB/s) [15s:7m27s] 3% |█ | (4.0/117 GB, 253 MB/s) [15s:7m27s] 3% |█ | (4.0/117 GB, 239 MB/s) [15s:7m52s] 3% |█ | (4.0/117 GB, 239 MB/s) [15s:7m52s] 3% |█ | (4.0/117 GB, 239 MB/s) [15s:7m52s] 3% |█ | (4.0/117 GB, 239 MB/s) [15s:7m52s] 3% |█ | (4.0/117 GB, 239 MB/s) [15s:7m52s] 3% |█ | (4.0/117 GB, 239 MB/s) [16s:7m52s] 3% |█ | (4.1/117 GB, 239 MB/s) [16s:7m52s] 3% |█ | (4.1/117 GB, 231 MB/s) [16s:8m9s] 3% |█ | (4.1/117 GB, 231 MB/s) [16s:8m8s] 3% |█ | (4.1/117 GB, 231 MB/s) [16s:8m8s] 3% |█ | (4.1/117 GB, 231 MB/s) [16s:8m8s] 3% |█ | (4.1/117 GB, 231 MB/s) [16s:8m8s] 3% |█ | (4.1/117 GB, 218 MB/s) [16s:8m39s] 3% |█ | (4.2/117 GB, 218 MB/s) [16s:8m39s] 3% |█ | (4.2/117 GB, 218 MB/s) [17s:8m39s] 3% |█ | (4.2/117 GB, 218 MB/s) [17s:8m38s] 3% |█ | (4.2/117 GB, 200 MB/s) [17s:9m24s] 3% |█ | (4.2/117 GB, 200 MB/s) [17s:9m24s] 3% |█ | (4.2/117 GB, 200 MB/s) [17s:9m24s] 3% |█ | (4.2/117 GB, 200 MB/s) [17s:9m24s] 3% |█ | (4.2/117 GB, 200 MB/s) [17s:9m24s] 3% |█ | (4.3/117 GB, 200 MB/s) [17s:9m24s] 3% |█ | (4.3/117 GB, 190 MB/s) [17s:9m53s] 3% |█ | (4.3/117 GB, 190 MB/s) [17s:9m53s] 3% |█ | (4.3/117 GB, 190 MB/s) [17s:9m53s] 3% |█ | (4.3/117 GB, 190 MB/s) [17s:9m53s] 3% |█ | (4.3/117 GB, 190 MB/s) [18s:9m53s] 3% |█ | (4.3/117 GB, 178 MB/s) [18s:10m31s] 3% |█ | (4.4/117 GB, 178 MB/s) [18s:10m31s] 3% |█ | (4.4/117 GB, 178 MB/s) [18s:10m31s] 3% |█ | (4.4/117 GB, 178 MB/s) [18s:10m31s] 3% |█ | (4.4/117 GB, 178 MB/s) [18s:10m31s] 3% |█ | (4.4/117 GB, 178 MB/s) [18s:10m31s] 3% |█ | (4.4/117 GB, 164 MB/s) [18s:11m25s] 3% |█ | (4.4/117 GB, 164 MB/s) [18s:11m25s] 3% |█ | (4.4/117 GB, 164 MB/s) [18s:11m25s] 3% |█ | (4.4/117 GB, 164 MB/s) [18s:11m24s] 3% |█ | (4.4/117 GB, 164 MB/s) [19s:11m24s] 3% |█ | (4.5/117 GB, 164 MB/s) [19s:11m24s] 3% |█ | (4.5/117 GB, 164 MB/s) [19s:11m24s] 3% |█ | (4.5/117 GB, 151 MB/s) [19s:12m24s] 3% |█ | (4.5/117 GB, 151 MB/s) [19s:12m24s] 3% |█ | (4.5/117 GB, 151 MB/s) [19s:12m24s] 3% |█ | (4.5/117 GB, 151 MB/s) [19s:12m24s] 3% |█ | (4.5/117 GB, 151 MB/s) [19s:12m23s] 3% |█ | (4.6/117 GB, 143 MB/s) [19s:13m9s] 3% |█ | (4.6/117 GB, 143 MB/s) [19s:13m9s] 3% |█ | (4.6/117 GB, 143 MB/s) [20s:13m9s] 3% |█ | (4.6/117 GB, 143 MB/s) [20s:13m9s] 3% |█ | (4.6/117 GB, 143 MB/s) [20s:13m8s] 3% |█ | (4.6/117 GB, 138 MB/s) [20s:13m36s] 3% |█ | (4.6/117 GB, 138 MB/s) [20s:13m36s] 3% |█ | (4.7/117 GB, 138 MB/s) [20s:13m36s] 3% |█ | (4.7/117 GB, 138 MB/s) [20s:13m36s] 3% |█ | (4.7/117 GB, 138 MB/s) [20s:13m36s] 3% |█ | (4.7/117 GB, 136 MB/s) [20s:13m46s] 4% |█ | (4.7/117 GB, 136 MB/s) [20s:13m46s] 4% |█ | (4.7/117 GB, 136 MB/s) [20s:13m46s] 4% |█ | (4.7/117 GB, 136 MB/s) [21s:13m46s] 4% |█ | (4.7/117 GB, 136 MB/s) [21s:13m46s] 4% |█ | (4.7/117 GB, 136 MB/s) [21s:13m46s] 4% |█ | (4.7/117 GB, 130 MB/s) [21s:14m22s] 4% |█ | (4.8/117 GB, 130 MB/s) [21s:14m22s] 4% |█ | (4.8/117 GB, 130 MB/s) [21s:14m22s] 4% |█ | (4.8/117 GB, 124 MB/s) [21s:15m5s] 4% |█ | (4.8/117 GB, 124 MB/s) [21s:15m5s] 4% |█ | (4.8/117 GB, 124 MB/s) [21s:15m5s] 4% |█ | (4.8/117 GB, 124 MB/s) [22s:15m5s] 4% |█ | (4.8/117 GB, 124 MB/s) [22s:15m5s] 4% |█ | (4.8/117 GB, 126 MB/s) [22s:14m49s] 4% |█ | (4.8/117 GB, 126 MB/s) [22s:14m49s] 4% |█ | (4.8/117 GB, 126 MB/s) [22s:14m49s] 4% |█ | (4.8/117 GB, 126 MB/s) [22s:14m49s] 4% |█ | (4.8/117 GB, 114 MB/s) [22s:16m26s] 4% |█ | (4.8/117 GB, 114 MB/s) [22s:16m26s] 4% |█ | (4.9/117 GB, 114 MB/s) [22s:16m26s] 4% |█ | (4.9/117 GB, 114 MB/s) [23s:16m26s] 4% |█ | (4.9/117 GB, 114 MB/s) [23s:16m26s] 4% |█ | (4.9/117 GB, 114 MB/s) [23s:16m25s] 4% |█ | (4.9/117 GB, 114 MB/s) [23s:16m25s] 4% |█ | (4.9/117 GB, 118 MB/s) [23s:15m51s] 4% |█ | (5.0/117 GB, 118 MB/s) [23s:15m50s] 4% |█ | (5.0/117 GB, 118 MB/s) [23s:15m50s] 4% |█ | (5.0/117 GB, 118 MB/s) [23s:15m50s] 4% |█ | (5.0/117 GB, 118 MB/s) [23s:15m50s] 4% |█ | (5.0/117 GB, 118 MB/s) [23s:15m50s] 4% |█ | (5.0/117 GB, 118 MB/s) [23s:15m50s] 4% |█ | (5.0/117 GB, 118 MB/s) [23s:15m50s] 4% |█ | (5.1/117 GB, 128 MB/s) [23s:14m34s] 4% |█ | (5.1/117 GB, 128 MB/s) [23s:14m33s] 4% |█ | (5.1/117 GB, 128 MB/s) [23s:14m33s] 4% |█ | (5.1/117 GB, 128 MB/s) [24s:14m33s] 4% |█ | (5.1/117 GB, 128 MB/s) [24s:14m33s] 4% |█ | (5.1/117 GB, 128 MB/s) [24s:14m33s] 4% |█ | (5.1/117 GB, 128 MB/s) [24s:14m33s] 4% |█ | (5.2/117 GB, 136 MB/s) [24s:13m43s] 4% |█ | (5.2/117 GB, 136 MB/s) [24s:13m43s] 4% |█ | (5.2/117 GB, 136 MB/s) [24s:13m43s] 4% |█ | (5.2/117 GB, 136 MB/s) [24s:13m43s] 4% |█ | (5.2/117 GB, 136 MB/s) [24s:13m43s] 4% |█ | (5.2/117 GB, 136 MB/s) [24s:13m43s] 4% |█ | (5.3/117 GB, 136 MB/s) [24s:13m43s] 4% |█ | (5.3/117 GB, 138 MB/s) [24s:13m27s] 4% |█ | (5.3/117 GB, 138 MB/s) [24s:13m27s] 4% |█ | (5.3/117 GB, 138 MB/s) [25s:13m26s] 4% |█ | (5.3/117 GB, 138 MB/s) [25s:13m26s] 4% |█ | (5.3/117 GB, 138 MB/s) [25s:13m26s] 4% |█ | (5.3/117 GB, 138 MB/s) [25s:13m26s] 4% |█ | (5.4/117 GB, 138 MB/s) [25s:13m26s] 4% |█ | (5.4/117 GB, 148 MB/s) [25s:12m36s] 4% |█ | (5.4/117 GB, 148 MB/s) [25s:12m36s] 4% |█ | (5.4/117 GB, 148 MB/s) [25s:12m36s] 4% |█ | (5.4/117 GB, 148 MB/s) [25s:12m36s] 4% |█ | (5.4/117 GB, 148 MB/s) [25s:12m36s] 4% |█ | (5.4/117 GB, 148 MB/s) [25s:12m36s] 4% |█ | (5.4/117 GB, 148 MB/s) [26s:12m33s] 4% |█ | (5.5/117 GB, 148 MB/s) [26s:12m33s] 4% |█ | (5.5/117 GB, 148 MB/s) [26s:12m33s] 4% |█ | (5.5/117 GB, 142 MB/s) [26s:13m6s] 4% |█ | (5.5/117 GB, 142 MB/s) [26s:13m6s] 4% |█ | (5.5/117 GB, 142 MB/s) [26s:13m6s] 4% |█ | (5.5/117 GB, 142 MB/s) [26s:13m6s] 4% |█ | (5.5/117 GB, 142 MB/s) [26s:13m6s] 4% |█ | (5.5/117 GB, 141 MB/s) [26s:13m12s] 4% |█ | (5.5/117 GB, 141 MB/s) [27s:13m12s] 4% |█ | (5.5/117 GB, 141 MB/s) [27s:13m12s] 4% |█ | (5.5/117 GB, 141 MB/s) [27s:13m12s] 4% |█ | (5.5/117 GB, 141 MB/s) [27s:13m12s] 4% |█ | (5.5/117 GB, 135 MB/s) [27s:13m43s] 4% |█ | (5.5/117 GB, 135 MB/s) [27s:13m43s] 4% |█ | (5.5/117 GB, 135 MB/s) [27s:13m43s] 4% |█ | (5.6/117 GB, 135 MB/s) [27s:13m43s] 4% |█ | (5.6/117 GB, 135 MB/s) [27s:13m43s] 4% |█ | (5.6/117 GB, 135 MB/s) [27s:13m43s] 4% |█ | (5.6/117 GB, 135 MB/s) [27s:13m43s] 4% |█ | (5.6/117 GB, 153 MB/s) [28s:12m10s] 4% |█ | (5.7/117 GB, 153 MB/s) [28s:12m10s] 4% |█ | (5.7/117 GB, 153 MB/s) [28s:12m9s] 4% |█ | (5.7/117 GB, 153 MB/s) [28s:12m9s] 4% |█ | (5.7/117 GB, 153 MB/s) [28s:12m9s] 4% |█ | (5.7/117 GB, 153 MB/s) [28s:12m9s] 4% |█ | (5.7/117 GB, 153 MB/s) [28s:12m9s] 4% |█ | (5.8/117 GB, 153 MB/s) [28s:12m9s] 4% |█ | (5.8/117 GB, 160 MB/s) [28s:11m35s] 4% |█ | (5.8/117 GB, 160 MB/s) [28s:11m34s] 4% |█ | (5.8/117 GB, 160 MB/s) [28s:11m34s] 4% |█ | (5.8/117 GB, 160 MB/s) [28s:11m34s] 4% |█ | (5.8/117 GB, 160 MB/s) [28s:11m34s] 4% |█ | (5.8/117 GB, 144 MB/s) [29s:12m52s] 4% |█ | (5.8/117 GB, 144 MB/s) [29s:12m52s] 4% |█ | (5.8/117 GB, 144 MB/s) [29s:12m52s] 4% |█ | (5.8/117 GB, 144 MB/s) [29s:12m52s] 4% |█ | (5.8/117 GB, 144 MB/s) [29s:12m52s] 4% |█ | (5.8/117 GB, 129 MB/s) [29s:14m22s] 4% |█ | (5.8/117 GB, 129 MB/s) [29s:14m22s] 5% |█ | (5.9/117 GB, 129 MB/s) [29s:14m22s] 5% |█ | (5.9/117 GB, 129 MB/s) [30s:14m22s] 5% |█ | (5.9/117 GB, 129 MB/s) [30s:14m21s] 5% |█ | (5.9/117 GB, 120 MB/s) [30s:15m28s] 5% |█ | (5.9/117 GB, 120 MB/s) [30s:15m28s] 5% |█ | (5.9/117 GB, 120 MB/s) [30s:15m28s] 5% |█ | (5.9/117 GB, 120 MB/s) [30s:15m28s] 5% |█ | (6.0/117 GB, 120 MB/s) [30s:15m28s] 5% |█ | (6.0/117 GB, 120 MB/s) [30s:15m28s] 5% |█ | (6.0/117 GB, 120 MB/s) [30s:15m28s] 5% |█ | (6.0/117 GB, 120 MB/s) [30s:15m27s] 5% |█ | (6.0/117 GB, 122 MB/s) [30s:15m9s] 5% |█ | (6.0/117 GB, 122 MB/s) [30s:15m9s] 5% |█ | (6.1/117 GB, 122 MB/s) [30s:15m9s] 5% |█ | (6.1/117 GB, 122 MB/s) [30s:15m9s] 5% |█ | (6.1/117 GB, 122 MB/s) [30s:15m9s] 5% |█ | (6.1/117 GB, 122 MB/s) [31s:15m9s] 5% |█ | (6.1/117 GB, 122 MB/s) [31s:15m8s] 5% |█ | (6.1/117 GB, 133 MB/s) [31s:13m55s] 5% |█ | (6.1/117 GB, 133 MB/s) [31s:13m55s] 5% |█ | (6.1/117 GB, 133 MB/s) [31s:13m55s] 5% |█ | (6.2/117 GB, 133 MB/s) [31s:13m55s] 5% |█ | (6.2/117 GB, 133 MB/s) [31s:13m55s] 5% |█ | (6.2/117 GB, 141 MB/s) [31s:13m7s] 5% |█ | (6.2/117 GB, 141 MB/s) [31s:13m7s] 5% |█ | (6.2/117 GB, 141 MB/s) [31s:13m7s] 5% |█ | (6.2/117 GB, 141 MB/s) [31s:13m7s] 5% |█ | (6.2/117 GB, 141 MB/s) [32s:13m7s] 5% |█ | (6.2/117 GB, 141 MB/s) [32s:13m7s] 5% |█ | (6.3/117 GB, 141 MB/s) [32s:13m6s] 5% |█ | (6.3/117 GB, 150 MB/s) [32s:12m19s] 5% |█ | (6.3/117 GB, 150 MB/s) [32s:12m19s] 5% |█ | (6.3/117 GB, 150 MB/s) [32s:12m19s] 5% |█ | (6.3/117 GB, 150 MB/s) [32s:12m19s] 5% |█ | (6.3/117 GB, 150 MB/s) [32s:12m18s] 5% |█ | (6.4/117 GB, 150 MB/s) [32s:12m18s] 5% |█ | (6.4/117 GB, 150 MB/s) [32s:12m18s] 5% |█ | (6.4/117 GB, 169 MB/s) [32s:10m54s] 5% |█ | (6.4/117 GB, 169 MB/s) [32s:10m54s] 5% |█ | (6.4/117 GB, 169 MB/s) [32s:10m54s] 5% |█ | (6.4/117 GB, 169 MB/s) [33s:10m54s] 5% |█ | (6.4/117 GB, 169 MB/s) [33s:10m54s] 5% |█ | (6.4/117 GB, 158 MB/s) [33s:11m38s] 5% |█ | (6.4/117 GB, 158 MB/s) [33s:11m38s] 5% |█ | (6.5/117 GB, 158 MB/s) [33s:11m38s] 5% |█ | (6.5/117 GB, 158 MB/s) [33s:11m38s] 5% |█ | (6.5/117 GB, 158 MB/s) [33s:11m37s] 5% |█ | (6.5/117 GB, 158 MB/s) [33s:11m37s] 5% |█ | (6.5/117 GB, 143 MB/s) [33s:12m51s] 5% |█ | (6.5/117 GB, 143 MB/s) [33s:12m51s] 5% |█ | (6.5/117 GB, 143 MB/s) [33s:12m51s] 5% |█ | (6.6/117 GB, 143 MB/s) [33s:12m51s] 5% |█ | (6.6/117 GB, 143 MB/s) [34s:12m50s] 5% |█ | (6.6/117 GB, 143 MB/s) [34s:12m50s] 5% |█ | (6.6/117 GB, 155 MB/s) [34s:11m53s] 5% |█ | (6.6/117 GB, 155 MB/s) [34s:11m53s] 5% |█ | (6.6/117 GB, 155 MB/s) [34s:11m53s] 5% |█ | (6.6/117 GB, 155 MB/s) [34s:11m53s] 5% |█ | (6.6/117 GB, 155 MB/s) [34s:11m53s] 5% |█ | (6.7/117 GB, 155 MB/s) [34s:11m53s] 5% |█ | (6.7/117 GB, 164 MB/s) [34s:11m11s] 5% |█ | (6.7/117 GB, 164 MB/s) [34s:11m11s] 5% |█ | (6.7/117 GB, 164 MB/s) [34s:11m10s] 5% |█ | (6.7/117 GB, 164 MB/s) [34s:11m10s] 5% |█ | (6.7/117 GB, 164 MB/s) [34s:11m10s] 5% |█ | (6.7/117 GB, 164 MB/s) [35s:11m10s] 5% |█ | (6.8/117 GB, 171 MB/s) [35s:10m45s] 5% |█ | (6.8/117 GB, 171 MB/s) [35s:10m45s] 5% |█ | (6.8/117 GB, 171 MB/s) [35s:10m45s] 5% |█ | (6.8/117 GB, 171 MB/s) [35s:10m45s] 5% |█ | (6.8/117 GB, 171 MB/s) [35s:10m45s] 5% |█ | (6.8/117 GB, 171 MB/s) [35s:10m45s] 5% |█ | (6.8/117 GB, 171 MB/s) [35s:10m45s] 5% |█ | (6.8/117 GB, 160 MB/s) [35s:11m30s] 5% |█ | (6.8/117 GB, 160 MB/s) [35s:11m30s] 5% |█ | (6.9/117 GB, 160 MB/s) [35s:11m30s] 5% |█ | (6.9/117 GB, 160 MB/s) [35s:11m30s] 5% |█ | (6.9/117 GB, 160 MB/s) [36s:11m29s] 5% |█ | (6.9/117 GB, 153 MB/s) [36s:12m1s] 5% |█ | (6.9/117 GB, 153 MB/s) [36s:12m1s] 5% |█ | (6.9/117 GB, 153 MB/s) [36s:12m1s] 5% |█ | (7.0/117 GB, 153 MB/s) [36s:12m1s] 5% |█ | (7.0/117 GB, 153 MB/s) [36s:12m0s] 5% |█ | (7.0/117 GB, 153 MB/s) [36s:12m0s] 5% |█ | (7.0/117 GB, 158 MB/s) [36s:11m38s] 5% |█ | (7.0/117 GB, 158 MB/s) [36s:11m37s] 6% |██ | (7.0/117 GB, 158 MB/s) [37s:11m37s] 6% |██ | (7.0/117 GB, 158 MB/s) [37s:11m37s] 6% |██ | (7.1/117 GB, 158 MB/s) [37s:11m37s] 6% |██ | (7.1/117 GB, 158 MB/s) [37s:11m37s] 6% |██ | (7.1/117 GB, 158 MB/s) [37s:11m37s] 6% |██ | (7.1/117 GB, 157 MB/s) [37s:11m42s] 6% |██ | (7.1/117 GB, 157 MB/s) [37s:11m41s] 6% |██ | (7.1/117 GB, 157 MB/s) [37s:11m41s] 6% |██ | (7.2/117 GB, 157 MB/s) [37s:11m41s] 6% |██ | (7.2/117 GB, 157 MB/s) [37s:11m41s] 6% |██ | (7.2/117 GB, 157 MB/s) [37s:11m41s] 6% |██ | (7.2/117 GB, 151 MB/s) [38s:12m8s] 6% |██ | (7.2/117 GB, 151 MB/s) [38s:12m8s] 6% |██ | (7.2/117 GB, 151 MB/s) [38s:12m8s] 6% |██ | (7.2/117 GB, 151 MB/s) [38s:12m8s] 6% |██ | (7.2/117 GB, 151 MB/s) [38s:12m8s] 6% |██ | (7.3/117 GB, 151 MB/s) [38s:12m7s] 6% |██ | (7.3/117 GB, 153 MB/s) [38s:11m58s] 6% |██ | (7.3/117 GB, 153 MB/s) [38s:11m58s] 6% |██ | (7.3/117 GB, 153 MB/s) [38s:11m58s] 6% |██ | (7.3/117 GB, 153 MB/s) [38s:11m58s] 6% |██ | (7.3/117 GB, 153 MB/s) [38s:11m58s] 6% |██ | (7.3/117 GB, 147 MB/s) [39s:12m25s] 6% |██ | (7.3/117 GB, 147 MB/s) [39s:12m25s] 6% |██ | (7.3/117 GB, 147 MB/s) [39s:12m25s] 6% |██ | (7.3/117 GB, 147 MB/s) [39s:12m25s] 6% |██ | (7.3/117 GB, 147 MB/s) [39s:12m25s] 6% |██ | (7.3/117 GB, 147 MB/s) [39s:12m25s] 6% |██ | (7.4/117 GB, 141 MB/s) [39s:12m56s] 6% |██ | (7.4/117 GB, 141 MB/s) [39s:12m55s] 6% |██ | (7.4/117 GB, 141 MB/s) [39s:12m55s] 6% |██ | (7.4/117 GB, 141 MB/s) [39s:12m55s] 6% |██ | (7.4/117 GB, 141 MB/s) [39s:12m55s] 6% |██ | (7.4/117 GB, 141 MB/s) [39s:12m55s] 6% |██ | 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121 MB/s) [1m7s:14m40s] 9% |███ | (11/117 GB, 121 MB/s) [1m7s:14m40s] 9% |███ | (11/117 GB, 121 MB/s) [1m7s:14m40s] 9% |███ | (11/117 GB, 121 MB/s) [1m7s:14m40s] 9% |███ | (11/117 GB, 121 MB/s) [1m7s:14m40s] 9% |███ | (11/117 GB, 117 MB/s) [1m7s:15m10s] 9% |███ | (11/117 GB, 117 MB/s) [1m8s:15m10s] 9% |███ | (11/117 GB, 117 MB/s) [1m8s:15m9s] 9% |███ | (11/117 GB, 117 MB/s) [1m8s:15m9s] 9% |███ | (11/117 GB, 117 MB/s) [1m8s:15m9s] 9% |███ | (11/117 GB, 120 MB/s) [1m8s:14m41s] 9% |███ | (11/117 GB, 120 MB/s) [1m8s:14m41s] 9% |███ | (11/117 GB, 120 MB/s) [1m8s:14m41s] 9% |███ | (11/117 GB, 120 MB/s) [1m8s:14m41s] 9% |███ | (11/117 GB, 120 MB/s) [1m8s:14m41s] 9% |███ | (11/117 GB, 121 MB/s) [1m9s:14m33s] 9% |███ | (11/117 GB, 121 MB/s) [1m9s:14m33s] 9% |███ | (11/117 GB, 121 MB/s) [1m9s:14m33s] 9% |███ | (11/117 GB, 121 MB/s) [1m9s:14m33s] 9% |███ | (11/117 GB, 121 MB/s) [1m9s:14m33s] 9% |███ | (11/117 GB, 121 MB/s) [1m9s:14m33s] 9% |███ | (11/117 GB, 121 MB/s) [1m9s:14m33s] 9% |███ | (11/117 GB, 118 MB/s) [1m9s:14m54s] 9% |███ | (11/117 GB, 118 MB/s) [1m9s:14m54s] 9% |███ | (11/117 GB, 118 MB/s) [1m9s:14m54s] 9% |███ | (11/117 GB, 118 MB/s) [1m9s:14m53s] 9% |███ | (11/117 GB, 118 MB/s) [1m9s:14m53s] 9% |███ | (11/117 GB, 118 MB/s) [1m9s:14m53s] 9% |███ | (11/117 GB, 118 MB/s) [1m9s:14m53s] 9% |███ | (11/117 GB, 123 MB/s) [1m10s:14m23s] 9% |███ | (11/117 GB, 123 MB/s) [1m10s:14m23s] 9% |███ | (11/117 GB, 123 MB/s) [1m10s:14m23s] 9% |███ | (11/117 GB, 123 MB/s) [1m10s:14m22s] 9% |███ | (11/117 GB, 123 MB/s) [1m10s:14m22s] 9% |███ | (11/117 GB, 123 MB/s) [1m10s:14m22s] 9% |███ | (11/117 GB, 123 MB/s) [1m10s:14m22s] 9% |███ | (11/117 GB, 125 MB/s) [1m10s:14m8s] 9% |███ | (11/117 GB, 125 MB/s) [1m10s:14m8s] 9% |███ | (11/117 GB, 125 MB/s) [1m10s:14m8s] 9% |███ | (11/117 GB, 125 MB/s) [1m10s:14m7s] 9% |███ | (11/117 GB, 125 MB/s) [1m10s:14m7s] 9% |███ | (11/117 GB, 125 MB/s) [1m11s:14m7s] 9% |███ | (11/117 GB, 122 MB/s) [1m11s:14m27s] 9% |███ | (11/117 GB, 122 MB/s) [1m11s:14m27s] 9% |███ | (11/117 GB, 122 MB/s) [1m11s:14m27s] 9% |███ | (11/117 GB, 110 MB/s) [1m11s:16m4s] 9% |███ | (11/117 GB, 110 MB/s) [1m11s:16m4s] 9% |███ | (11/117 GB, 110 MB/s) [1m11s:16m4s] 9% |███ | (11/117 GB, 110 MB/s) [1m11s:16m4s] 9% |███ | (11/117 GB, 110 MB/s) [1m12s:16m4s] 9% |███ | (11/117 GB, 110 MB/s) [1m12s:16m4s] 9% |███ | (11/117 GB, 109 MB/s) [1m12s:16m11s] 9% |███ | (12/117 GB, 109 MB/s) [1m12s:16m10s] 9% |███ | (12/117 GB, 109 MB/s) [1m12s:16m10s] 9% |███ | (12/117 GB, 109 MB/s) [1m12s:16m10s] 9% |███ | (12/117 GB, 109 MB/s) [1m12s:16m10s] 9% |███ | (12/117 GB, 109 MB/s) [1m12s:16m10s] 9% |███ | (12/117 GB, 109 MB/s) [1m12s:16m10s] 9% |███ | (12/117 GB, 125 MB/s) [1m12s:14m1s] 9% |███ | (12/117 GB, 125 MB/s) [1m12s:14m1s] 9% |███ | (12/117 GB, 125 MB/s) [1m12s:14m1s] 9% |███ | (12/117 GB, 125 MB/s) [1m12s:14m1s] 9% |███ | (12/117 GB, 125 MB/s) [1m13s:14m1s] 9% |███ | (12/117 GB, 125 MB/s) [1m13s:14m1s] 9% |███ | (12/117 GB, 134 MB/s) [1m13s:13m7s] 9% |███ | (12/117 GB, 134 MB/s) [1m13s:13m7s] 9% |███ | (12/117 GB, 134 MB/s) [1m13s:13m7s] 9% |███ | (12/117 GB, 134 MB/s) [1m13s:13m7s] 9% |███ | (12/117 GB, 134 MB/s) [1m13s:13m7s] 9% |███ | (12/117 GB, 137 MB/s) [1m13s:12m49s] 9% |███ | (12/117 GB, 137 MB/s) [1m13s:12m49s] 9% |███ | (12/117 GB, 137 MB/s) [1m13s:12m49s] 10% |███ | (12/117 GB, 137 MB/s) [1m13s:12m49s] 10% |███ | (12/117 GB, 137 MB/s) [1m13s:12m49s] 10% |███ | (12/117 GB, 137 MB/s) [1m14s:12m49s] 10% |███ | (12/117 GB, 137 MB/s) [1m14s:12m48s] 10% |███ | (12/117 GB, 148 MB/s) [1m14s:11m49s] 10% |███ | (12/117 GB, 148 MB/s) [1m14s:11m49s] 10% |███ | (12/117 GB, 148 MB/s) [1m14s:11m49s] 10% |███ | (12/117 GB, 148 MB/s) [1m14s:11m49s] 10% |███ | (12/117 GB, 148 MB/s) [1m14s:11m48s] 10% |███ | (12/117 GB, 148 MB/s) [1m14s:11m48s] 10% |███ | (12/117 GB, 147 MB/s) [1m14s:11m57s] 10% |███ | (12/117 GB, 147 MB/s) [1m14s:11m57s] 10% |███ | (12/117 GB, 147 MB/s) [1m14s:11m57s] 10% |███ | (12/117 GB, 147 MB/s) [1m14s:11m56s] 10% |███ | (12/117 GB, 147 MB/s) [1m15s:11m56s] 10% |███ | (12/117 GB, 140 MB/s) [1m15s:12m28s] 10% |███ | (12/117 GB, 140 MB/s) [1m15s:12m28s] 10% |███ | (12/117 GB, 140 MB/s) [1m15s:12m28s] 10% |███ | (12/117 GB, 140 MB/s) [1m15s:12m28s] 10% |███ | (12/117 GB, 140 MB/s) [1m15s:12m28s] 10% |███ | (12/117 GB, 135 MB/s) [1m15s:12m56s] 10% |███ | (12/117 GB, 135 MB/s) [1m15s:12m56s] 10% |███ | (12/117 GB, 135 MB/s) [1m15s:12m56s] 10% |███ | (12/117 GB, 135 MB/s) [1m15s:12m56s] 10% |███ | (12/117 GB, 135 MB/s) [1m15s:12m56s] 10% |███ | (12/117 GB, 135 MB/s) [1m16s:12m56s] 10% |███ | (12/117 GB, 135 MB/s) [1m16s:12m56s] 10% |███ | (12/117 GB, 139 MB/s) [1m16s:12m33s] 10% |███ | (12/117 GB, 139 MB/s) [1m16s:12m33s] 10% |███ | (12/117 GB, 139 MB/s) [1m16s:12m33s] 10% |███ | (12/117 GB, 139 MB/s) [1m16s:12m33s] 10% |███ | (12/117 GB, 139 MB/s) [1m16s:12m33s] 10% |███ | (12/117 GB, 138 MB/s) [1m17s:12m40s] 10% |███ | (12/117 GB, 138 MB/s) [1m17s:12m40s] 10% |███ | (12/117 GB, 138 MB/s) [1m17s:12m39s] 10% 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[1m19s:13m5s] 10% |███ | (12/117 GB, 133 MB/s) [1m19s:13m5s] 10% |███ | (12/117 GB, 133 MB/s) [1m19s:13m5s] 10% |███ | (12/117 GB, 133 MB/s) [1m19s:13m5s] 10% |███ | (12/117 GB, 133 MB/s) [1m20s:13m5s] 10% |███ | (12/117 GB, 122 MB/s) [1m20s:14m17s] 10% |███ | (12/117 GB, 122 MB/s) [1m20s:14m17s] 10% |███ | (12/117 GB, 122 MB/s) [1m20s:14m17s] 10% |███ | (12/117 GB, 122 MB/s) [1m20s:14m17s] 10% |███ | (12/117 GB, 122 MB/s) [1m20s:14m17s] 10% |███ | (12/117 GB, 122 MB/s) [1m20s:14m17s] 10% |███ | (12/117 GB, 124 MB/s) [1m20s:14m2s] 10% |███ | (12/117 GB, 124 MB/s) [1m20s:14m2s] 10% |███ | (12/117 GB, 124 MB/s) [1m20s:14m2s] 10% |███ | (13/117 GB, 124 MB/s) [1m20s:14m2s] 10% |███ | (13/117 GB, 124 MB/s) [1m21s:14m2s] 10% |███ | (13/117 GB, 126 MB/s) [1m21s:13m52s] 10% |███ | (13/117 GB, 126 MB/s) [1m21s:13m52s] 10% |███ | (13/117 GB, 126 MB/s) [1m21s:13m51s] 10% |███ | (13/117 GB, 126 MB/s) [1m21s:13m51s] 10% |███ | (13/117 GB, 126 MB/s) [1m21s:13m51s] 10% |███ | (13/117 GB, 126 MB/s) [1m21s:13m51s] 10% |███ | (13/117 GB, 127 MB/s) [1m21s:13m42s] 10% |███ | (13/117 GB, 127 MB/s) [1m21s:13m42s] 10% |███ | (13/117 GB, 127 MB/s) [1m21s:13m42s] 10% |███ | (13/117 GB, 127 MB/s) [1m22s:13m42s] 10% |███ | (13/117 GB, 117 MB/s) [1m22s:14m50s] 10% |███ | (13/117 GB, 117 MB/s) [1m22s:14m50s] 10% |███ | (13/117 GB, 117 MB/s) [1m22s:14m50s] 10% |███ | (13/117 GB, 117 MB/s) [1m22s:14m50s] 10% |███ | (13/117 GB, 117 MB/s) [1m22s:14m50s] 10% |███ | (13/117 GB, 117 MB/s) [1m22s:14m49s] 10% |███ | (13/117 GB, 117 MB/s) [1m23s:14m49s] 10% |███ | (13/117 GB, 117 MB/s) [1m23s:14m49s] 10% |███ | (13/117 GB, 117 MB/s) [1m23s:14m49s] 10% |███ | (13/117 GB, 117 MB/s) [1m23s:14m49s] 10% |███ | (13/117 GB, 101 MB/s) [1m23s:17m12s] 10% |███ | (13/117 GB, 101 MB/s) [1m23s:17m11s] 10% |███ | (13/117 GB, 101 MB/s) [1m23s:17m11s] 10% |███ | (13/117 GB, 101 MB/s) [1m23s:17m11s] 10% |███ | (13/117 GB, 101 MB/s) [1m23s:17m11s] 10% |███ | (13/117 GB, 97 MB/s) [1m24s:17m51s] 10% |███ | (13/117 GB, 97 MB/s) [1m24s:17m51s] 10% |███ | (13/117 GB, 97 MB/s) [1m24s:17m51s] 10% |███ | (13/117 GB, 97 MB/s) [1m24s:17m51s] 10% |███ | (13/117 GB, 97 MB/s) [1m24s:17m50s] 10% |███ | (13/117 GB, 97 MB/s) [1m24s:17m50s] 11% |███ | (13/117 GB, 97 MB/s) [1m24s:17m50s] 11% |███ | (13/117 GB, 97 MB/s) [1m24s:17m50s] 11% |███ | (13/117 GB, 107 MB/s) [1m24s:16m15s] 11% |███ | (13/117 GB, 107 MB/s) [1m24s:16m15s] 11% |███ | (13/117 GB, 107 MB/s) [1m24s:16m15s] 11% |███ | (13/117 GB, 107 MB/s) [1m24s:16m15s] 11% |███ | (13/117 GB, 107 MB/s) [1m24s:16m15s] 11% |███ | (13/117 GB, 107 MB/s) [1m24s:16m15s] 11% |███ | (13/117 GB, 107 MB/s) [1m24s:16m14s] 11% |███ | (13/117 GB, 107 MB/s) [1m25s:16m14s] 11% |███ | (13/117 GB, 122 MB/s) [1m25s:14m10s] 11% |███ | (13/117 GB, 122 MB/s) [1m25s:14m10s] 11% |███ | (13/117 GB, 122 MB/s) [1m25s:14m10s] 11% |███ | (13/117 GB, 122 MB/s) [1m25s:14m10s] 11% |███ | (13/117 GB, 122 MB/s) [1m25s:14m10s] 11% |███ | (13/117 GB, 124 MB/s) [1m25s:14m2s] 11% |███ | (13/117 GB, 124 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MB/s) [1m59s:15m19s] 14% |████ | (17/117 GB, 108 MB/s) [1m59s:15m19s] 14% |████ | (17/117 GB, 108 MB/s) [1m59s:15m19s] 14% |████ | (17/117 GB, 108 MB/s) [1m59s:15m19s] 14% |████ | (17/117 GB, 119 MB/s) [1m59s:13m57s] 14% |████ | (17/117 GB, 119 MB/s) [1m59s:13m57s] 14% |████ | (17/117 GB, 119 MB/s) [2m0s:13m56s] 14% |████ | (17/117 GB, 119 MB/s) [2m0s:13m56s] 14% |████ | (17/117 GB, 116 MB/s) [2m0s:14m20s] 14% |████ | (17/117 GB, 116 MB/s) [2m0s:14m20s] 14% |████ | (17/117 GB, 116 MB/s) [2m0s:14m19s] 14% |████ | (17/117 GB, 116 MB/s) [2m0s:14m19s] 14% |████ | (17/117 GB, 116 MB/s) [2m0s:14m19s] 14% |████ | (17/117 GB, 116 MB/s) [2m0s:14m19s] 14% |████ | (17/117 GB, 123 MB/s) [2m0s:13m32s] 14% |████ | (17/117 GB, 123 MB/s) [2m1s:13m32s] 14% |████ | (17/117 GB, 123 MB/s) [2m1s:13m32s] 14% |████ | (18/117 GB, 123 MB/s) [2m1s:13m32s] 14% |████ | (18/117 GB, 123 MB/s) [2m1s:13m32s] 14% |████ | (18/117 GB, 123 MB/s) [2m1s:13m31s] 14% |████ | (18/117 GB, 125 MB/s) [2m1s:13m13s] 14% |████ | 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(19/117 GB, 132 MB/s) [2m12s:12m24s] 16% |█████ | (19/117 GB, 132 MB/s) [2m13s:12m23s] 16% |█████ | (19/117 GB, 132 MB/s) [2m13s:12m23s] 16% |█████ | (19/117 GB, 132 MB/s) [2m13s:12m23s] 16% |█████ | (19/117 GB, 132 MB/s) [2m13s:12m23s] 16% |█████ | (19/117 GB, 140 MB/s) [2m13s:11m43s] 16% |█████ | (19/117 GB, 140 MB/s) [2m13s:11m42s] 16% |█████ | (19/117 GB, 140 MB/s) [2m13s:11m42s] 16% |█████ | (19/117 GB, 140 MB/s) [2m13s:11m42s] 16% |█████ | (19/117 GB, 140 MB/s) [2m13s:11m42s] 16% |█████ | (19/117 GB, 145 MB/s) [2m13s:11m14s] 16% |█████ | (19/117 GB, 145 MB/s) [2m14s:11m14s] 16% |█████ | (19/117 GB, 145 MB/s) [2m14s:11m14s] 16% |█████ | (19/117 GB, 145 MB/s) [2m14s:11m14s] 16% |█████ | (19/117 GB, 145 MB/s) [2m14s:11m14s] 16% |█████ | (19/117 GB, 145 MB/s) [2m14s:11m14s] 16% |█████ | (19/117 GB, 142 MB/s) [2m14s:11m30s] 16% |█████ | (19/117 GB, 142 MB/s) [2m14s:11m30s] 16% |█████ | (19/117 GB, 142 MB/s) [2m14s:11m30s] 16% |█████ | (19/117 GB, 142 MB/s) [2m14s:11m30s] 16% |█████ | 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(20/117 GB, 140 MB/s) [2m16s:11m36s] 16% |█████ | (20/117 GB, 140 MB/s) [2m17s:11m36s] 16% |█████ | (20/117 GB, 140 MB/s) [2m17s:11m36s] 16% |█████ | (20/117 GB, 140 MB/s) [2m17s:11m36s] 16% |█████ | (20/117 GB, 140 MB/s) [2m17s:11m36s] 16% |█████ | (20/117 GB, 149 MB/s) [2m17s:10m56s] 16% |█████ | (20/117 GB, 149 MB/s) [2m17s:10m56s] 16% |█████ | (20/117 GB, 149 MB/s) [2m17s:10m56s] 16% |█████ | (20/117 GB, 149 MB/s) [2m17s:10m56s] 16% |█████ | (20/117 GB, 149 MB/s) [2m17s:10m56s] 16% |█████ | (20/117 GB, 140 MB/s) [2m17s:11m38s] 16% |█████ | (20/117 GB, 140 MB/s) [2m18s:11m38s] 16% |█████ | (20/117 GB, 140 MB/s) [2m18s:11m37s] 16% |█████ | (20/117 GB, 140 MB/s) [2m18s:11m37s] 16% |█████ | (20/117 GB, 140 MB/s) [2m18s:11m37s] 16% |█████ | (20/117 GB, 119 MB/s) [2m18s:13m40s] 16% |█████ | (20/117 GB, 119 MB/s) [2m18s:13m40s] 16% |█████ | (20/117 GB, 119 MB/s) [2m18s:13m40s] 16% |█████ | (20/117 GB, 119 MB/s) [2m18s:13m40s] 16% |█████ | (20/117 GB, 119 MB/s) [2m18s:13m40s] 16% |█████ | (20/117 GB, 108 MB/s) [2m19s:15m0s] 16% |█████ | (20/117 GB, 108 MB/s) [2m19s:15m0s] 16% |█████ | (20/117 GB, 108 MB/s) [2m19s:15m0s] 16% |█████ | (20/117 GB, 108 MB/s) [2m19s:15m0s] 16% |█████ | (20/117 GB, 108 MB/s) [2m19s:15m0s] 16% |█████ | (20/117 GB, 94 MB/s) [2m19s:17m15s] 16% |█████ | (20/117 GB, 94 MB/s) [2m19s:17m15s] 16% |█████ | (20/117 GB, 94 MB/s) [2m19s:17m15s] 16% |█████ | (20/117 GB, 94 MB/s) [2m19s:17m15s] 16% |█████ | (20/117 GB, 94 MB/s) [2m20s:17m14s] 16% |█████ | (20/117 GB, 94 MB/s) [2m20s:17m14s] 16% |█████ | (20/117 GB, 100 MB/s) [2m20s:16m14s] 16% |█████ | (20/117 GB, 100 MB/s) [2m20s:16m14s] 16% |█████ | (20/117 GB, 100 MB/s) [2m20s:16m13s] 16% |█████ | (20/117 GB, 100 MB/s) [2m20s:16m13s] 16% |█████ | (20/117 GB, 100 MB/s) [2m20s:16m13s] 16% |█████ | (20/117 GB, 100 MB/s) [2m20s:16m13s] 16% |█████ | (20/117 GB, 100 MB/s) [2m20s:16m13s] 16% |█████ | (20/117 GB, 101 MB/s) [2m20s:16m0s] 16% |█████ | (20/117 GB, 101 MB/s) [2m20s:15m59s] 16% |█████ | (20/117 GB, 101 MB/s) [2m20s:15m59s] 16% |█████ | (20/117 GB, 101 MB/s) [2m21s:15m59s] 16% |█████ | (20/117 GB, 101 MB/s) [2m21s:15m59s] 16% |█████ | (20/117 GB, 101 MB/s) [2m21s:15m59s] 16% |█████ | (20/117 GB, 101 MB/s) [2m21s:15m59s] 16% |█████ | (20/117 GB, 101 MB/s) [2m21s:15m59s] 17% |█████ | (20/117 GB, 111 MB/s) [2m21s:14m32s] 17% |█████ | (20/117 GB, 111 MB/s) [2m21s:14m32s] 17% |█████ | (20/117 GB, 111 MB/s) [2m21s:14m31s] 17% |█████ | (20/117 GB, 111 MB/s) [2m21s:14m31s] 17% |█████ | (20/117 GB, 106 MB/s) [2m21s:15m19s] 17% |█████ | (20/117 GB, 106 MB/s) [2m21s:15m19s] 17% |█████ | (20/117 GB, 106 MB/s) [2m22s:15m18s] 17% |█████ | (20/117 GB, 106 MB/s) [2m22s:15m18s] 17% |█████ | (20/117 GB, 106 MB/s) [2m22s:15m18s] 17% |█████ | (20/117 GB, 110 MB/s) [2m22s:14m44s] 17% |█████ | (20/117 GB, 110 MB/s) [2m22s:14m44s] 17% |█████ | (20/117 GB, 110 MB/s) [2m22s:14m44s] 17% |█████ | (20/117 GB, 110 MB/s) [2m22s:14m44s] 17% |█████ | (20/117 GB, 110 MB/s) [2m22s:14m44s] 17% |█████ | (20/117 GB, 105 MB/s) [2m22s:15m20s] 17% |█████ | (20/117 GB, 105 MB/s) [2m23s:15m19s] 17% |█████ | (20/117 GB, 105 MB/s) [2m23s:15m19s] 17% |█████ | (20/117 GB, 105 MB/s) [2m23s:15m19s] 17% |█████ | (20/117 GB, 108 MB/s) [2m23s:14m53s] 17% |█████ | (20/117 GB, 108 MB/s) [2m23s:14m52s] 17% |█████ | (20/117 GB, 108 MB/s) [2m23s:14m52s] 17% |█████ | (20/117 GB, 108 MB/s) [2m23s:14m52s] 17% |█████ | (20/117 GB, 108 MB/s) [2m23s:14m52s] 17% |█████ | (20/117 GB, 114 MB/s) [2m23s:14m10s] 17% |█████ | (20/117 GB, 114 MB/s) [2m24s:14m10s] 17% |█████ | (20/117 GB, 114 MB/s) [2m24s:14m10s] 17% |█████ | (20/117 GB, 114 MB/s) [2m24s:14m10s] 17% |█████ | (20/117 GB, 114 MB/s) [2m24s:14m10s] 17% |█████ | (20/117 GB, 125 MB/s) [2m24s:12m55s] 17% |█████ | (20/117 GB, 125 MB/s) [2m24s:12m55s] 17% |█████ | (20/117 GB, 125 MB/s) [2m24s:12m55s] 17% |█████ | (20/117 GB, 125 MB/s) [2m24s:12m55s] 17% |█████ | (20/117 GB, 125 MB/s) [2m24s:12m55s] 17% |█████ | (20/117 GB, 125 MB/s) [2m24s:12m55s] 17% |█████ | (20/117 GB, 125 MB/s) [2m24s:12m55s] 17% |█████ | (20/117 GB, 140 MB/s) [2m25s:11m29s] 17% |█████ | (20/117 GB, 140 MB/s) [2m25s:11m29s] 17% |█████ | (20/117 GB, 140 MB/s) [2m25s:11m29s] 17% |█████ | (20/117 GB, 140 MB/s) [2m25s:11m29s] 17% |█████ | (20/117 GB, 140 MB/s) [2m25s:11m29s] 17% |█████ | (20/117 GB, 140 MB/s) [2m25s:11m29s] 17% |█████ | (20/117 GB, 136 MB/s) [2m25s:11m51s] 17% |█████ | (20/117 GB, 136 MB/s) [2m25s:11m51s] 17% |█████ | (20/117 GB, 136 MB/s) [2m25s:11m50s] 17% |█████ | (20/117 GB, 136 MB/s) [2m25s:11m50s] 17% |█████ | (20/117 GB, 133 MB/s) [2m26s:12m8s] 17% |█████ | (20/117 GB, 133 MB/s) [2m26s:12m8s] 17% |█████ | (20/117 GB, 133 MB/s) [2m26s:12m8s] 17% |█████ | (20/117 GB, 133 MB/s) [2m26s:12m8s] 17% |█████ | (20/117 GB, 133 MB/s) [2m26s:12m8s] 17% |█████ | (20/117 GB, 133 MB/s) [2m26s:12m8s] 17% |█████ | (20/117 GB, 120 MB/s) [2m26s:13m22s] 17% |█████ | (20/117 GB, 120 MB/s) [2m26s:13m22s] 17% |█████ | (20/117 GB, 120 MB/s) [2m26s:13m22s] 17% |█████ | (20/117 GB, 120 MB/s) [2m26s:13m22s] 17% |█████ | (21/117 GB, 120 MB/s) [2m27s:13m22s] 17% |█████ | (21/117 GB, 113 MB/s) [2m27s:14m14s] 17% |█████ | (21/117 GB, 113 MB/s) [2m27s:14m14s] 17% |█████ | (21/117 GB, 113 MB/s) [2m27s:14m14s] 17% |█████ | (21/117 GB, 113 MB/s) [2m27s:14m14s] 17% |█████ | (21/117 GB, 113 MB/s) [2m27s:14m14s] 17% |█████ | (21/117 GB, 109 MB/s) [2m27s:14m42s] 17% |█████ | (21/117 GB, 109 MB/s) [2m27s:14m42s] 17% |█████ | (21/117 GB, 109 MB/s) [2m27s:14m41s] 17% |█████ | (21/117 GB, 109 MB/s) [2m27s:14m41s] 17% |█████ | (21/117 GB, 109 MB/s) [2m27s:14m41s] 17% |█████ | (21/117 GB, 109 MB/s) [2m27s:14m41s] 17% |█████ | (21/117 GB, 109 MB/s) [2m28s:14m41s] 17% |█████ | (21/117 GB, 109 MB/s) [2m28s:14m41s] 17% |█████ | (21/117 GB, 119 MB/s) [2m28s:13m30s] 17% |█████ | (21/117 GB, 119 MB/s) [2m28s:13m29s] 17% |█████ | (21/117 GB, 119 MB/s) [2m28s:13m29s] 17% |█████ | (21/117 GB, 119 MB/s) [2m28s:13m29s] 17% |█████ | (21/117 GB, 118 MB/s) [2m28s:13m39s] 17% |█████ | (21/117 GB, 118 MB/s) [2m28s:13m39s] 17% |█████ | (21/117 GB, 118 MB/s) [2m28s:13m39s] 17% |█████ | (21/117 GB, 118 MB/s) [2m29s:13m39s] 17% |█████ | (21/117 GB, 118 MB/s) [2m29s:13m38s] 17% |█████ | (21/117 GB, 121 MB/s) [2m29s:13m15s] 17% |█████ | (21/117 GB, 121 MB/s) [2m29s:13m15s] 17% |█████ | (21/117 GB, 121 MB/s) [2m29s:13m15s] 17% |█████ | (21/117 GB, 121 MB/s) [2m29s:13m15s] 17% |█████ | (21/117 GB, 116 MB/s) [2m29s:13m51s] 17% |█████ | (21/117 GB, 116 MB/s) [2m29s:13m51s] 17% |█████ | (21/117 GB, 116 MB/s) [2m29s:13m51s] 17% |█████ | (21/117 GB, 116 MB/s) [2m30s:13m51s] 17% |█████ | (21/117 GB, 116 MB/s) [2m30s:13m51s] 17% |█████ | (21/117 GB, 105 MB/s) [2m30s:15m14s] 17% |█████ | (21/117 GB, 105 MB/s) [2m30s:15m14s] 17% |█████ | (21/117 GB, 105 MB/s) [2m30s:15m14s] 17% |█████ | (21/117 GB, 105 MB/s) [2m30s:15m14s] 17% |█████ | (21/117 GB, 105 MB/s) [2m30s:15m14s] 17% |█████ | (21/117 GB, 105 MB/s) [2m30s:15m14s] 17% |█████ | (21/117 GB, 105 MB/s) [2m30s:15m13s] 17% |█████ | (21/117 GB, 105 MB/s) [2m30s:15m13s] 17% |█████ | (21/117 GB, 118 MB/s) [2m30s:13m34s] 17% |█████ | (21/117 GB, 118 MB/s) [2m30s:13m34s] 17% |█████ | (21/117 GB, 118 MB/s) [2m30s:13m34s] 17% |█████ | (21/117 GB, 118 MB/s) [2m30s:13m33s] 18% |██████ | (21/117 GB, 118 MB/s) [2m31s:13m33s] 18% |██████ | (21/117 GB, 118 MB/s) [2m31s:13m33s] 18% |██████ | (21/117 GB, 121 MB/s) [2m31s:13m12s] 18% |██████ | (21/117 GB, 121 MB/s) [2m31s:13m12s] 18% |██████ | (21/117 GB, 121 MB/s) [2m31s:13m12s] 18% |██████ | (21/117 GB, 121 MB/s) [2m31s:13m12s] 18% |██████ | (21/117 GB, 126 MB/s) [2m31s:12m42s] 18% |██████ | (21/117 GB, 126 MB/s) [2m31s:12m41s] 18% |██████ | (21/117 GB, 126 MB/s) [2m31s:12m41s] 18% |██████ | (21/117 GB, 126 MB/s) [2m32s:12m41s] 18% |██████ | (21/117 GB, 126 MB/s) [2m32s:12m41s] 18% |██████ | (21/117 GB, 126 MB/s) [2m32s:12m41s] 18% |██████ | (21/117 GB, 135 MB/s) [2m32s:11m49s] 18% |██████ | (21/117 GB, 135 MB/s) [2m32s:11m49s] 18% |██████ | (21/117 GB, 135 MB/s) [2m32s:11m49s] 18% |██████ | 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[2m34s:11m59s] 18% |██████ | (22/117 GB, 134 MB/s) [2m34s:11m55s] 18% |██████ | (22/117 GB, 134 MB/s) [2m34s:11m55s] 18% |██████ | (22/117 GB, 134 MB/s) [2m34s:11m55s] 18% |██████ | (22/117 GB, 134 MB/s) [2m34s:11m55s] 18% |██████ | (22/117 GB, 134 MB/s) [2m34s:11m54s] 18% |██████ | (22/117 GB, 134 MB/s) [2m34s:11m54s] 18% |██████ | (22/117 GB, 139 MB/s) [2m34s:11m27s] 18% |██████ | (22/117 GB, 139 MB/s) [2m34s:11m27s] 18% |██████ | (22/117 GB, 139 MB/s) [2m34s:11m27s] 18% |██████ | (22/117 GB, 139 MB/s) [2m35s:11m27s] 18% |██████ | (22/117 GB, 139 MB/s) [2m35s:11m26s] 18% |██████ | (22/117 GB, 139 MB/s) [2m35s:11m26s] 18% |██████ | (22/117 GB, 139 MB/s) [2m35s:11m26s] 18% |██████ | (22/117 GB, 145 MB/s) [2m35s:10m56s] 18% |██████ | (22/117 GB, 145 MB/s) [2m35s:10m56s] 18% |██████ | (22/117 GB, 145 MB/s) [2m35s:10m56s] 18% |██████ | (22/117 GB, 145 MB/s) [2m35s:10m56s] 18% |██████ | (22/117 GB, 145 MB/s) [2m35s:10m56s] 18% |██████ | (22/117 GB, 145 MB/s) [2m35s:10m56s] 18% |██████ | 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[12m2s:2m40s] 81% |████████████████████████████ | (95/117 GB, 139 MB/s) [12m3s:2m40s] 81% |████████████████████████████ | (95/117 GB, 139 MB/s) [12m3s:2m40s] 81% |████████████████████████████ | (95/117 GB, 139 MB/s) [12m3s:2m40s] 81% |████████████████████████████ | (95/117 GB, 139 MB/s) [12m3s:2m39s] 81% |█████████████████████████████ | (95/117 GB, 121 MB/s) [12m3s:3m2s] 81% |█████████████████████████████ | (95/117 GB, 121 MB/s) [12m3s:3m2s] 81% |█████████████████████████████ | (95/117 GB, 121 MB/s) [12m3s:3m2s] 81% |█████████████████████████████ | (95/117 GB, 121 MB/s) [12m3s:3m2s] 81% |█████████████████████████████ | (95/117 GB, 121 MB/s) [12m3s:3m2s] 81% |█████████████████████████████ | (95/117 GB, 121 MB/s) [12m3s:3m2s] 81% |████████████████████████████ | (95/117 GB, 107 MB/s) [12m3s:3m26s] 81% |████████████████████████████ | (95/117 GB, 107 MB/s) [12m4s:3m26s] 81% |████████████████████████████ | (95/117 GB, 107 MB/s) [12m4s:3m26s] 81% |████████████████████████████ | (95/117 GB, 107 MB/s) [12m4s:3m26s] 81% |████████████████████████████ | (95/117 GB, 107 MB/s) [12m4s:3m25s] 81% |████████████████████████████ | (95/117 GB, 107 MB/s) [12m4s:3m25s] 81% |████████████████████████████ | (95/117 GB, 105 MB/s) [12m4s:3m29s] 81% |████████████████████████████ | (95/117 GB, 105 MB/s) [12m4s:3m29s] 81% |████████████████████████████ | (95/117 GB, 105 MB/s) [12m4s:3m29s] 81% |████████████████████████████ | (95/117 GB, 105 MB/s) [12m4s:3m29s] 81% |████████████████████████████ | (95/117 GB, 105 MB/s) [12m4s:3m29s] 81% |████████████████████████████ | (95/117 GB, 107 MB/s) [12m5s:3m25s] 81% |████████████████████████████ | (95/117 GB, 107 MB/s) [12m5s:3m25s] 81% |████████████████████████████ | (95/117 GB, 107 MB/s) [12m5s:3m25s] 81% |████████████████████████████ | (95/117 GB, 107 MB/s) [12m5s:3m25s] 81% |████████████████████████████ | (95/117 GB, 107 MB/s) [12m5s:3m25s] 81% |████████████████████████████ | (95/117 GB, 107 MB/s) [12m5s:3m25s] 81% |████████████████████████████ | 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[12m7s:2m41s] 81% |████████████████████████████ | (96/117 GB, 134 MB/s) [12m7s:2m41s] 81% |████████████████████████████ | (96/117 GB, 132 MB/s) [12m8s:2m42s] 81% |████████████████████████████ | (96/117 GB, 132 MB/s) [12m8s:2m42s] 81% |████████████████████████████ | (96/117 GB, 132 MB/s) [12m8s:2m42s] 81% |████████████████████████████ | (96/117 GB, 132 MB/s) [12m8s:2m42s] 81% |████████████████████████████ | (96/117 GB, 132 MB/s) [12m8s:2m41s] 81% |████████████████████████████ | (96/117 GB, 132 MB/s) [12m8s:2m41s] 81% |████████████████████████████ | (96/117 GB, 141 MB/s) [12m8s:2m32s] 81% |████████████████████████████ | (96/117 GB, 141 MB/s) [12m8s:2m32s] 81% |████████████████████████████ | (96/117 GB, 141 MB/s) [12m8s:2m32s] 81% |████████████████████████████ | (96/117 GB, 141 MB/s) [12m8s:2m31s] 81% |████████████████████████████ | (96/117 GB, 141 MB/s) [12m9s:2m31s] 81% |████████████████████████████ | (96/117 GB, 141 MB/s) [12m9s:2m31s] 81% |████████████████████████████ | (96/117 GB, 141 MB/s) [12m9s:2m31s] 81% |████████████████████████████ | (96/117 GB, 146 MB/s) [12m9s:2m26s] 81% |████████████████████████████ | (96/117 GB, 146 MB/s) [12m9s:2m25s] 81% |████████████████████████████ | (96/117 GB, 146 MB/s) [12m9s:2m25s] 81% |████████████████████████████ | (96/117 GB, 146 MB/s) [12m9s:2m25s] 81% |████████████████████████████ | (96/117 GB, 146 MB/s) [12m9s:2m25s] 81% |████████████████████████████ | (96/117 GB, 144 MB/s) [12m9s:2m28s] 81% |████████████████████████████ | (96/117 GB, 144 MB/s) [12m9s:2m28s] 81% |███████████████████████████ | (96/117 GB, 144 MB/s) [12m10s:2m28s] 81% |███████████████████████████ | (96/117 GB, 144 MB/s) [12m10s:2m28s] 81% |███████████████████████████ | (96/117 GB, 144 MB/s) [12m10s:2m28s] 81% |███████████████████████████ | (96/117 GB, 144 MB/s) [12m10s:2m28s] 81% |███████████████████████████ | (96/117 GB, 137 MB/s) [12m10s:2m34s] 81% |███████████████████████████ | (96/117 GB, 137 MB/s) [12m10s:2m34s] 81% |███████████████████████████ | 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[12m14s:2m50s] 82% |███████████████████████████ | (96/117 GB, 122 MB/s) [12m14s:2m50s] 82% |███████████████████████████ | (96/117 GB, 122 MB/s) [12m14s:2m50s] 82% |███████████████████████████ | (96/117 GB, 122 MB/s) [12m14s:2m49s] 82% |███████████████████████████ | (96/117 GB, 122 MB/s) [12m14s:2m49s] 82% |███████████████████████████ | (96/117 GB, 122 MB/s) [12m14s:2m49s] 82% |███████████████████████████ | (96/117 GB, 133 MB/s) [12m15s:2m36s] 82% |███████████████████████████ | (96/117 GB, 133 MB/s) [12m15s:2m36s] 82% |███████████████████████████ | (96/117 GB, 133 MB/s) [12m15s:2m36s] 82% |███████████████████████████ | (96/117 GB, 133 MB/s) [12m15s:2m36s] 82% |███████████████████████████ | (96/117 GB, 133 MB/s) [12m15s:2m35s] 82% |███████████████████████████ | (96/117 GB, 133 MB/s) [12m15s:2m35s] 82% |███████████████████████████ | (96/117 GB, 133 MB/s) [12m15s:2m35s] 82% |███████████████████████████ | (96/117 GB, 142 MB/s) [12m15s:2m25s] 82% |███████████████████████████ | (96/117 GB, 142 MB/s) [12m15s:2m25s] 82% |███████████████████████████ | (96/117 GB, 142 MB/s) [12m15s:2m25s] 82% |███████████████████████████ | (96/117 GB, 142 MB/s) [12m15s:2m25s] 82% |███████████████████████████ | (96/117 GB, 142 MB/s) [12m15s:2m24s] 82% |███████████████████████████ | (96/117 GB, 142 MB/s) [12m15s:2m24s] 82% |███████████████████████████ | (96/117 GB, 142 MB/s) [12m15s:2m24s] 82% |███████████████████████████ | (96/117 GB, 148 MB/s) [12m16s:2m18s] 82% |███████████████████████████ | (96/117 GB, 148 MB/s) [12m16s:2m18s] 82% |███████████████████████████ | (96/117 GB, 148 MB/s) [12m16s:2m18s] 82% |███████████████████████████ | (97/117 GB, 148 MB/s) [12m16s:2m18s] 82% |███████████████████████████ | (97/117 GB, 148 MB/s) [12m16s:2m18s] 82% |███████████████████████████ | (97/117 GB, 148 MB/s) [12m16s:2m18s] 82% |███████████████████████████ | (97/117 GB, 152 MB/s) [12m16s:2m14s] 82% |███████████████████████████ | (97/117 GB, 152 MB/s) [12m16s:2m14s] 82% |███████████████████████████ | 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87% |█████████████████████████████ | (102/117 GB, 144 MB/s) [13m2s:1m41s] 87% |█████████████████████████████ | (102/117 GB, 144 MB/s) [13m2s:1m41s] 87% |█████████████████████████████ | (102/117 GB, 144 MB/s) [13m2s:1m41s] 87% |█████████████████████████████ | (102/117 GB, 144 MB/s) [13m2s:1m41s] 87% |█████████████████████████████ | (102/117 GB, 151 MB/s) [13m3s:1m36s] 87% |█████████████████████████████ | (102/117 GB, 151 MB/s) [13m3s:1m36s] 87% |█████████████████████████████ | (102/117 GB, 151 MB/s) [13m3s:1m36s] 87% |█████████████████████████████ | (102/117 GB, 151 MB/s) [13m3s:1m36s] 87% |█████████████████████████████ | (103/117 GB, 147 MB/s) [13m3s:1m38s] 87% |█████████████████████████████ | (103/117 GB, 147 MB/s) [13m3s:1m38s] 87% |█████████████████████████████ | (103/117 GB, 147 MB/s) [13m3s:1m38s] 87% |█████████████████████████████ | (103/117 GB, 147 MB/s) [13m3s:1m38s] 87% |█████████████████████████████ | (103/117 GB, 146 MB/s) [13m3s:1m39s] 87% |█████████████████████████████ | (103/117 GB, 146 MB/s) [13m3s:1m39s] 87% |█████████████████████████████ | (103/117 GB, 146 MB/s) [13m3s:1m39s] 87% |█████████████████████████████ | (103/117 GB, 139 MB/s) [13m5s:1m44s] 87% |█████████████████████████████ | (103/117 GB, 139 MB/s) [13m5s:1m44s] 87% |█████████████████████████████ | (103/117 GB, 139 MB/s) [13m5s:1m44s] 87% |█████████████████████████████ | (103/117 GB, 139 MB/s) [13m5s:1m44s] 87% |█████████████████████████████ | (103/117 GB, 139 MB/s) [13m5s:1m43s] 87% |█████████████████████████████ | (103/117 GB, 139 MB/s) [13m5s:1m43s] 87% |█████████████████████████████ | (103/117 GB, 139 MB/s) [13m5s:1m43s] 87% |█████████████████████████████ | (103/117 GB, 132 MB/s) [13m6s:1m48s] 87% |█████████████████████████████ | (103/117 GB, 132 MB/s) [13m6s:1m48s] 87% |█████████████████████████████ | (103/117 GB, 132 MB/s) [13m6s:1m48s] 87% |█████████████████████████████ | (103/117 GB, 132 MB/s) [13m6s:1m48s] 87% |█████████████████████████████ | (103/117 GB, 132 MB/s) [13m6s:1m48s] 87% |██████████████████████████████ | (103/117 GB, 119 MB/s) [13m6s:2m0s] 87% |██████████████████████████████ | (103/117 GB, 119 MB/s) [13m6s:2m0s] 87% |██████████████████████████████ | (103/117 GB, 119 MB/s) [13m6s:2m0s] 87% |██████████████████████████████ | (103/117 GB, 119 MB/s) [13m7s:2m0s] 87% |██████████████████████████████ | (103/117 GB, 119 MB/s) [13m7s:2m0s] 87% |██████████████████████████████ | (103/117 GB, 114 MB/s) [13m7s:2m5s] 87% |██████████████████████████████ | (103/117 GB, 114 MB/s) [13m7s:2m5s] 87% |██████████████████████████████ | (103/117 GB, 114 MB/s) [13m7s:2m5s] 87% |██████████████████████████████ | (103/117 GB, 114 MB/s) [13m7s:2m5s] 87% |██████████████████████████████ | (103/117 GB, 114 MB/s) [13m7s:2m5s] 87% |██████████████████████████████ | (103/117 GB, 114 MB/s) [13m7s:2m4s] 87% |██████████████████████████████ | (103/117 GB, 114 MB/s) [13m7s:2m4s] 87% |█████████████████████████████ | (103/117 GB, 120 MB/s) [13m7s:1m58s] 87% |█████████████████████████████ | 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[13m10s:1m34s] 88% |█████████████████████████████ | (103/117 GB, 144 MB/s) [13m10s:1m34s] 88% |█████████████████████████████ | (103/117 GB, 144 MB/s) [13m10s:1m34s] 88% |█████████████████████████████ | (103/117 GB, 144 MB/s) [13m11s:1m34s] 88% |█████████████████████████████ | (103/117 GB, 144 MB/s) [13m11s:1m34s] 88% |█████████████████████████████ | (103/117 GB, 142 MB/s) [13m11s:1m36s] 88% |█████████████████████████████ | (103/117 GB, 142 MB/s) [13m11s:1m35s] 88% |█████████████████████████████ | (103/117 GB, 142 MB/s) [13m11s:1m35s] 88% |█████████████████████████████ | (103/117 GB, 142 MB/s) [13m11s:1m35s] 88% |█████████████████████████████ | (104/117 GB, 142 MB/s) [13m11s:1m35s] 88% |█████████████████████████████ | (104/117 GB, 147 MB/s) [13m11s:1m32s] 88% |█████████████████████████████ | (104/117 GB, 147 MB/s) [13m11s:1m32s] 88% |█████████████████████████████ | (104/117 GB, 147 MB/s) [13m11s:1m32s] 88% |█████████████████████████████ | (104/117 GB, 147 MB/s) [13m12s:1m32s] 88% 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[14m58s:1s] 99% |███████████████████████████████████ | (117/117 GB, 141 MB/s) [14m58s:1s] 99% |███████████████████████████████████ | (117/117 GB, 141 MB/s) [14m58s:1s] 99% |███████████████████████████████████ | (117/117 GB, 141 MB/s) [14m58s:1s] 99% |███████████████████████████████████ | (117/117 GB, 141 MB/s) [14m58s:1s] 99% |███████████████████████████████████ | (117/117 GB, 141 MB/s) [14m59s:1s] 99% |███████████████████████████████████ | (117/117 GB, 141 MB/s) [14m59s:0s] 99% |███████████████████████████████████ | (117/117 GB, 141 MB/s) [14m59s:0s] 99% |███████████████████████████████████ | (117/117 GB, 141 MB/s) [14m59s:0s] 99% |███████████████████████████████████ | (117/117 GB, 147 MB/s) [14m59s:0s] 99% |███████████████████████████████████ | (117/117 GB, 147 MB/s) [14m59s:0s] 99% |███████████████████████████████████ | (117/117 GB, 147 MB/s) [14m59s:0s] 99% |███████████████████████████████████ | (117/117 GB, 147 MB/s) [14m59s:0s] 99% |███████████████████████████████████ | (117/117 GB, 147 MB/s) [14m59s:0s] 99% |███████████████████████████████████ | (117/117 GB, 147 MB/s) [14m59s:0s] 99% |███████████████████████████████████ | (117/117 GB, 147 MB/s) [14m59s:0s] 99% |███████████████████████████████████ | (117/117 GB, 145 MB/s) [14m59s:0s] 99% |███████████████████████████████████ | (117/117 GB, 145 MB/s) [14m59s:0s] 100% |████████████████████████████████████| (117/117 GB, 130 MB/s) 2026-06-30 03:43:58 [INFO] Writing lidar track file... 2026-06-30 03:43:59 [INFO] Packing lidar frames into a ZIP file... 0% | | (0/146578, 0 it/hr) [0s:0s] 0% | | (8/146578, 121 it/s) [0s:20m9s] 0% | | (24/146578, 183 it/s) [0s:13m21s] 0% | | (33/146578, 165 it/s) [0s:14m49s] 0% | | (50/146578, 188 it/s) [0s:13m0s] 0% | | (65/146578, 196 it/s) [0s:12m29s] 0% | | (80/146578, 201 it/s) [0s:12m8s] 0% | | (92/146578, 195 it/s) [0s:12m29s] 0% | | (107/146578, 207 it/s) [0s:11m48s] 0% | | (120/146578, 207 it/s) [0s:11m48s] 0% | | (134/146578, 207 it/s) [0s:11m48s] 0% | | (148/146578, 207 it/s) 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(2303/146578, 139 it/s) [17s:17m21s] 1% | | (2317/146578, 144 it/s) [17s:16m39s] 1% | | (2329/146578, 144 it/s) [17s:16m39s] 1% | | (2343/146578, 144 it/s) [17s:16m39s] 1% | | (2355/146578, 144 it/s) [17s:16m39s] 1% | | (2369/146578, 144 it/s) [17s:16m39s] 1% | | (2371/146578, 142 it/s) [17s:16m56s] 1% | | (2386/146578, 142 it/s) [17s:16m56s] 1% | | (2401/146578, 142 it/s) [18s:16m56s] 1% | | (2416/146578, 142 it/s) [18s:16m55s] 1% | | (2427/146578, 142 it/s) [18s:16m55s] 1% | | (2442/146578, 143 it/s) [18s:16m44s] 1% | | (2446/146578, 143 it/s) [18s:16m44s] 1% | | (2463/146578, 143 it/s) [18s:16m44s] 1% | | (2478/146578, 143 it/s) [18s:16m44s] 1% | | (2480/146578, 143 it/s) [18s:16m44s] 1% | | (2497/146578, 143 it/s) [18s:16m44s] 1% | | (2503/146578, 143 it/s) [18s:16m44s] 1% | | (2518/146578, 143 it/s) [18s:16m50s] 1% | | (2530/146578, 143 it/s) [19s:16m50s] 1% | | (2543/146578, 141 it/s) [19s:17m1s] 1% | | (2559/146578, 141 it/s) [19s:17m1s] 1% | | (2573/146578, 141 it/s) [19s:17m1s] 1% | | (2588/146578, 141 it/s) [19s:17m1s] 1% | | (2595/146578, 141 it/s) [19s:17m1s] 1% | | (2600/146578, 141 it/s) [19s:17m1s] 1% | | (2603/146578, 132 it/s) [20s:18m11s] 1% | | (2616/146578, 132 it/s) [20s:18m11s] 1% | | (2630/146578, 132 it/s) [20s:18m11s] 1% | | (2646/146578, 132 it/s) [20s:18m11s] 1% | | (2661/146578, 132 it/s) [20s:18m11s] 1% | | (2672/146578, 132 it/s) [20s:18m11s] 1% | | (2681/146578, 129 it/s) [20s:18m35s] 1% | | (2687/146578, 129 it/s) [20s:18m35s] 1% | | (2704/146578, 129 it/s) [20s:18m35s] 1% | | (2718/146578, 129 it/s) [20s:18m35s] 1% | | (2733/146578, 129 it/s) [20s:18m35s] 1% | | (2747/146578, 129 it/s) [20s:18m34s] 1% | | (2763/146578, 129 it/s) [21s:18m34s] 1% | | (2777/146578, 128 it/s) [21s:18m44s] 1% | | (2785/146578, 128 it/s) [21s:18m44s] 1% | | (2799/146578, 128 it/s) [21s:18m44s] 1% | | (2808/146578, 128 it/s) [21s:18m44s] 1% | | (2822/146578, 128 it/s) [21s:18m44s] 1% | | (2836/146578, 128 it/s) [21s:18m44s] 1% | | (2850/146578, 128 it/s) [21s:18m44s] 1% | | (2865/146578, 128 it/s) [21s:18m44s] 1% | | (2879/146578, 136 it/s) [21s:17m37s] 1% | | (2893/146578, 136 it/s) [21s:17m37s] 1% | | (2907/146578, 136 it/s) [21s:17m37s] 1% | | (2921/146578, 136 it/s) [21s:17m37s] 2% | | (2934/146578, 136 it/s) [21s:17m37s] 2% | | (2948/146578, 136 it/s) [21s:17m37s] 2% | | (2961/146578, 136 it/s) [22s:17m37s] 2% | | (2975/146578, 143 it/s) [22s:16m45s] 2% | | (2988/146578, 143 it/s) [22s:16m44s] 2% | | (3001/146578, 143 it/s) [22s:16m44s] 2% | | (3016/146578, 143 it/s) [22s:16m44s] 2% | | (3031/146578, 143 it/s) [22s:16m44s] 2% | | (3046/146578, 143 it/s) [22s:16m44s] 2% | | (3055/146578, 143 it/s) [22s:16m44s] 2% | | (3068/146578, 145 it/s) [22s:16m29s] 2% | | (3077/146578, 145 it/s) [22s:16m29s] 2% | | (3085/146578, 145 it/s) [22s:16m29s] 2% | | (3099/146578, 145 it/s) [22s:16m29s] 2% | | (3115/146578, 145 it/s) [23s:16m28s] 2% | | (3131/146578, 146 it/s) [23s:16m21s] 2% | | (3143/146578, 146 it/s) [23s:16m21s] 2% | | (3151/146578, 146 it/s) [23s:16m21s] 2% | | (3164/146578, 146 it/s) [23s:16m21s] 2% | | (3178/146578, 146 it/s) [23s:16m21s] 2% | | (3192/146578, 146 it/s) [23s:16m24s] 2% | | (3205/146578, 146 it/s) [23s:16m23s] 2% | | (3220/146578, 146 it/s) [23s:16m23s] 2% | | (3228/146578, 146 it/s) [23s:16m23s] 2% | | (3241/146578, 146 it/s) [24s:16m23s] 2% | | (3255/146578, 146 it/s) [24s:16m24s] 2% | | (3269/146578, 146 it/s) [24s:16m24s] 2% | | (3283/146578, 146 it/s) [24s:16m24s] 2% | | (3290/146578, 146 it/s) [24s:16m24s] 2% | | (3292/146578, 146 it/s) [24s:16m22s] 2% | | (3306/146578, 146 it/s) [24s:16m22s] 2% | | (3321/146578, 146 it/s) [24s:16m22s] 2% | | (3336/146578, 146 it/s) [24s:16m22s] 2% | | (3352/146578, 146 it/s) [24s:16m22s] 2% | | (3366/146578, 146 it/s) [25s:16m22s] 2% | | (3381/146578, 146 it/s) [25s:16m22s] 2% | | (3396/146578, 146 it/s) [25s:16m22s] 2% | | (3410/146578, 157 it/s) [25s:15m12s] 2% | | (3425/146578, 157 it/s) [25s:15m11s] 2% | | (3439/146578, 157 it/s) [25s:15m11s] 2% | | (3450/146578, 157 it/s) [25s:15m11s] 2% | | (3463/146578, 157 it/s) [25s:15m11s] 2% | | (3471/146578, 157 it/s) [25s:15m11s] 2% | | (3481/146578, 155 it/s) [25s:15m22s] 2% | | (3496/146578, 155 it/s) [25s:15m22s] 2% | | (3510/146578, 155 it/s) [25s:15m22s] 2% | | (3526/146578, 155 it/s) [26s:15m22s] 2% | | (3541/146578, 155 it/s) [26s:15m22s] 2% | | (3557/146578, 155 it/s) [26s:15m22s] 2% | | (3570/146578, 155 it/s) [26s:15m22s] 2% | | (3571/146578, 152 it/s) [26s:15m40s] 2% | | (3580/146578, 152 it/s) [26s:15m40s] 2% | | (3597/146578, 152 it/s) [26s:15m40s] 2% | | (3610/146578, 152 it/s) [26s:15m40s] 2% | | (3624/146578, 152 it/s) [26s:15m40s] 2% | | (3639/146578, 152 it/s) [26s:15m40s] 2% | | (3649/146578, 152 it/s) [26s:15m39s] 2% | | (3664/146578, 151 it/s) [26s:15m46s] 2% | | (3680/146578, 151 it/s) [26s:15m46s] 2% | | (3692/146578, 151 it/s) [27s:15m46s] 2% | | (3700/146578, 151 it/s) [27s:15m46s] 2% | | (3714/146578, 151 it/s) [27s:15m46s] 2% | | (3729/146578, 151 it/s) [27s:15m46s] 2% | | (3743/146578, 151 it/s) [27s:15m45s] 2% | | (3757/146578, 148 it/s) [27s:16m4s] 2% | | (3768/146578, 148 it/s) [27s:16m4s] 2% | | (3780/146578, 148 it/s) [27s:16m4s] 2% | | (3794/146578, 148 it/s) [27s:16m4s] 2% | | (3806/146578, 148 it/s) [27s:16m4s] 2% | | (3818/146578, 148 it/s) [27s:16m3s] 2% | | (3829/146578, 148 it/s) [27s:16m3s] 2% | | (3844/146578, 147 it/s) [27s:16m11s] 2% | | (3855/146578, 147 it/s) [27s:16m11s] 2% | | (3869/146578, 147 it/s) [28s:16m11s] 2% | | (3884/146578, 147 it/s) [28s:16m11s] 2% | | (3899/146578, 147 it/s) [28s:16m11s] 2% | | (3913/146578, 147 it/s) [28s:16m11s] 2% | | (3926/146578, 147 it/s) [28s:16m11s] 2% | | (3939/146578, 147 it/s) [28s:16m11s] 2% | | (3951/146578, 156 it/s) [28s:15m15s] 2% | | (3964/146578, 156 it/s) [28s:15m15s] 2% | | (3978/146578, 156 it/s) [28s:15m15s] 2% | | (3992/146578, 156 it/s) [28s:15m15s] 2% | | (4004/146578, 156 it/s) [28s:15m15s] 2% | | (4020/146578, 156 it/s) [28s:15m15s] 2% | | (4036/146578, 156 it/s) [28s:15m15s] 2% | | (4050/146578, 163 it/s) [28s:14m33s] 2% | | (4063/146578, 163 it/s) [29s:14m33s] 2% | | (4073/146578, 163 it/s) [29s:14m33s] 2% | | (4074/146578, 163 it/s) [29s:14m33s] 2% | | (4076/146578, 156 it/s) [29s:15m13s] 2% | | (4077/146578, 156 it/s) [29s:15m13s] 2% | | (4089/146578, 156 it/s) [29s:15m12s] 2% | | (4104/146578, 156 it/s) [29s:15m12s] 2% | | (4120/146578, 156 it/s) [29s:15m12s] 2% | | (4130/146578, 156 it/s) [29s:15m12s] 2% | | (4145/146578, 156 it/s) [29s:15m12s] 2% | | (4156/146578, 164 it/s) [29s:14m27s] 2% | | (4160/146578, 164 it/s) [30s:14m27s] 2% | | (4176/146578, 164 it/s) [30s:14m27s] 2% | | (4192/146578, 164 it/s) [30s:14m27s] 2% | | (4208/146578, 164 it/s) [30s:14m27s] 2% | | (4222/146578, 164 it/s) [30s:14m27s] 2% | | (4234/146578, 159 it/s) [30s:14m57s] 2% | | (4246/146578, 159 it/s) [30s:14m57s] 2% | | (4259/146578, 159 it/s) [30s:14m57s] 2% | | (4273/146578, 159 it/s) [30s:14m57s] 2% | | (4288/146578, 159 it/s) [30s:14m56s] 2% | | (4304/146578, 159 it/s) [30s:14m56s] 2% | | (4317/146578, 159 it/s) [30s:14m56s] 2% | | (4325/146578, 164 it/s) [30s:14m29s] 2% | | (4340/146578, 164 it/s) [31s:14m28s] 2% | | (4354/146578, 164 it/s) [31s:14m28s] 2% | | (4367/146578, 164 it/s) [31s:14m28s] 2% | | (4376/146578, 164 it/s) [31s:14m28s] 2% | | (4390/146578, 164 it/s) [31s:14m28s] 3% |█ | (4401/146578, 164 it/s) [31s:14m28s] 3% |█ | (4403/146578, 164 it/s) [31s:14m28s] 3% |█ | (4404/146578, 162 it/s) [31s:14m39s] 3% |█ | (4411/146578, 162 it/s) [31s:14m39s] 3% |█ | (4419/146578, 162 it/s) [31s:14m39s] 3% |█ | (4424/146578, 162 it/s) [31s:14m39s] 3% |█ | (4438/146578, 162 it/s) [31s:14m39s] 3% |█ | (4452/146578, 162 it/s) [32s:14m38s] 3% |█ | (4464/146578, 155 it/s) [32s:15m17s] 3% |█ | (4467/146578, 155 it/s) [32s:15m17s] 3% |█ | (4483/146578, 155 it/s) [32s:15m17s] 3% |█ | (4498/146578, 155 it/s) [32s:15m17s] 3% |█ | (4512/146578, 155 it/s) [32s:15m17s] 3% |█ | (4525/146578, 151 it/s) [32s:15m42s] 3% |█ | (4536/146578, 151 it/s) [32s:15m42s] 3% |█ | (4539/146578, 151 it/s) [32s:15m41s] 3% |█ | (4545/146578, 151 it/s) [32s:15m41s] 3% |█ | (4559/146578, 151 it/s) [32s:15m41s] 3% |█ | (4574/146578, 151 it/s) [33s:15m41s] 3% |█ | (4583/146578, 144 it/s) [33s:16m28s] 3% |█ | (4597/146578, 144 it/s) [33s:16m28s] 3% |█ | (4598/146578, 144 it/s) [33s:16m28s] 3% |█ | (4605/146578, 144 it/s) [33s:16m28s] 3% |█ | (4611/146578, 144 it/s) [33s:16m28s] 3% |█ | (4617/146578, 130 it/s) [33s:18m14s] 3% |█ | (4621/146578, 130 it/s) [33s:18m14s] 3% |█ | (4627/146578, 130 it/s) [33s:18m14s] 3% |█ | (4632/146578, 130 it/s) [33s:18m14s] 3% |█ | (4638/146578, 130 it/s) [34s:18m14s] 3% |█ | (4643/146578, 114 it/s) [34s:20m46s] 3% |█ | (4650/146578, 114 it/s) [34s:20m45s] 3% |█ | (4664/146578, 114 it/s) [34s:20m45s] 3% |█ | (4679/146578, 114 it/s) [34s:20m45s] 3% |█ | (4680/146578, 114 it/s) [34s:20m45s] 3% |█ | (4692/146578, 117 it/s) [34s:20m8s] 3% |█ | (4706/146578, 117 it/s) [34s:20m8s] 3% |█ | (4720/146578, 117 it/s) [34s:20m8s] 3% |█ | (4734/146578, 117 it/s) [34s:20m8s] 3% |█ | (4749/146578, 117 it/s) [35s:20m8s] 3% |█ | (4761/146578, 117 it/s) [35s:20m8s] 3% |█ | (4776/146578, 117 it/s) [35s:20m8s] 3% |█ | (4787/146578, 122 it/s) [35s:19m26s] 3% |█ | (4801/146578, 122 it/s) [35s:19m26s] 3% |█ | (4811/146578, 122 it/s) [35s:19m26s] 3% |█ | (4824/146578, 122 it/s) [35s:19m26s] 3% |█ | (4836/146578, 122 it/s) [35s:19m26s] 3% |█ | (4851/146578, 122 it/s) [35s:19m25s] 3% |█ | (4863/146578, 122 it/s) [35s:19m25s] 3% |█ | (4873/146578, 121 it/s) [35s:19m32s] 3% |█ | (4874/146578, 121 it/s) [35s:19m32s] 3% |█ | (4880/146578, 121 it/s) [35s:19m32s] 3% |█ | (4894/146578, 121 it/s) [36s:19m32s] 3% |█ | (4910/146578, 121 it/s) [36s:19m32s] 3% |█ | (4924/146578, 121 it/s) [36s:19m32s] 3% |█ | (4925/146578, 112 it/s) [36s:21m0s] 3% |█ | (4935/146578, 112 it/s) [36s:21m0s] 3% |█ | (4950/146578, 112 it/s) [36s:21m0s] 3% |█ | (4965/146578, 112 it/s) [36s:21m0s] 3% |█ | (4979/146578, 112 it/s) [36s:21m0s] 3% |█ | (4993/146578, 112 it/s) [36s:21m0s] 3% |█ | (5009/146578, 112 it/s) [36s:21m0s] 3% |█ | (5020/146578, 112 it/s) [36s:20m59s] 3% |█ | (5034/146578, 120 it/s) [36s:19m44s] 3% |█ | (5046/146578, 120 it/s) [36s:19m44s] 3% |█ | (5061/146578, 120 it/s) [36s:19m43s] 3% |█ | (5073/146578, 120 it/s) [37s:19m43s] 3% |█ | (5086/146578, 120 it/s) [37s:19m43s] 3% |█ | (5100/146578, 120 it/s) [37s:19m43s] 3% |█ | (5115/146578, 120 it/s) [37s:19m43s] 3% |█ | (5130/146578, 129 it/s) [37s:18m18s] 3% |█ | (5140/146578, 129 it/s) [37s:18m18s] 3% |█ | (5141/146578, 129 it/s) [37s:18m18s] 3% |█ | (5146/146578, 129 it/s) [37s:18m18s] 3% |█ | (5162/146578, 129 it/s) [37s:18m18s] 3% |█ | (5176/146578, 129 it/s) [37s:18m18s] 3% |█ | (5177/146578, 124 it/s) [37s:19m0s] 3% |█ | (5184/146578, 124 it/s) [38s:19m0s] 3% |█ | (5197/146578, 124 it/s) [38s:19m0s] 3% |█ | (5211/146578, 124 it/s) [38s:19m0s] 3% |█ | (5224/146578, 124 it/s) [38s:19m0s] 3% |█ | (5237/146578, 124 it/s) [38s:19m0s] 3% |█ | (5251/146578, 126 it/s) [38s:18m40s] 3% |█ | (5264/146578, 126 it/s) [38s:18m40s] 3% |█ | (5273/146578, 126 it/s) [38s:18m40s] 3% |█ | (5286/146578, 126 it/s) [38s:18m40s] 3% |█ | (5296/146578, 126 it/s) [38s:18m40s] 3% |█ | (5310/146578, 126 it/s) [38s:18m40s] 3% |█ | (5320/146578, 126 it/s) [38s:18m40s] 3% |█ | (5333/146578, 138 it/s) [38s:17m6s] 3% |█ | (5346/146578, 138 it/s) [38s:17m6s] 3% |█ | (5357/146578, 138 it/s) [39s:17m6s] 3% |█ | (5371/146578, 138 it/s) [39s:17m6s] 3% |█ | (5382/146578, 138 it/s) [39s:17m6s] 3% |█ | (5395/146578, 138 it/s) [39s:17m6s] 3% |█ | (5407/146578, 138 it/s) [39s:17m6s] 3% |█ | (5422/146578, 138 it/s) [39s:17m6s] 3% |█ | (5434/146578, 152 it/s) [39s:15m30s] 3% |█ | (5448/146578, 152 it/s) [39s:15m29s] 3% |█ | (5450/146578, 152 it/s) [39s:15m29s] 3% |█ | (5465/146578, 152 it/s) [39s:15m29s] 3% |█ | (5481/146578, 152 it/s) [39s:15m29s] 3% |█ | (5495/146578, 152 it/s) [39s:15m29s] 3% |█ | (5510/146578, 156 it/s) [39s:15m5s] 3% |█ | (5523/146578, 156 it/s) [40s:15m5s] 3% |█ | (5537/146578, 156 it/s) [40s:15m5s] 3% |█ | (5550/146578, 156 it/s) [40s:15m5s] 3% |█ | (5564/146578, 156 it/s) [40s:15m5s] 3% |█ | (5577/146578, 156 it/s) [40s:15m5s] 3% |█ | (5578/146578, 156 it/s) [40s:15m5s] 3% |█ | (5582/146578, 152 it/s) [40s:15m25s] 3% |█ | (5597/146578, 152 it/s) [40s:15m25s] 3% |█ | (5612/146578, 152 it/s) [40s:15m25s] 3% |█ | (5628/146578, 152 it/s) [40s:15m25s] 3% |█ | (5643/146578, 152 it/s) [40s:15m25s] 3% |█ | (5653/146578, 150 it/s) [41s:15m39s] 3% |█ | (5659/146578, 150 it/s) [41s:15m39s] 3% |█ | (5675/146578, 150 it/s) [41s:15m39s] 3% |█ | (5691/146578, 150 it/s) [41s:15m39s] 3% |█ | (5707/146578, 150 it/s) [41s:15m39s] 3% |█ | (5719/146578, 150 it/s) [41s:15m39s] 3% |█ | (5727/146578, 150 it/s) [41s:15m39s] 3% |█ | (5741/146578, 158 it/s) [41s:14m49s] 3% |█ | (5753/146578, 158 it/s) [41s:14m49s] 3% |█ | (5769/146578, 158 it/s) [41s:14m49s] 3% |█ | (5780/146578, 158 it/s) [41s:14m49s] 3% |█ | (5786/146578, 158 it/s) [41s:14m49s] 3% |█ | (5787/146578, 158 it/s) [41s:14m49s] 3% |█ | (5793/146578, 148 it/s) [42s:15m52s] 3% |█ | (5798/146578, 148 it/s) [42s:15m52s] 3% |█ | (5803/146578, 148 it/s) [42s:15m52s] 3% |█ | (5808/146578, 148 it/s) [42s:15m52s] 3% |█ | (5815/146578, 148 it/s) [42s:15m52s] 3% |█ | (5820/146578, 133 it/s) [42s:17m41s] 3% |█ | (5825/146578, 133 it/s) [42s:17m41s] 3% |█ | (5830/146578, 133 it/s) [42s:17m41s] 3% |█ | (5845/146578, 133 it/s) [42s:17m41s] 3% |█ | (5861/146578, 133 it/s) [42s:17m41s] 4% |█ | (5873/146578, 133 it/s) [43s:17m41s] 4% |█ | (5888/146578, 133 it/s) [43s:17m41s] 4% |█ | (5899/146578, 138 it/s) [43s:16m56s] 4% |█ | (5913/146578, 138 it/s) [43s:16m55s] 4% |█ | (5924/146578, 138 it/s) [43s:16m55s] 4% |█ | (5940/146578, 138 it/s) [43s:16m55s] 4% |█ | (5953/146578, 138 it/s) [43s:16m55s] 4% |█ | (5968/146578, 138 it/s) [43s:16m55s] 4% |█ | (5982/146578, 138 it/s) [43s:16m55s] 4% |█ | (5993/146578, 144 it/s) [43s:16m15s] 4% |█ | (6007/146578, 144 it/s) [43s:16m15s] 4% |█ | (6021/146578, 144 it/s) [43s:16m14s] 4% |█ | (6035/146578, 144 it/s) [43s:16m14s] 4% |█ | (6049/146578, 144 it/s) [43s:16m14s] 4% |█ | (6063/146578, 144 it/s) [43s:16m14s] 4% |█ | (6076/146578, 144 it/s) [44s:16m14s] 4% |█ | (6091/146578, 147 it/s) [44s:15m54s] 4% |█ | (6105/146578, 147 it/s) [44s:15m54s] 4% |█ | (6119/146578, 147 it/s) [44s:15m54s] 4% |█ | (6134/146578, 147 it/s) [44s:15m54s] 4% |█ | (6148/146578, 147 it/s) [44s:15m53s] 4% |█ | (6162/146578, 147 it/s) [44s:15m53s] 4% |█ | (6176/146578, 147 it/s) [44s:15m53s] 4% |█ | (6190/146578, 147 it/s) [44s:15m53s] 4% |█ | (6203/146578, 149 it/s) [44s:15m41s] 4% |█ | (6214/146578, 149 it/s) [44s:15m41s] 4% |█ | (6225/146578, 149 it/s) [44s:15m41s] 4% |█ | (6238/146578, 149 it/s) [44s:15m41s] 4% |█ | (6249/146578, 149 it/s) [44s:15m41s] 4% |█ | (6263/146578, 149 it/s) [45s:15m40s] 4% |█ | (6274/146578, 151 it/s) [45s:15m31s] 4% |█ | (6287/146578, 151 it/s) [45s:15m31s] 4% |█ | (6298/146578, 151 it/s) [45s:15m31s] 4% |█ | (6311/146578, 151 it/s) [45s:15m31s] 4% |█ | (6324/146578, 151 it/s) [45s:15m31s] 4% |█ | (6338/146578, 151 it/s) [45s:15m31s] 4% |█ | (6353/146578, 151 it/s) [45s:15m31s] 4% |█ | (6365/146578, 154 it/s) [45s:15m8s] 4% |█ | (6381/146578, 154 it/s) [45s:15m8s] 4% |█ | (6392/146578, 154 it/s) [45s:15m8s] 4% |█ | (6406/146578, 154 it/s) [45s:15m8s] 4% |█ | (6416/146578, 154 it/s) [45s:15m7s] 4% |█ | (6430/146578, 154 it/s) [45s:15m7s] 4% |█ | (6441/146578, 154 it/s) [46s:15m7s] 4% |█ | (6455/146578, 154 it/s) [46s:15m7s] 4% |█ | (6470/146578, 160 it/s) [46s:14m36s] 4% |█ | (6487/146578, 160 it/s) [46s:14m36s] 4% |█ | (6503/146578, 160 it/s) [46s:14m35s] 4% |█ | (6519/146578, 160 it/s) [46s:14m35s] 4% |█ | (6529/146578, 160 it/s) [46s:14m35s] 4% |█ | (6545/146578, 160 it/s) [46s:14m35s] 4% |█ | (6557/146578, 160 it/s) [46s:14m35s] 4% |█ | (6572/146578, 164 it/s) [46s:14m11s] 4% |█ | (6583/146578, 164 it/s) [46s:14m11s] 4% |█ | (6591/146578, 164 it/s) [46s:14m11s] 4% |█ | (6592/146578, 164 it/s) [46s:14m11s] 4% |█ | (6598/146578, 164 it/s) [47s:14m11s] 4% |█ | (6606/146578, 161 it/s) [47s:14m27s] 4% |█ | (6610/146578, 161 it/s) [47s:14m27s] 4% |█ | (6616/146578, 161 it/s) [47s:14m27s] 4% |█ | (6620/146578, 161 it/s) [47s:14m27s] 4% |█ | (6634/146578, 161 it/s) [47s:14m27s] 4% |█ | (6648/146578, 161 it/s) [47s:14m27s] 4% |█ | (6662/146578, 166 it/s) [47s:14m3s] 4% |█ | (6675/146578, 166 it/s) [47s:14m3s] 4% |█ | (6689/146578, 166 it/s) [47s:14m2s] 4% |█ | (6703/146578, 166 it/s) [47s:14m2s] 4% |█ | (6715/146578, 166 it/s) [47s:14m2s] 4% |█ | (6728/146578, 166 it/s) [48s:14m2s] 4% |█ | (6739/146578, 166 it/s) [48s:14m2s] 4% |█ | (6743/146578, 165 it/s) [48s:14m6s] 4% |█ | (6757/146578, 165 it/s) [48s:14m6s] 4% |█ | (6768/146578, 165 it/s) [48s:14m6s] 4% |█ | (6781/146578, 165 it/s) [48s:14m6s] 4% |█ | (6796/146578, 165 it/s) [48s:14m6s] 4% |█ | (6812/146578, 165 it/s) [48s:14m6s] 4% |█ | (6815/146578, 165 it/s) [48s:14m6s] 4% |█ | (6822/146578, 161 it/s) [48s:14m30s] 4% |█ | (6836/146578, 161 it/s) [48s:14m30s] 4% |█ | (6850/146578, 161 it/s) [49s:14m30s] 4% |█ | (6865/146578, 161 it/s) [49s:14m30s] 4% |█ | (6880/146578, 161 it/s) [49s:14m30s] 4% |█ | (6892/146578, 161 it/s) [49s:14m29s] 4% |█ | (6906/146578, 157 it/s) [49s:14m49s] 4% |█ | (6918/146578, 157 it/s) [49s:14m49s] 4% |█ | (6921/146578, 157 it/s) [49s:14m49s] 4% |█ | (6934/146578, 157 it/s) [49s:14m49s] 4% |█ | (6948/146578, 157 it/s) [49s:14m48s] 4% |█ | (6954/146578, 146 it/s) [49s:15m58s] 4% |█ | (6965/146578, 146 it/s) [49s:15m58s] 4% |█ | (6973/146578, 146 it/s) [50s:15m58s] 4% |█ | (6975/146578, 146 it/s) [50s:15m58s] 4% |█ | (6980/146578, 146 it/s) [50s:15m58s] 4% |█ | (6986/146578, 137 it/s) [50s:16m58s] 4% |█ | (6991/146578, 137 it/s) [50s:16m58s] 4% |█ | (6997/146578, 137 it/s) [50s:16m58s] 4% |█ | (7001/146578, 137 it/s) [50s:16m58s] 4% |█ | (7006/146578, 137 it/s) [50s:16m57s] 4% |█ | (7010/146578, 123 it/s) [50s:18m58s] 4% |█ | (7016/146578, 123 it/s) [51s:18m58s] 4% |█ | (7030/146578, 123 it/s) [51s:18m58s] 4% |█ | (7044/146578, 123 it/s) [51s:18m58s] 4% |█ | (7058/146578, 123 it/s) [51s:18m58s] 4% |█ | (7073/146578, 123 it/s) [51s:18m57s] 4% |█ | (7086/146578, 123 it/s) [51s:18m57s] 4% |█ | (7098/146578, 120 it/s) [51s:19m20s] 4% |█ | (7110/146578, 120 it/s) [51s:19m20s] 4% |█ | (7121/146578, 120 it/s) [51s:19m20s] 4% |█ | (7135/146578, 120 it/s) [51s:19m20s] 4% |█ | (7151/146578, 120 it/s) [51s:19m20s] 4% |█ | (7163/146578, 120 it/s) [51s:19m20s] 4% |█ | (7177/146578, 120 it/s) [51s:19m19s] 4% |█ | (7188/146578, 117 it/s) [51s:19m51s] 4% |█ | (7202/146578, 117 it/s) [51s:19m50s] 4% |█ | (7214/146578, 117 it/s) [52s:19m50s] 4% |█ | (7229/146578, 117 it/s) [52s:19m50s] 4% |█ | (7240/146578, 117 it/s) [52s:19m50s] 4% |█ | (7247/146578, 117 it/s) [52s:19m50s] 4% |█ | (7248/146578, 117 it/s) [52s:19m50s] 4% |█ | (7254/146578, 122 it/s) [52s:18m59s] 4% |█ | (7260/146578, 122 it/s) [52s:18m59s] 4% |█ | (7265/146578, 122 it/s) [52s:18m59s] 4% |█ | (7270/146578, 122 it/s) [52s:18m59s] 4% |█ | (7275/146578, 118 it/s) [52s:19m44s] 4% |█ | (7282/146578, 118 it/s) [53s:19m44s] 4% |█ | (7288/146578, 118 it/s) [53s:19m44s] 4% |█ | (7293/146578, 118 it/s) [53s:19m44s] 4% |█ | (7306/146578, 118 it/s) [53s:19m44s] 4% |█ | (7322/146578, 118 it/s) [53s:19m44s] 5% |█ | (7331/146578, 115 it/s) [53s:20m16s] 5% |█ | (7332/146578, 115 it/s) [53s:20m16s] 5% |█ | (7338/146578, 115 it/s) [53s:20m16s] 5% |█ | (7344/146578, 115 it/s) [53s:20m15s] 5% |█ | (7351/146578, 104 it/s) [53s:22m14s] 5% |█ | (7357/146578, 104 it/s) [54s:22m13s] 5% |█ | (7362/146578, 104 it/s) [54s:22m13s] 5% |█ | (7369/146578, 104 it/s) [54s:22m13s] 5% |█ | (7375/146578, 104 it/s) [54s:22m13s] 5% |█ | (7382/146578, 93 it/s) [54s:25m0s] 5% |█ | (7397/146578, 93 it/s) [54s:25m0s] 5% |█ | (7407/146578, 93 it/s) [54s:25m0s] 5% |█ | (7423/146578, 93 it/s) [54s:24m59s] 5% |█ | (7438/146578, 93 it/s) [55s:24m59s] 5% |█ | (7454/146578, 95 it/s) [55s:24m19s] 5% |█ | (7469/146578, 95 it/s) [55s:24m19s] 5% |█ | (7486/146578, 95 it/s) [55s:24m19s] 5% |█ | (7501/146578, 95 it/s) [55s:24m18s] 5% |█ | (7517/146578, 95 it/s) [55s:24m18s] 5% |█ | (7531/146578, 95 it/s) [55s:24m18s] 5% |█ | (7547/146578, 95 it/s) [55s:24m18s] 5% |█ | (7562/146578, 112 it/s) [55s:20m38s] 5% |█ | (7576/146578, 112 it/s) [55s:20m38s] 5% |█ | (7589/146578, 112 it/s) [55s:20m38s] 5% |█ | (7604/146578, 112 it/s) [55s:20m38s] 5% |█ | (7619/146578, 112 it/s) [55s:20m38s] 5% |█ | (7633/146578, 112 it/s) [55s:20m37s] 5% |█ | (7649/146578, 112 it/s) [55s:20m37s] 5% |█ | (7663/146578, 112 it/s) [56s:20m37s] 5% |█ | (7677/146578, 130 it/s) [56s:17m52s] 5% |█ | (7692/146578, 130 it/s) [56s:17m52s] 5% |█ | (7703/146578, 130 it/s) [56s:17m52s] 5% |█ | (7710/146578, 130 it/s) [56s:17m52s] 5% |█ | (7725/146578, 124 it/s) [56s:18m40s] 5% |█ | (7739/146578, 124 it/s) [56s:18m39s] 5% |█ | (7755/146578, 124 it/s) [56s:18m39s] 5% |█ | (7770/146578, 124 it/s) [56s:18m39s] 5% |█ | (7783/146578, 124 it/s) [56s:18m39s] 5% |█ | (7793/146578, 124 it/s) [57s:18m39s] 5% |█ | (7804/146578, 120 it/s) [57s:19m19s] 5% |█ | (7821/146578, 120 it/s) [57s:19m19s] 5% |█ | (7834/146578, 120 it/s) [57s:19m19s] 5% |█ | (7843/146578, 120 it/s) [57s:19m19s] 5% |█ | (7858/146578, 120 it/s) [57s:19m19s] 5% |█ | (7872/146578, 120 it/s) [57s:19m19s] 5% |█ | (7887/146578, 122 it/s) [57s:18m58s] 5% |█ | (7901/146578, 122 it/s) [57s:18m58s] 5% |█ | (7914/146578, 122 it/s) [57s:18m58s] 5% |█ | (7931/146578, 122 it/s) [57s:18m58s] 5% |█ | (7943/146578, 122 it/s) [57s:18m58s] 5% |█ | (7958/146578, 122 it/s) [58s:18m58s] 5% |█ | (7973/146578, 122 it/s) [58s:18m58s] 5% |█ | (7985/146578, 137 it/s) [58s:16m50s] 5% |█ | (7987/146578, 137 it/s) [58s:16m50s] 5% |█ | (7994/146578, 137 it/s) [58s:16m50s] 5% |█ | (8000/146578, 137 it/s) [58s:16m50s] 5% |█ | (8006/146578, 132 it/s) [58s:17m28s] 5% |█ | (8012/146578, 132 it/s) [58s:17m28s] 5% |█ | (8018/146578, 132 it/s) [58s:17m28s] 5% |█ | (8033/146578, 132 it/s) [58s:17m27s] 5% |█ | (8048/146578, 132 it/s) [59s:17m27s] 5% |█ | (8062/146578, 132 it/s) [59s:17m27s] 5% |█ | (8075/146578, 132 it/s) [59s:17m27s] 5% |█ | (8090/146578, 142 it/s) [59s:16m17s] 5% |█ | (8107/146578, 142 it/s) [59s:16m17s] 5% |█ | (8122/146578, 142 it/s) [59s:16m17s] 5% |█ | (8139/146578, 142 it/s) [59s:16m16s] 5% |█ | (8154/146578, 142 it/s) [59s:16m16s] 5% |█ | (8170/146578, 142 it/s) [59s:16m16s] 5% |█ | (8185/146578, 142 it/s) [59s:16m16s] 5% |█ | (8202/146578, 160 it/s) [59s:14m25s] 5% |█ | (8212/146578, 160 it/s) [59s:14m25s] 5% |█ | (8216/146578, 160 it/s) [59s:14m25s] 5% |█ | (8217/146578, 152 it/s) [1m0s:15m10s] 5% |█ | (8224/146578, 152 it/s) [1m0s:15m10s] 5% |█ | (8240/146578, 152 it/s) [1m0s:15m10s] 5% |█ | (8255/146578, 152 it/s) [1m0s:15m10s] 5% |█ | (8256/146578, 152 it/s) [1m0s:15m10s] 5% |█ | (8259/146578, 152 it/s) [1m0s:15m10s] 5% |█ | (8270/146578, 139 it/s) [1m0s:16m35s] 5% |█ | (8276/146578, 139 it/s) [1m0s:16m35s] 5% |█ | (8291/146578, 139 it/s) [1m0s:16m35s] 5% |█ | (8307/146578, 139 it/s) [1m0s:16m35s] 5% |█ | (8324/146578, 139 it/s) [1m1s:16m35s] 5% |█ | (8341/146578, 139 it/s) [1m1s:16m35s] 5% |█ | (8357/146578, 139 it/s) [1m1s:16m35s] 5% |█ | (8373/146578, 136 it/s) [1m1s:16m59s] 5% |█ | (8386/146578, 136 it/s) [1m1s:16m59s] 5% |█ | (8402/146578, 136 it/s) [1m1s:16m59s] 5% |█ | (8414/146578, 136 it/s) [1m1s:16m59s] 5% |█ | (8431/146578, 136 it/s) [1m1s:16m59s] 5% |█ | (8445/146578, 136 it/s) [1m1s:16m59s] 5% |█ | (8461/146578, 136 it/s) [1m1s:16m59s] 5% |█ | (8478/146578, 146 it/s) [1m1s:15m42s] 5% |█ | (8495/146578, 146 it/s) [1m1s:15m42s] 5% |█ | (8507/146578, 146 it/s) [1m1s:15m42s] 5% |█ | (8521/146578, 146 it/s) [1m1s:15m42s] 5% |█ | (8534/146578, 146 it/s) [1m2s:15m42s] 5% |█ | (8547/146578, 146 it/s) [1m2s:15m43s] 5% |█ | (8553/146578, 146 it/s) [1m2s:15m43s] 5% |█ | (8569/146578, 146 it/s) [1m2s:15m43s] 5% |█ | (8585/146578, 146 it/s) [1m2s:15m43s] 5% |█ | (8597/146578, 146 it/s) [1m2s:15m43s] 5% |█ | (8613/146578, 146 it/s) [1m2s:15m43s] 5% |█ | (8625/146578, 146 it/s) [1m2s:15m43s] 5% |█ | (8639/146578, 150 it/s) [1m2s:15m22s] 5% |█ | (8652/146578, 150 it/s) [1m2s:15m22s] 5% |█ | (8669/146578, 150 it/s) [1m2s:15m22s] 5% |█ | (8683/146578, 150 it/s) [1m2s:15m22s] 5% |█ | (8697/146578, 150 it/s) [1m3s:15m21s] 5% |█ | (8708/146578, 150 it/s) [1m3s:15m21s] 5% |█ | (8724/146578, 150 it/s) [1m3s:15m21s] 5% |█ | (8740/146578, 150 it/s) [1m3s:15m20s] 5% |█ | (8756/146578, 150 it/s) [1m3s:15m20s] 5% |█ | (8773/146578, 150 it/s) [1m3s:15m20s] 5% |█ | (8785/146578, 150 it/s) [1m3s:15m20s] 6% |█ | (8800/146578, 150 it/s) [1m3s:15m19s] 6% |█ | (8812/146578, 150 it/s) [1m3s:15m19s] 6% |█ | (8829/146578, 150 it/s) [1m3s:15m19s] 6% |█ | (8844/146578, 150 it/s) [1m3s:15m19s] 6% |█ | (8861/146578, 167 it/s) [1m3s:13m46s] 6% |█ | (8874/146578, 167 it/s) [1m3s:13m46s] 6% |█ | (8891/146578, 167 it/s) [1m3s:13m46s] 6% |█ | (8906/146578, 167 it/s) [1m4s:13m46s] 6% |█ | (8923/146578, 167 it/s) [1m4s:13m46s] 6% |█ | (8939/146578, 167 it/s) [1m4s:13m45s] 6% |█ | (8951/146578, 172 it/s) [1m4s:13m21s] 6% |█ | (8952/146578, 172 it/s) [1m4s:13m21s] 6% |█ | (8966/146578, 172 it/s) [1m4s:13m21s] 6% |█ | (8980/146578, 172 it/s) [1m4s:13m21s] 6% |█ | (8997/146578, 172 it/s) [1m4s:13m21s] 6% |█ | (9014/146578, 172 it/s) [1m4s:13m21s] 6% |█ | (9031/146578, 172 it/s) [1m4s:13m20s] 6% |█ | (9041/146578, 159 it/s) [1m5s:14m25s] 6% |█ | (9056/146578, 159 it/s) [1m5s:14m25s] 6% |█ | (9071/146578, 159 it/s) [1m5s:14m25s] 6% |█ | (9088/146578, 159 it/s) [1m5s:14m25s] 6% |█ | (9106/146578, 159 it/s) [1m5s:14m25s] 6% |█ | (9122/146578, 159 it/s) [1m5s:14m25s] 6% |█ | (9138/146578, 159 it/s) [1m5s:14m25s] 6% |█ | (9151/146578, 174 it/s) [1m5s:13m11s] 6% |█ | (9152/146578, 174 it/s) [1m5s:13m11s] 6% |█ | (9159/146578, 174 it/s) [1m5s:13m11s] 6% |█ | (9165/146578, 174 it/s) [1m5s:13m11s] 6% |█ | (9172/146578, 174 it/s) [1m6s:13m11s] 6% |█ | (9178/146578, 169 it/s) [1m6s:13m33s] 6% |█ | (9183/146578, 169 it/s) [1m6s:13m33s] 6% |█ | (9189/146578, 169 it/s) [1m6s:13m33s] 6% |█ | (9197/146578, 169 it/s) [1m6s:13m33s] 6% |█ | (9204/146578, 169 it/s) [1m6s:13m33s] 6% |█ | (9210/146578, 157 it/s) [1m6s:14m37s] 6% |█ | (9218/146578, 157 it/s) [1m6s:14m37s] 6% |█ | (9234/146578, 157 it/s) [1m6s:14m37s] 6% |█ | (9250/146578, 157 it/s) [1m6s:14m36s] 6% |█ | (9266/146578, 157 it/s) [1m7s:14m36s] 6% |█ | (9281/146578, 157 it/s) [1m7s:14m36s] 6% |█ | (9282/146578, 148 it/s) [1m7s:15m27s] 6% |█ | (9295/146578, 148 it/s) [1m7s:15m27s] 6% |█ | (9301/146578, 148 it/s) [1m7s:15m27s] 6% |█ | (9309/146578, 148 it/s) [1m7s:15m27s] 6% |█ | (9316/146578, 148 it/s) [1m7s:15m27s] 6% |█ | (9333/146578, 148 it/s) [1m7s:15m27s] 6% |█ | (9350/146578, 144 it/s) [1m7s:15m51s] 6% |█ | (9367/146578, 144 it/s) [1m7s:15m51s] 6% |█ | (9385/146578, 144 it/s) [1m7s:15m51s] 6% |█ | (9399/146578, 144 it/s) [1m8s:15m51s] 6% |█ | (9416/146578, 144 it/s) [1m8s:15m51s] 6% |█ | (9429/146578, 144 it/s) [1m8s:15m51s] 6% |█ | (9446/146578, 144 it/s) [1m8s:15m51s] 6% |█ | (9459/146578, 150 it/s) [1m8s:15m14s] 6% |█ | (9476/146578, 150 it/s) [1m8s:15m14s] 6% |█ | (9488/146578, 150 it/s) [1m8s:15m14s] 6% |█ | (9505/146578, 150 it/s) [1m8s:15m14s] 6% |█ | (9521/146578, 150 it/s) [1m8s:15m14s] 6% |█ | (9537/146578, 150 it/s) [1m8s:15m14s] 6% |█ | (9552/146578, 150 it/s) [1m8s:15m14s] 6% |█ | (9565/146578, 150 it/s) [1m8s:15m11s] 6% |█ | (9581/146578, 150 it/s) [1m8s:15m11s] 6% |█ | (9593/146578, 150 it/s) [1m8s:15m11s] 6% |█ | (9610/146578, 150 it/s) [1m9s:15m11s] 6% |█ | (9621/146578, 150 it/s) [1m9s:15m11s] 6% |█ | (9637/146578, 150 it/s) [1m9s:15m11s] 6% |█ | (9652/146578, 150 it/s) [1m9s:15m10s] 6% |█ | (9664/146578, 149 it/s) [1m9s:15m15s] 6% |█ | (9678/146578, 149 it/s) [1m9s:15m15s] 6% |█ | (9691/146578, 149 it/s) [1m9s:15m15s] 6% |█ | (9703/146578, 149 it/s) [1m9s:15m15s] 6% |█ | (9717/146578, 149 it/s) [1m9s:15m15s] 6% |██ | (9731/146578, 142 it/s) [1m9s:16m1s] 6% |██ | (9743/146578, 142 it/s) [1m9s:16m1s] 6% |█ | (9744/146578, 142 it/s) [1m10s:16m1s] 6% |█ | (9760/146578, 138 it/s) [1m10s:16m29s] 6% |█ | (9776/146578, 138 it/s) [1m10s:16m29s] 6% |█ | (9784/146578, 138 it/s) [1m10s:16m29s] 6% |█ | (9785/146578, 138 it/s) [1m10s:16m29s] 6% |█ | (9790/146578, 138 it/s) [1m10s:16m29s] 6% |█ | (9806/146578, 138 it/s) [1m10s:16m29s] 6% |█ | (9821/146578, 130 it/s) [1m10s:17m34s] 6% |█ | (9837/146578, 130 it/s) [1m10s:17m34s] 6% |█ | (9852/146578, 130 it/s) [1m10s:17m34s] 6% |█ | (9863/146578, 130 it/s) [1m11s:17m33s] 6% |█ | (9879/146578, 130 it/s) [1m11s:17m33s] 6% |█ | (9890/146578, 130 it/s) [1m11s:17m33s] 6% |█ | (9897/146578, 139 it/s) [1m11s:16m23s] 6% |█ | (9912/146578, 139 it/s) [1m11s:16m23s] 6% |█ | (9929/146578, 139 it/s) [1m11s:16m23s] 6% |█ | (9945/146578, 139 it/s) [1m11s:16m23s] 6% |█ | (9959/146578, 139 it/s) [1m11s:16m23s] 6% |█ | (9975/146578, 139 it/s) [1m11s:16m23s] 6% |█ | (9978/146578, 139 it/s) [1m11s:16m23s] 6% |█ | (9988/146578, 150 it/s) [1m11s:15m11s] 6% |█ | (10004/146578, 150 it/s) [1m12s:15m11s] 6% |█ | (10021/146578, 150 it/s) [1m12s:15m11s] 6% |█ | (10036/146578, 150 it/s) [1m12s:15m11s] 6% |█ | (10051/146578, 150 it/s) [1m12s:15m11s] 6% |█ | (10065/146578, 150 it/s) [1m12s:15m11s] 6% |█ | (10069/146578, 153 it/s) [1m12s:14m52s] 6% |█ | (10070/146578, 153 it/s) [1m12s:14m52s] 6% |█ | (10084/146578, 153 it/s) [1m12s:14m52s] 6% |█ | (10098/146578, 153 it/s) [1m12s:14m52s] 6% |█ | (10114/146578, 153 it/s) [1m12s:14m52s] 6% |█ | (10127/146578, 153 it/s) [1m12s:14m51s] 6% |█ | (10143/146578, 153 it/s) [1m12s:14m51s] 6% |█ | (10145/146578, 156 it/s) [1m12s:14m33s] 6% |█ | (10149/146578, 156 it/s) [1m13s:14m33s] 6% |█ | (10156/146578, 156 it/s) [1m13s:14m33s] 6% |█ | (10172/146578, 156 it/s) [1m13s:14m33s] 6% |█ | (10188/146578, 156 it/s) [1m13s:14m33s] 6% |█ | (10196/146578, 156 it/s) [1m13s:14m33s] 6% |█ | (10211/146578, 156 it/s) [1m13s:14m32s] 6% |█ | (10212/146578, 145 it/s) [1m13s:15m43s] 6% |█ | (10228/146578, 145 it/s) [1m13s:15m43s] 6% |█ | (10229/146578, 145 it/s) [1m13s:15m42s] 6% |█ | (10237/146578, 145 it/s) [1m13s:15m42s] 6% |█ | (10253/146578, 145 it/s) [1m13s:15m42s] 7% |██ | (10269/146578, 145 it/s) [1m14s:15m42s] 7% |██ | (10280/146578, 137 it/s) [1m14s:16m37s] 7% |██ | (10281/146578, 137 it/s) [1m14s:16m37s] 7% |██ | (10295/146578, 137 it/s) [1m14s:16m37s] 7% |██ | (10312/146578, 137 it/s) [1m14s:16m37s] 7% |██ | (10328/146578, 137 it/s) [1m14s:16m37s] 7% |██ | (10344/146578, 137 it/s) [1m14s:16m37s] 7% |██ | (10358/146578, 130 it/s) [1m14s:17m31s] 7% |██ | (10368/146578, 130 it/s) [1m14s:17m31s] 7% |██ | (10378/146578, 130 it/s) [1m14s:17m31s] 7% |██ | (10382/146578, 130 it/s) [1m14s:17m31s] 7% |██ | (10398/146578, 130 it/s) [1m14s:17m31s] 7% |██ | (10412/146578, 126 it/s) [1m15s:18m4s] 7% |██ | (10419/146578, 126 it/s) [1m15s:18m4s] 7% |██ | (10435/146578, 126 it/s) [1m15s:18m4s] 7% |██ | (10447/146578, 126 it/s) [1m15s:18m4s] 7% |██ | (10458/146578, 126 it/s) [1m15s:18m4s] 7% |██ | (10474/146578, 126 it/s) [1m15s:18m4s] 7% |██ | (10486/146578, 126 it/s) [1m15s:18m4s] 7% |██ | (10495/146578, 134 it/s) [1m16s:16m52s] 7% |██ | (10496/146578, 134 it/s) [1m16s:16m52s] 7% |██ | (10511/146578, 134 it/s) [1m16s:16m52s] 7% |██ | (10528/146578, 134 it/s) [1m16s:16m52s] 7% |██ | (10544/146578, 134 it/s) [1m16s:16m52s] 7% |██ | (10561/146578, 134 it/s) [1m16s:16m52s] 7% |██ | (10575/146578, 138 it/s) [1m16s:16m24s] 7% |██ | (10576/146578, 138 it/s) [1m16s:16m24s] 7% |██ | (10586/146578, 138 it/s) [1m16s:16m24s] 7% |██ | (10602/146578, 138 it/s) [1m16s:16m24s] 7% |██ | (10618/146578, 138 it/s) [1m16s:16m24s] 7% |██ | (10626/146578, 136 it/s) [1m16s:16m41s] 7% |██ | (10641/146578, 136 it/s) [1m17s:16m41s] 7% |██ | (10654/146578, 136 it/s) [1m17s:16m41s] 7% |██ | (10671/146578, 136 it/s) [1m17s:16m41s] 7% |██ | (10688/146578, 136 it/s) [1m17s:16m41s] 7% |██ | (10704/146578, 136 it/s) [1m17s:16m40s] 7% |██ | (10720/146578, 135 it/s) [1m17s:16m48s] 7% |██ | (10727/146578, 135 it/s) [1m17s:16m48s] 7% |██ | (10739/146578, 135 it/s) [1m17s:16m48s] 7% |██ | (10751/146578, 135 it/s) [1m17s:16m48s] 7% |██ | (10763/146578, 135 it/s) [1m17s:16m47s] 7% |██ | (10773/146578, 130 it/s) [1m17s:17m24s] 7% |██ | (10781/146578, 130 it/s) [1m18s:17m24s] 7% |██ | (10795/146578, 130 it/s) [1m18s:17m24s] 7% |██ | (10800/146578, 130 it/s) [1m18s:17m24s] 7% |██ | (10817/146578, 126 it/s) [1m18s:17m56s] 7% |██ | (10833/146578, 126 it/s) [1m18s:17m55s] 7% |██ | (10843/146578, 126 it/s) [1m18s:17m55s] 7% |██ | (10858/146578, 126 it/s) [1m18s:17m55s] 7% |██ | (10875/146578, 126 it/s) [1m18s:17m55s] 7% |██ | (10877/146578, 126 it/s) [1m18s:18m0s] 7% |██ | (10885/146578, 126 it/s) [1m19s:18m0s] 7% |██ | (10891/146578, 126 it/s) [1m19s:18m0s] 7% |██ | (10898/146578, 126 it/s) [1m19s:18m0s] 7% |██ | (10905/146578, 126 it/s) [1m19s:18m0s] 7% |██ | (10920/146578, 121 it/s) [1m19s:18m41s] 7% |██ | (10937/146578, 121 it/s) [1m19s:18m41s] 7% |██ | (10952/146578, 121 it/s) 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(14234/146578, 147 it/s) [1m43s:15m1s] 9% |██ | (14242/146578, 147 it/s) [1m43s:15m1s] 9% |██ | (14256/146578, 147 it/s) [1m43s:15m1s] 9% |██ | (14270/146578, 147 it/s) [1m43s:15m0s] 9% |██ | (14281/146578, 147 it/s) [1m43s:15m0s] 9% |██ | (14292/146578, 147 it/s) [1m43s:15m0s] 9% |██ | (14300/146578, 147 it/s) [1m43s:15m0s] 9% |██ | (14308/146578, 138 it/s) [1m43s:15m55s] 9% |██ | (14322/146578, 138 it/s) [1m43s:15m55s] 9% |██ | (14334/146578, 138 it/s) [1m43s:15m55s] 9% |██ | (14344/146578, 138 it/s) [1m43s:15m55s] 9% |██ | (14354/146578, 138 it/s) [1m44s:15m55s] 9% |██ | (14360/146578, 139 it/s) [1m44s:15m51s] 9% |██ | (14366/146578, 139 it/s) [1m44s:15m51s] 9% |██ | (14379/146578, 139 it/s) [1m44s:15m51s] 9% |██ | (14392/146578, 139 it/s) [1m44s:15m51s] 9% |██ | (14400/146578, 139 it/s) [1m44s:15m51s] 9% |██ | (14415/146578, 139 it/s) [1m44s:15m50s] 9% |██ | (14416/146578, 127 it/s) [1m44s:17m23s] 9% |██ | (14428/146578, 127 it/s) [1m44s:17m23s] 9% |██ | (14442/146578, 127 it/s) [1m45s:17m23s] 9% |██ | (14456/146578, 127 it/s) [1m45s:17m23s] 9% |██ | (14469/146578, 127 it/s) [1m45s:17m23s] 9% |██ | (14483/146578, 127 it/s) [1m45s:17m23s] 9% |██ | (14496/146578, 129 it/s) [1m45s:17m5s] 9% |██ | (14506/146578, 129 it/s) [1m45s:17m5s] 9% |██ | (14519/146578, 129 it/s) [1m45s:17m4s] 9% |██ | (14531/146578, 129 it/s) [1m45s:17m4s] 9% |██ | (14545/146578, 129 it/s) [1m45s:17m4s] 9% |██ | (14560/146578, 129 it/s) [1m45s:17m4s] 9% |██ | (14575/146578, 129 it/s) [1m45s:17m4s] 9% |██ | (14589/146578, 135 it/s) [1m45s:16m19s] 9% |██ | (14604/146578, 135 it/s) [1m45s:16m19s] 9% |██ | (14614/146578, 135 it/s) [1m46s:16m19s] 9% |██ | (14629/146578, 135 it/s) [1m46s:16m19s] 9% |██ | (14644/146578, 141 it/s) [1m46s:15m36s] 10% |███ | (14659/146578, 141 it/s) [1m46s:15m36s] 10% |███ | (14670/146578, 141 it/s) [1m46s:15m36s] 10% |███ | (14686/146578, 141 it/s) [1m46s:15m36s] 10% |███ | (14699/146578, 141 it/s) [1m46s:15m36s] 10% |███ | (14713/146578, 141 it/s) [1m46s:15m35s] 10% |███ | (14725/146578, 141 it/s) [1m46s:15m35s] 10% |███ | (14739/146578, 139 it/s) [1m46s:15m48s] 10% |███ | (14751/146578, 139 it/s) [1m46s:15m48s] 10% |███ | (14767/146578, 139 it/s) [1m46s:15m48s] 10% |███ | (14781/146578, 139 it/s) [1m46s:15m48s] 10% |███ | (14794/146578, 139 it/s) [1m47s:15m48s] 10% |███ | (14808/146578, 139 it/s) [1m47s:15m48s] 10% |███ | (14821/146578, 139 it/s) [1m47s:15m48s] 10% |███ | (14835/146578, 139 it/s) [1m47s:15m46s] 10% |███ | (14848/146578, 139 it/s) [1m47s:15m46s] 10% |███ | (14858/146578, 139 it/s) [1m47s:15m46s] 10% |███ | (14871/146578, 139 it/s) [1m47s:15m46s] 10% |███ | (14882/146578, 139 it/s) [1m47s:15m46s] 10% |███ | (14896/146578, 139 it/s) [1m47s:15m46s] 10% |███ | (14908/146578, 139 it/s) [1m47s:15m46s] 10% |███ | (14919/146578, 139 it/s) [1m47s:15m46s] 10% |███ | (14931/146578, 147 it/s) [1m47s:14m53s] 10% |███ | (14938/146578, 147 it/s) [1m47s:14m53s] 10% |███ | (14939/146578, 147 it/s) [1m48s:14m53s] 10% |███ | (14953/146578, 147 it/s) [1m48s:14m53s] 10% |███ | (14966/146578, 147 it/s) [1m48s:14m53s] 10% |███ | (14979/146578, 147 it/s) [1m48s:14m53s] 10% |███ | (14993/146578, 147 it/s) [1m48s:14m52s] 10% |███ | (15007/146578, 147 it/s) [1m48s:14m52s] 10% |███ | (15015/146578, 147 it/s) [1m48s:14m52s] 10% |███ | (15022/146578, 147 it/s) [1m48s:14m52s] 10% |███ | (15034/146578, 147 it/s) [1m48s:14m52s] 10% |███ | (15045/146578, 145 it/s) [1m48s:15m6s] 10% |███ | (15057/146578, 145 it/s) [1m48s:15m6s] 10% |███ | (15072/146578, 145 it/s) [1m48s:15m6s] 10% |███ | (15082/146578, 145 it/s) [1m49s:15m5s] 10% |███ | (15095/146578, 145 it/s) [1m49s:15m5s] 10% |███ | (15106/146578, 145 it/s) [1m49s:15m5s] 10% |███ | (15119/146578, 145 it/s) [1m49s:15m5s] 10% |███ | (15130/146578, 152 it/s) [1m49s:14m26s] 10% |███ | (15140/146578, 152 it/s) [1m49s:14m26s] 10% |███ | (15145/146578, 152 it/s) [1m49s:14m26s] 10% |███ | (15159/146578, 152 it/s) [1m49s:14m26s] 10% |███ | (15173/146578, 150 it/s) [1m49s:14m34s] 10% |███ | 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10% |███ | (15830/146578, 114 it/s) [1m55s:19m7s] 10% |███ | (15843/146578, 114 it/s) [1m55s:19m7s] 10% |███ | (15861/146578, 122 it/s) [1m55s:17m53s] 10% |███ | (15875/146578, 122 it/s) [1m55s:17m53s] 10% |███ | (15891/146578, 122 it/s) [1m55s:17m53s] 10% |███ | (15905/146578, 122 it/s) [1m55s:17m53s] 10% |███ | (15921/146578, 122 it/s) [1m55s:17m52s] 10% |███ | (15939/146578, 122 it/s) [1m55s:17m52s] 10% |███ | (15958/146578, 122 it/s) [1m55s:17m52s] 10% |███ | (15977/146578, 136 it/s) [1m56s:15m58s] 10% |███ | (15995/146578, 136 it/s) [1m56s:15m58s] 10% |███ | (16010/146578, 136 it/s) [1m56s:15m57s] 10% |███ | (16021/146578, 136 it/s) [1m56s:15m57s] 10% |███ | (16022/146578, 139 it/s) [1m56s:15m36s] 10% |███ | (16034/146578, 139 it/s) [1m56s:15m36s] 10% |███ | (16036/146578, 139 it/s) [1m56s:15m36s] 10% |███ | (16052/146578, 139 it/s) [1m56s:15m36s] 10% |███ | (16069/146578, 139 it/s) [1m56s:15m36s] 10% |███ | (16084/146578, 139 it/s) [1m57s:15m36s] 10% |███ | (16101/146578, 139 it/s) [1m57s:15m35s] 10% |███ | (16115/146578, 144 it/s) [1m57s:15m3s] 11% |███ | (16132/146578, 144 it/s) [1m57s:15m3s] 11% |███ | (16146/146578, 144 it/s) [1m57s:15m3s] 11% |███ | (16154/146578, 144 it/s) [1m57s:15m2s] 11% |███ | (16155/146578, 144 it/s) [1m57s:15m2s] 11% |███ | (16171/146578, 144 it/s) [1m57s:15m2s] 11% |███ | (16188/146578, 147 it/s) [1m57s:14m45s] 11% |███ | (16205/146578, 147 it/s) [1m57s:14m45s] 11% |███ | (16221/146578, 147 it/s) [1m57s:14m45s] 11% |███ | (16238/146578, 147 it/s) [1m57s:14m44s] 11% |███ | (16247/146578, 147 it/s) [1m57s:14m44s] 11% |███ | (16267/146578, 147 it/s) [1m58s:14m44s] 11% |███ | (16285/146578, 147 it/s) [1m58s:14m44s] 11% |███ | (16301/146578, 158 it/s) [1m58s:13m41s] 11% |███ | (16302/146578, 158 it/s) [1m58s:13m41s] 11% |███ | (16319/146578, 158 it/s) [1m58s:13m41s] 11% |███ | (16337/146578, 158 it/s) [1m58s:13m41s] 11% |███ | (16351/146578, 158 it/s) [1m58s:13m41s] 11% |███ | (16368/146578, 158 it/s) [1m58s:13m41s] 11% |███ | (16386/146578, 161 it/s) [1m58s:13m29s] 11% |███ | (16395/146578, 161 it/s) [1m58s:13m29s] 11% |███ | (16405/146578, 161 it/s) [1m58s:13m29s] 11% |███ | (16423/146578, 161 it/s) [1m59s:13m29s] 11% |███ | (16442/146578, 161 it/s) [1m59s:13m29s] 11% |███ | (16454/146578, 156 it/s) [1m59s:13m55s] 11% |███ | (16467/146578, 156 it/s) [1m59s:13m55s] 11% |███ | (16475/146578, 156 it/s) [1m59s:13m55s] 11% |███ | (16483/146578, 156 it/s) [1m59s:13m55s] 11% |███ | (16484/146578, 156 it/s) [1m59s:13m55s] 11% |███ | (16504/146578, 156 it/s) [1m59s:13m55s] 11% |███ | (16522/146578, 158 it/s) [1m59s:13m42s] 11% |███ | (16540/146578, 158 it/s) [1m59s:13m42s] 11% |███ | (16558/146578, 158 it/s) [1m59s:13m42s] 11% |███ | (16569/146578, 158 it/s) [1m59s:13m42s] 11% |███ | (16583/146578, 158 it/s) [1m59s:13m42s] 11% |███ | (16596/146578, 158 it/s) [1m59s:13m42s] 11% |███ | (16612/146578, 158 it/s) [2m0s:13m42s] 11% |███ | (16626/146578, 158 it/s) [2m0s:13m42s] 11% |███ | (16642/146578, 171 it/s) [2m0s:12m39s] 11% |███ | (16659/146578, 171 it/s) [2m0s:12m39s] 11% |███ | (16671/146578, 171 it/s) [2m0s:12m39s] 11% |███ | (16689/146578, 171 it/s) [2m0s:12m39s] 11% |███ | (16703/146578, 171 it/s) [2m0s:12m39s] 11% |███ | (16721/146578, 171 it/s) [2m0s:12m39s] 11% |███ | (16734/146578, 171 it/s) [2m0s:12m38s] 11% |███ | (16750/146578, 175 it/s) [2m0s:12m20s] 11% |███ | (16764/146578, 175 it/s) [2m0s:12m20s] 11% |███ | (16780/146578, 175 it/s) [2m0s:12m20s] 11% |███ | (16797/146578, 175 it/s) [2m0s:12m20s] 11% |███ | (16813/146578, 175 it/s) [2m0s:12m20s] 11% |███ | (16828/146578, 175 it/s) [2m1s:12m20s] 11% |███ | (16844/146578, 175 it/s) [2m1s:12m20s] 11% |███ | (16860/146578, 173 it/s) [2m1s:12m30s] 11% |███ | (16873/146578, 173 it/s) [2m1s:12m30s] 11% |███ | (16889/146578, 173 it/s) [2m1s:12m29s] 11% |███ | (16900/146578, 173 it/s) [2m1s:12m29s] 11% |███ | (16904/146578, 173 it/s) [2m1s:12m29s] 11% |███ | (16905/146578, 173 it/s) [2m1s:12m28s] 11% |███ | (16917/146578, 173 it/s) [2m1s:12m28s] 11% |███ | (16933/146578, 173 it/s) [2m1s:12m28s] 11% |███ | (16945/146578, 173 it/s) [2m2s:12m27s] 11% |███ | (16946/146578, 173 it/s) [2m2s:12m27s] 11% |███ | (16962/146578, 173 it/s) [2m2s:12m27s] 11% |███ | (16977/146578, 173 it/s) [2m2s:12m27s] 11% |███ | (16990/146578, 172 it/s) [2m2s:12m33s] 11% |███ | (17003/146578, 172 it/s) [2m2s:12m33s] 11% |███ | (17011/146578, 172 it/s) [2m2s:12m33s] 11% |███ | (17017/146578, 172 it/s) [2m2s:12m33s] 11% |███ | (17031/146578, 164 it/s) [2m2s:13m8s] 11% |███ | (17046/146578, 164 it/s) [2m2s:13m8s] 11% |███ | (17061/146578, 164 it/s) [2m2s:13m8s] 11% |███ | (17076/146578, 164 it/s) [2m3s:13m8s] 11% |███ | (17092/146578, 164 it/s) [2m3s:13m8s] 11% |███ | (17109/146578, 164 it/s) [2m3s:13m7s] 11% |███ | (17114/146578, 160 it/s) [2m3s:13m29s] 11% |███ | (17115/146578, 160 it/s) [2m3s:13m29s] 11% |███ | (17129/146578, 160 it/s) [2m3s:13m28s] 11% |███ | (17146/146578, 160 it/s) [2m3s:13m28s] 11% |███ | (17162/146578, 160 it/s) [2m3s:13m28s] 11% |███ | (17179/146578, 160 it/s) [2m3s:13m28s] 11% |███ | (17193/146578, 160 it/s) [2m3s:13m26s] 11% |███ | (17194/146578, 160 it/s) [2m3s:13m26s] 11% |███ | (17206/146578, 160 it/s) [2m4s:13m26s] 11% |███ | (17222/146578, 160 it/s) [2m4s:13m26s] 11% |███ | (17239/146578, 160 it/s) [2m4s:13m26s] 11% |███ | (17250/146578, 160 it/s) [2m4s:13m26s] 11% |███ | (17263/146578, 160 it/s) [2m4s:13m26s] 11% |███ | (17273/146578, 158 it/s) [2m4s:13m36s] 11% |███ | (17280/146578, 158 it/s) [2m4s:13m36s] 11% |███ | (17296/146578, 158 it/s) [2m4s:13m36s] 11% |███ | (17312/146578, 158 it/s) [2m4s:13m36s] 11% |███ | (17328/146578, 158 it/s) [2m4s:13m36s] 11% |███ | (17344/146578, 158 it/s) [2m4s:13m36s] 11% |███ | (17356/146578, 158 it/s) [2m4s:13m36s] 11% |███ | (17373/146578, 163 it/s) [2m4s:13m13s] 11% |███ | (17388/146578, 163 it/s) [2m5s:13m13s] 11% |███ | (17405/146578, 163 it/s) [2m5s:13m12s] 11% |███ | (17420/146578, 163 it/s) [2m5s:13m12s] 11% |███ | (17437/146578, 163 it/s) [2m5s:13m12s] 11% |███ | (17453/146578, 163 it/s) [2m5s:13m12s] 11% |███ | (17465/146578, 163 it/s) [2m5s:13m12s] 11% |███ | (17466/146578, 157 it/s) [2m5s:13m43s] 11% |███ | (17473/146578, 157 it/s) [2m5s:13m43s] 11% |███ | (17489/146578, 157 it/s) [2m5s:13m42s] 11% |███ | (17505/146578, 157 it/s) [2m5s:13m42s] 11% |███ | (17522/146578, 157 it/s) [2m5s:13m42s] 11% |███ | (17539/146578, 157 it/s) [2m5s:13m42s] 11% |███ | (17552/146578, 157 it/s) [2m6s:13m42s] 11% |███ | (17570/146578, 154 it/s) [2m6s:13m58s] 11% |███ | (17582/146578, 154 it/s) [2m6s:13m58s] 11% |███ | (17585/146578, 154 it/s) [2m6s:13m58s] 11% |███ | (17586/146578, 154 it/s) [2m6s:13m58s] 12% |███ | (17591/146578, 154 it/s) [2m6s:13m58s] 12% |███ | (17606/146578, 154 it/s) [2m6s:13m58s] 12% |███ | (17619/146578, 141 it/s) [2m6s:15m12s] 12% |███ | (17621/146578, 141 it/s) [2m6s:15m12s] 12% |███ | (17637/146578, 141 it/s) [2m6s:15m12s] 12% |███ | (17654/146578, 141 it/s) [2m7s:15m12s] 12% |███ | (17671/146578, 143 it/s) [2m7s:15m2s] 12% |███ | (17688/146578, 143 it/s) [2m7s:15m2s] 12% |███ | (17703/146578, 143 it/s) [2m7s:15m1s] 12% |███ | (17718/146578, 143 it/s) [2m7s:15m1s] 12% |███ | (17731/146578, 143 it/s) [2m7s:15m1s] 12% |███ | (17748/146578, 144 it/s) [2m7s:14m54s] 12% |███ | (17765/146578, 144 it/s) [2m7s:14m53s] 12% |███ | (17780/146578, 144 it/s) [2m7s:14m53s] 12% |███ | (17787/146578, 144 it/s) [2m7s:14m53s] 12% |███ | (17788/146578, 144 it/s) [2m7s:14m53s] 12% |███ | (17802/146578, 144 it/s) [2m7s:14m53s] 12% |███ | (17816/146578, 144 it/s) [2m8s:14m53s] 12% |███ | (17830/146578, 153 it/s) [2m8s:14m3s] 12% |███ | (17844/146578, 153 it/s) [2m8s:14m2s] 12% |███ | (17858/146578, 153 it/s) [2m8s:14m2s] 12% |███ | (17863/146578, 153 it/s) [2m8s:14m2s] 12% |███ | (17873/146578, 153 it/s) [2m8s:14m2s] 12% |███ | (17886/146578, 145 it/s) [2m8s:14m45s] 12% |███ | (17900/146578, 145 it/s) [2m8s:14m45s] 12% |███ | (17915/146578, 145 it/s) [2m8s:14m45s] 12% |███ | (17932/146578, 145 it/s) [2m8s:14m45s] 12% |███ | (17947/146578, 145 it/s) [2m8s:14m45s] 12% |███ | (17961/146578, 145 it/s) [2m8s:14m45s] 12% |███ | (17973/146578, 145 it/s) [2m9s:14m45s] 12% |███ | (17980/146578, 148 it/s) [2m9s:14m29s] 12% |███ | (17981/146578, 148 it/s) [2m9s:14m29s] 12% |███ | (17999/146578, 148 it/s) [2m9s:14m29s] 12% |███ | (18018/146578, 148 it/s) [2m9s:14m28s] 12% |███ | (18035/146578, 148 it/s) [2m9s:14m28s] 12% |███ | (18053/146578, 148 it/s) [2m9s:14m28s] 12% |███ | (18071/146578, 148 it/s) [2m9s:14m28s] 12% |███ | (18088/146578, 156 it/s) [2m9s:13m42s] 12% |███ | (18107/146578, 156 it/s) [2m9s:13m41s] 12% |███ | (18125/146578, 156 it/s) [2m9s:13m41s] 12% |███ | (18145/146578, 156 it/s) [2m9s:13m41s] 12% |███ | (18161/146578, 156 it/s) [2m9s:13m41s] 12% |███ | (18174/146578, 154 it/s) [2m10s:13m51s] 12% |███ | (18191/146578, 154 it/s) [2m10s:13m51s] 12% |███ | (18208/146578, 154 it/s) [2m10s:13m51s] 12% |███ | (18224/146578, 154 it/s) [2m10s:13m51s] 12% |███ | (18240/146578, 154 it/s) [2m10s:13m51s] 12% |███ | (18255/146578, 154 it/s) [2m10s:13m51s] 12% |███ | (18260/146578, 154 it/s) [2m10s:13m51s] 12% |███ | (18261/146578, 155 it/s) [2m10s:13m45s] 12% |███ | (18277/146578, 155 it/s) [2m10s:13m45s] 12% |███ | (18284/146578, 155 it/s) [2m10s:13m45s] 12% |███ | (18289/146578, 155 it/s) [2m10s:13m45s] 12% |███ | (18297/146578, 155 it/s) [2m11s:13m45s] 12% |███ | (18304/146578, 143 it/s) [2m11s:14m56s] 12% |███ | (18311/146578, 143 it/s) [2m11s:14m56s] 12% |███ | (18318/146578, 143 it/s) [2m11s:14m55s] 12% |███ | (18324/146578, 143 it/s) [2m11s:14m55s] 12% |███ | (18331/146578, 139 it/s) [2m11s:15m25s] 12% |███ | (18347/146578, 139 it/s) [2m11s:15m25s] 12% |███ | (18363/146578, 139 it/s) [2m11s:15m25s] 12% |███ | (18379/146578, 139 it/s) [2m12s:15m25s] 12% |███ | (18395/146578, 139 it/s) [2m12s:15m25s] 12% |███ | (18406/146578, 139 it/s) [2m12s:15m25s] 12% |███ | (18420/146578, 139 it/s) [2m12s:15m25s] 12% |███ | (18436/146578, 139 it/s) [2m12s:15m25s] 12% |███ | (18454/146578, 151 it/s) [2m12s:14m8s] 12% |███ | (18471/146578, 151 it/s) [2m12s:14m8s] 12% |███ | (18484/146578, 151 it/s) [2m12s:14m8s] 12% |███ | (18501/146578, 151 it/s) [2m12s:14m8s] 12% |███ | (18514/146578, 151 it/s) [2m12s:14m8s] 12% |███ | (18530/146578, 151 it/s) [2m12s:14m7s] 12% |███ | (18541/146578, 151 it/s) [2m12s:14m7s] 12% |███ | (18557/146578, 157 it/s) [2m12s:13m35s] 12% |███ | (18569/146578, 157 it/s) [2m12s:13m35s] 12% |███ | (18583/146578, 157 it/s) [2m12s:13m35s] 12% |███ | (18595/146578, 157 it/s) [2m13s:13m35s] 12% |███ | (18609/146578, 157 it/s) [2m13s:13m35s] 12% |███ | (18622/146578, 157 it/s) [2m13s:13m35s] 12% |███ | (18635/146578, 157 it/s) [2m13s:13m34s] 12% |███ | (18647/146578, 159 it/s) [2m13s:13m23s] 12% |███ | (18658/146578, 159 it/s) [2m13s:13m23s] 12% |███ | (18670/146578, 159 it/s) [2m13s:13m23s] 12% |███ | (18678/146578, 159 it/s) [2m13s:13m23s] 12% |███ | (18679/146578, 159 it/s) [2m13s:13m23s] 12% |███ | (18683/146578, 156 it/s) [2m13s:13m40s] 12% |███ | (18699/146578, 156 it/s) [2m13s:13m40s] 12% |███ | (18714/146578, 156 it/s) [2m14s:13m40s] 12% |███ | (18721/146578, 156 it/s) [2m14s:13m40s] 12% |███ | (18734/146578, 156 it/s) [2m14s:13m40s] 12% |███ | (18738/146578, 156 it/s) [2m14s:13m40s] 12% |███ | (18750/146578, 150 it/s) [2m14s:14m11s] 12% |███ | (18751/146578, 150 it/s) [2m14s:14m11s] 12% |███ | (18764/146578, 150 it/s) [2m14s:14m11s] 12% |███ | (18778/146578, 150 it/s) [2m14s:14m11s] 12% |███ | (18792/146578, 150 it/s) [2m14s:14m11s] 12% |███ | (18805/146578, 150 it/s) [2m14s:14m11s] 12% |███ | (18818/146578, 150 it/s) [2m14s:14m10s] 12% |███ | (18831/146578, 144 it/s) [2m14s:14m45s] 12% |███ | (18843/146578, 144 it/s) [2m14s:14m45s] 12% |███ | (18857/146578, 144 it/s) [2m15s:14m45s] 12% |███ | (18867/146578, 144 it/s) [2m15s:14m45s] 12% |███ | (18882/146578, 144 it/s) [2m15s:14m45s] 12% |███ | (18897/146578, 144 it/s) [2m15s:14m45s] 12% |███ | (18911/146578, 144 it/s) [2m15s:14m45s] 12% |███ | (18924/146578, 146 it/s) [2m15s:14m33s] 12% |███ | (18935/146578, 146 it/s) [2m15s:14m33s] 12% |███ | (18936/146578, 146 it/s) [2m15s:14m33s] 12% |███ | (18950/146578, 146 it/s) [2m15s:14m33s] 12% |███ | (18963/146578, 146 it/s) [2m15s:14m33s] 12% |███ | (18976/146578, 146 it/s) [2m15s:14m32s] 12% |███ | (18989/146578, 141 it/s) [2m15s:15m3s] 12% |███ | (19003/146578, 141 it/s) [2m16s:15m3s] 12% |███ | (19011/146578, 141 it/s) [2m16s:15m3s] 12% |███ | (19026/146578, 141 it/s) [2m16s:15m3s] 12% |███ | (19040/146578, 144 it/s) [2m16s:14m45s] 12% |███ | (19047/146578, 144 it/s) [2m16s:14m45s] 13% |████ | (19060/146578, 144 it/s) [2m16s:14m45s] 13% |████ | (19061/146578, 143 it/s) [2m17s:14m51s] 13% |████ | (19068/146578, 143 it/s) [2m17s:14m51s] 13% |████ | (19069/146578, 143 it/s) [2m17s:14m51s] 13% |████ | (19074/146578, 143 it/s) [2m17s:14m51s] 13% |████ | (19080/146578, 143 it/s) [2m17s:14m51s] 13% |████ | (19094/146578, 143 it/s) [2m17s:14m51s] 13% |████ | (19111/146578, 128 it/s) 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158 it/s) [2m45s:13m2s] 15% |████ | (23054/146578, 162 it/s) [2m45s:12m44s] 15% |████ | (23068/146578, 162 it/s) [2m45s:12m44s] 15% |████ | (23082/146578, 162 it/s) [2m45s:12m44s] 15% |████ | (23097/146578, 162 it/s) [2m45s:12m44s] 15% |████ | (23111/146578, 162 it/s) [2m45s:12m44s] 15% |████ | (23125/146578, 162 it/s) [2m45s:12m44s] 15% |████ | (23136/146578, 162 it/s) [2m46s:12m43s] 15% |████ | (23150/146578, 163 it/s) [2m46s:12m36s] 15% |████ | (23161/146578, 163 it/s) [2m46s:12m36s] 15% |████ | (23175/146578, 163 it/s) [2m46s:12m36s] 15% |████ | (23184/146578, 163 it/s) [2m46s:12m36s] 15% |████ | (23189/146578, 163 it/s) [2m46s:12m36s] 15% |████ | (23203/146578, 154 it/s) [2m46s:13m22s] 15% |████ | (23216/146578, 154 it/s) [2m46s:13m22s] 15% |████ | (23230/146578, 154 it/s) [2m46s:13m22s] 15% |████ | (23244/146578, 154 it/s) [2m46s:13m22s] 15% |████ | (23257/146578, 154 it/s) [2m46s:13m22s] 15% |████ | (23272/146578, 154 it/s) [2m46s:13m22s] 15% |████ | (23286/146578, 154 it/s) 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(24716/146578, 152 it/s) [2m57s:13m22s] 16% |████ | (24734/146578, 152 it/s) [2m57s:13m22s] 16% |████ | (24749/146578, 152 it/s) [2m57s:13m22s] 16% |████ | (24757/146578, 152 it/s) [2m57s:13m22s] 16% |████ | (24774/146578, 152 it/s) [2m57s:13m22s] 16% |████ | (24789/146578, 148 it/s) [2m57s:13m40s] 16% |████ | (24794/146578, 148 it/s) [2m57s:13m40s] 16% |████ | (24795/146578, 138 it/s) [2m57s:14m42s] 16% |████ | (24802/146578, 138 it/s) [2m58s:14m42s] 16% |████ | (24818/146578, 138 it/s) [2m58s:14m42s] 16% |████ | (24833/146578, 138 it/s) [2m58s:14m42s] 16% |████ | (24839/146578, 138 it/s) [2m58s:14m41s] 16% |█████ | (24850/146578, 134 it/s) [2m58s:15m9s] 16% |█████ | (24857/146578, 134 it/s) [2m58s:15m9s] 16% |█████ | (24862/146578, 134 it/s) [2m58s:15m9s] 16% |█████ | (24867/146578, 134 it/s) [2m58s:15m9s] 16% |█████ | (24881/146578, 134 it/s) [2m59s:15m9s] 16% |█████ | (24896/146578, 134 it/s) [2m59s:15m9s] 16% |████ | (24909/146578, 129 it/s) [2m59s:15m46s] 16% |████ | (24911/146578, 129 it/s) [2m59s:15m46s] 17% |█████ | (24926/146578, 129 it/s) [2m59s:15m46s] 17% |█████ | (24939/146578, 129 it/s) [2m59s:15m46s] 17% |█████ | (24953/146578, 129 it/s) [2m59s:15m46s] 17% |█████ | (24966/146578, 129 it/s) [2m59s:15m46s] 17% |█████ | (24981/146578, 127 it/s) [2m59s:15m54s] 17% |█████ | (24997/146578, 127 it/s) [2m59s:15m54s] 17% |█████ | (25012/146578, 127 it/s) [2m59s:15m54s] 17% |█████ | (25026/146578, 127 it/s) [2m59s:15m54s] 17% |█████ | (25039/146578, 127 it/s) [2m59s:15m54s] 17% |█████ | (25054/146578, 127 it/s) [3m0s:15m53s] 17% |█████ | (25073/146578, 127 it/s) [3m0s:15m53s] 17% |█████ | (25090/146578, 137 it/s) [3m0s:14m48s] 17% |█████ | (25105/146578, 137 it/s) [3m0s:14m48s] 17% |█████ | (25122/146578, 137 it/s) [3m0s:14m48s] 17% |█████ | (25140/146578, 137 it/s) [3m0s:14m48s] 17% |█████ | (25155/146578, 137 it/s) [3m0s:14m48s] 17% |█████ | (25173/146578, 137 it/s) [3m0s:14m47s] 17% |█████ | (25188/146578, 137 it/s) [3m0s:14m47s] 17% |█████ | (25206/146578, 137 it/s) [3m0s:14m47s] 17% |█████ | (25221/146578, 151 it/s) [3m0s:13m21s] 17% |█████ | (25236/146578, 151 it/s) [3m0s:13m21s] 17% |█████ | (25250/146578, 151 it/s) [3m0s:13m21s] 17% |█████ | (25267/146578, 151 it/s) [3m0s:13m21s] 17% |█████ | (25283/146578, 151 it/s) [3m0s:13m21s] 17% |█████ | (25296/146578, 161 it/s) [3m1s:12m35s] 17% |█████ | (25313/146578, 161 it/s) [3m1s:12m34s] 17% |█████ | (25329/146578, 161 it/s) [3m1s:12m34s] 17% |█████ | (25346/146578, 161 it/s) [3m1s:12m34s] 17% |█████ | (25358/146578, 161 it/s) [3m1s:12m34s] 17% |█████ | (25372/146578, 161 it/s) [3m1s:12m34s] 17% |█████ | (25388/146578, 161 it/s) [3m1s:12m34s] 17% |█████ | (25389/146578, 159 it/s) [3m1s:12m42s] 17% |█████ | (25399/146578, 159 it/s) [3m1s:12m42s] 17% |█████ | (25415/146578, 159 it/s) [3m1s:12m42s] 17% |█████ | (25432/146578, 159 it/s) [3m2s:12m42s] 17% |█████ | (25440/146578, 159 it/s) [3m2s:12m42s] 17% |█████ | (25456/146578, 159 it/s) [3m2s:12m42s] 17% |█████ | (25460/146578, 159 it/s) [3m2s:12m42s] 17% |█████ | (25465/146578, 149 it/s) [3m2s:13m34s] 17% |█████ | (25475/146578, 149 it/s) [3m2s:13m34s] 17% |█████ | (25482/146578, 149 it/s) [3m2s:13m34s] 17% |█████ | (25483/146578, 133 it/s) [3m2s:15m13s] 17% |█████ | (25485/146578, 133 it/s) [3m3s:15m13s] 17% |█████ | (25501/146578, 133 it/s) [3m3s:15m13s] 17% |█████ | (25518/146578, 133 it/s) [3m3s:15m13s] 17% |█████ | (25534/146578, 133 it/s) [3m3s:15m13s] 17% |█████ | (25550/146578, 133 it/s) [3m3s:15m13s] 17% |█████ | (25565/146578, 145 it/s) [3m3s:13m56s] 17% |█████ | (25578/146578, 145 it/s) [3m3s:13m56s] 17% |█████ | (25595/146578, 145 it/s) [3m3s:13m56s] 17% |█████ | (25611/146578, 145 it/s) [3m3s:13m56s] 17% |█████ | (25628/146578, 145 it/s) [3m3s:13m56s] 17% |█████ | (25645/146578, 145 it/s) [3m3s:13m56s] 17% |█████ | (25659/146578, 145 it/s) [3m3s:13m55s] 17% |█████ | (25676/146578, 145 it/s) [3m3s:13m55s] 17% |█████ | (25689/146578, 160 it/s) [3m3s:12m35s] 17% |█████ | (25706/146578, 160 it/s) [3m3s:12m35s] 17% |█████ | (25723/146578, 160 it/s) [3m4s:12m35s] 17% |█████ | (25741/146578, 160 it/s) [3m4s:12m35s] 17% |█████ | (25756/146578, 160 it/s) [3m4s:12m35s] 17% |█████ | (25771/146578, 160 it/s) [3m4s:12m35s] 17% |█████ | (25786/146578, 160 it/s) [3m4s:12m34s] 17% |█████ | (25803/146578, 173 it/s) [3m4s:11m36s] 17% |█████ | (25817/146578, 173 it/s) [3m4s:11m36s] 17% |█████ | (25834/146578, 173 it/s) [3m4s:11m36s] 17% |█████ | (25851/146578, 173 it/s) [3m4s:11m36s] 17% |█████ | (25864/146578, 173 it/s) [3m4s:11m36s] 17% |█████ | (25881/146578, 173 it/s) [3m4s:11m36s] 17% |█████ | (25894/146578, 173 it/s) [3m4s:11m36s] 17% |█████ | (25910/146578, 173 it/s) [3m4s:11m36s] 17% |█████ | (25923/146578, 183 it/s) [3m4s:11m0s] 17% |█████ | (25940/146578, 183 it/s) [3m5s:11m0s] 17% |█████ | (25954/146578, 183 it/s) [3m5s:10m59s] 17% |█████ | (25971/146578, 183 it/s) [3m5s:10m59s] 17% |█████ | (25986/146578, 183 it/s) [3m5s:10m59s] 17% |█████ | (25998/146578, 183 it/s) [3m5s:10m59s] 17% |█████ | (25999/146578, 183 it/s) [3m5s:10m59s] 17% |█████ | (26000/146578, 174 it/s) [3m5s:11m32s] 17% |█████ | (26016/146578, 174 it/s) [3m5s:11m32s] 17% |█████ | (26030/146578, 174 it/s) [3m5s:11m32s] 17% |█████ | (26045/146578, 174 it/s) [3m5s:11m32s] 17% |█████ | (26062/146578, 174 it/s) [3m5s:11m32s] 17% |█████ | (26075/146578, 174 it/s) [3m5s:11m31s] 17% |█████ | (26081/146578, 174 it/s) [3m5s:11m31s] 17% |█████ | (26085/146578, 166 it/s) [3m6s:12m4s] 17% |█████ | (26098/146578, 166 it/s) [3m6s:12m4s] 17% |█████ | (26113/146578, 166 it/s) [3m6s:12m4s] 17% |█████ | (26123/146578, 166 it/s) [3m6s:12m4s] 17% |█████ | (26137/146578, 166 it/s) [3m6s:12m4s] 17% |█████ | (26138/146578, 166 it/s) [3m6s:12m4s] 17% |█████ | (26145/146578, 163 it/s) [3m6s:12m20s] 17% |█████ | (26149/146578, 163 it/s) [3m6s:12m20s] 17% |█████ | (26154/146578, 163 it/s) [3m6s:12m20s] 17% |█████ | (26160/146578, 163 it/s) [3m6s:12m20s] 17% |█████ | (26165/146578, 150 it/s) [3m7s:13m24s] 17% |█████ | (26170/146578, 150 it/s) [3m7s:13m24s] 17% |█████ | (26174/146578, 150 it/s) [3m7s:13m24s] 17% |█████ | (26188/146578, 150 it/s) [3m7s:13m24s] 17% |█████ | (26203/146578, 150 it/s) [3m7s:13m23s] 17% |█████ | (26214/146578, 150 it/s) [3m7s:13m23s] 17% |█████ | (26216/146578, 146 it/s) [3m7s:13m45s] 17% |█████ | (26222/146578, 146 it/s) [3m7s:13m45s] 17% |█████ | (26227/146578, 144 it/s) [3m8s:13m57s] 17% |█████ | (26238/146578, 144 it/s) [3m8s:13m57s] 17% |█████ | (26252/146578, 144 it/s) [3m8s:13m57s] 17% |█████ | (26266/146578, 144 it/s) [3m8s:13m56s] 17% |█████ | (26281/146578, 144 it/s) [3m8s:13m56s] 17% |█████ | (26295/146578, 144 it/s) [3m8s:13m56s] 17% |█████ | (26309/146578, 144 it/s) [3m8s:13m56s] 17% |█████ | (26322/146578, 144 it/s) [3m8s:13m56s] 17% |█████ | (26337/146578, 148 it/s) [3m8s:13m35s] 17% |█████ | (26352/146578, 148 it/s) [3m8s:13m34s] 17% |█████ | (26365/146578, 148 it/s) [3m8s:13m34s] 17% |█████ | (26378/146578, 148 it/s) [3m8s:13m34s] 18% |█████ | (26393/146578, 148 it/s) [3m9s:13m34s] 18% |█████ | (26407/146578, 148 it/s) [3m9s:13m34s] 18% |█████ | (26422/146578, 148 it/s) [3m9s:13m34s] 18% |█████ | (26437/146578, 145 it/s) [3m9s:13m46s] 18% |█████ | (26453/146578, 145 it/s) [3m9s:13m46s] 18% |█████ | (26468/146578, 145 it/s) [3m9s:13m46s] 18% |█████ | (26481/146578, 145 it/s) [3m9s:13m46s] 18% |█████ | (26496/146578, 145 it/s) [3m9s:13m46s] 18% |█████ | (26508/146578, 145 it/s) [3m9s:13m46s] 18% |█████ | (26521/146578, 145 it/s) [3m9s:13m46s] 18% |█████ | (26532/146578, 145 it/s) [3m9s:13m46s] 18% |█████ | (26548/146578, 142 it/s) [3m9s:14m6s] 18% |█████ | (26561/146578, 142 it/s) [3m9s:14m6s] 18% |█████ | (26572/146578, 142 it/s) [3m9s:14m6s] 18% |█████ | (26574/146578, 142 it/s) [3m10s:14m6s] 18% |█████ | (26579/146578, 142 it/s) [3m10s:14m6s] 18% |█████ | (26584/146578, 129 it/s) [3m10s:15m32s] 18% |█████ | (26588/146578, 129 it/s) [3m10s:15m32s] 18% |█████ | (26601/146578, 129 it/s) [3m10s:15m32s] 18% |█████ | (26615/146578, 129 it/s) [3m10s:15m32s] 18% |█████ | (26625/146578, 121 it/s) [3m10s:16m28s] 18% |█████ | (26640/146578, 121 it/s) [3m10s:16m28s] 18% |█████ | (26656/146578, 121 it/s) [3m10s:16m28s] 18% |█████ | (26673/146578, 121 it/s) [3m10s:16m28s] 18% |█████ | (26689/146578, 121 it/s) [3m11s:16m28s] 18% |█████ | (26702/146578, 121 it/s) [3m11s:16m27s] 18% |█████ | (26704/146578, 121 it/s) [3m11s:16m34s] 18% |█████ | (26713/146578, 121 it/s) [3m11s:16m34s] 18% |█████ | (26719/146578, 121 it/s) [3m11s:16m34s] 18% |█████ | (26728/146578, 121 it/s) [3m11s:16m34s] 18% |█████ | (26746/146578, 121 it/s) [3m11s:16m34s] 18% |█████ | (26764/146578, 121 it/s) [3m11s:16m33s] 18% |█████ | (26778/146578, 123 it/s) [3m11s:16m13s] 18% |█████ | (26794/146578, 123 it/s) [3m11s:16m13s] 18% |█████ | (26808/146578, 123 it/s) [3m11s:16m13s] 18% |█████ | (26825/146578, 123 it/s) [3m12s:16m13s] 18% |█████ | (26838/146578, 123 it/s) [3m12s:16m12s] 18% |█████ | (26854/146578, 123 it/s) [3m12s:16m12s] 18% |█████ | (26856/146578, 133 it/s) [3m12s:14m57s] 18% |█████ | (26861/146578, 133 it/s) [3m12s:14m57s] 18% |█████ | (26877/146578, 133 it/s) [3m12s:14m56s] 18% |█████ | (26892/146578, 133 it/s) [3m12s:14m56s] 18% |█████ | (26893/146578, 133 it/s) [3m12s:14m56s] 18% |█████ | (26897/146578, 133 it/s) [3m12s:14m56s] 18% |█████ | (26906/146578, 134 it/s) [3m12s:14m55s] 18% |█████ | (26913/146578, 134 it/s) [3m12s:14m55s] 18% |█████ | (26914/146578, 134 it/s) [3m13s:14m55s] 18% |█████ | (26915/146578, 134 it/s) [3m13s:14m55s] 18% |█████ | (26921/146578, 134 it/s) [3m13s:14m55s] 18% |█████ | (26939/146578, 134 it/s) [3m13s:14m55s] 18% |█████ | (26956/146578, 134 it/s) [3m13s:14m55s] 18% |█████ | (26970/146578, 134 it/s) [3m13s:14m55s] 18% |█████ | (26984/146578, 134 it/s) [3m13s:14m55s] 18% |█████ | (26998/146578, 134 it/s) [3m13s:14m55s] 18% |█████ | (27014/146578, 134 it/s) [3m13s:14m55s] 18% |█████ | (27025/146578, 134 it/s) [3m13s:14m55s] 18% |█████ | (27039/146578, 134 it/s) [3m14s:14m55s] 18% |█████ | (27054/146578, 134 it/s) [3m14s:14m55s] 18% |█████ | (27069/146578, 134 it/s) [3m14s:14m55s] 18% |█████ | (27083/146578, 134 it/s) [3m14s:14m55s] 18% |█████ | (27100/146578, 134 it/s) [3m14s:14m54s] 18% |█████ | (27114/146578, 134 it/s) [3m14s:14m54s] 18% |█████ | (27133/146578, 134 it/s) [3m14s:14m54s] 18% |█████ | (27151/146578, 134 it/s) [3m14s:14m54s] 18% |█████ | (27167/146578, 134 it/s) [3m14s:14m54s] 18% |█████ | (27184/146578, 134 it/s) [3m14s:14m54s] 18% |█████ | (27200/146578, 134 it/s) [3m14s:14m54s] 18% |█████ | (27217/146578, 134 it/s) [3m14s:14m53s] 18% |█████ | (27230/146578, 134 it/s) [3m14s:14m53s] 18% |█████ | (27247/146578, 137 it/s) [3m14s:14m32s] 18% |█████ | (27261/146578, 137 it/s) [3m14s:14m32s] 18% |█████ | (27275/146578, 137 it/s) [3m15s:14m32s] 18% |█████ | (27291/146578, 137 it/s) [3m15s:14m32s] 18% |█████ | (27306/146578, 137 it/s) [3m15s:14m31s] 18% |█████ | (27324/146578, 137 it/s) [3m15s:14m31s] 18% |█████ | (27341/146578, 137 it/s) [3m15s:14m31s] 18% |█████ | (27356/146578, 150 it/s) [3m15s:13m13s] 18% |█████ | (27373/146578, 150 it/s) [3m15s:13m13s] 18% |█████ | (27392/146578, 150 it/s) [3m15s:13m13s] 18% |█████ | (27410/146578, 150 it/s) [3m15s:13m13s] 18% |█████ | (27424/146578, 150 it/s) [3m15s:13m13s] 18% |█████ | (27439/146578, 150 it/s) [3m15s:13m12s] 18% |█████ | (27452/146578, 150 it/s) [3m15s:13m12s] 18% |█████ | (27469/146578, 150 it/s) [3m15s:13m12s] 18% |█████ | (27483/146578, 166 it/s) [3m15s:11m55s] 18% |█████ | (27491/146578, 166 it/s) [3m16s:11m55s] 18% |█████ | (27508/146578, 166 it/s) [3m16s:11m55s] 18% |█████ | (27525/146578, 166 it/s) [3m16s:11m55s] 18% |█████ | (27536/146578, 166 it/s) [3m16s:11m54s] 18% |█████ | (27537/146578, 163 it/s) [3m16s:12m10s] 18% |█████ | (27544/146578, 163 it/s) [3m16s:12m10s] 18% |█████ | (27550/146578, 163 it/s) [3m16s:12m10s] 18% |█████ | (27556/146578, 163 it/s) [3m16s:12m10s] 18% |█████ | (27562/146578, 163 it/s) [3m16s:12m10s] 18% |█████ | (27569/146578, 155 it/s) [3m16s:12m46s] 18% |█████ | (27585/146578, 155 it/s) [3m17s:12m46s] 18% |█████ | (27601/146578, 155 it/s) [3m17s:12m46s] 18% |█████ | (27617/146578, 155 it/s) [3m17s:12m46s] 18% |█████ | (27633/146578, 155 it/s) [3m17s:12m46s] 18% |█████ | (27649/146578, 155 it/s) [3m17s:12m46s] 18% |█████ | (27666/146578, 155 it/s) [3m17s:12m46s] 18% |█████ | (27682/146578, 162 it/s) [3m17s:12m13s] 18% |█████ | (27698/146578, 162 it/s) [3m17s:12m13s] 18% |█████ | (27714/146578, 162 it/s) [3m17s:12m13s] 18% |█████ | (27727/146578, 162 it/s) [3m17s:12m13s] 18% |█████ | (27742/146578, 162 it/s) [3m17s:12m13s] 18% |█████ | (27754/146578, 162 it/s) [3m17s:12m13s] 18% |█████ | (27759/146578, 162 it/s) [3m17s:12m13s] 18% |█████ | (27760/146578, 163 it/s) [3m18s:12m8s] 18% |█████ | (27761/146578, 163 it/s) [3m18s:12m8s] 18% |█████ | (27772/146578, 163 it/s) [3m18s:12m8s] 18% |█████ | (27786/146578, 163 it/s) [3m18s:12m8s] 18% |█████ | (27801/146578, 163 it/s) [3m18s:12m7s] 18% |█████ | (27815/146578, 163 it/s) [3m18s:12m7s] 18% |█████ | (27830/146578, 175 it/s) [3m18s:11m20s] 18% |█████ | (27844/146578, 175 it/s) [3m18s:11m20s] 18% |█████ | (27849/146578, 175 it/s) [3m18s:11m20s] 19% |█████ | (27864/146578, 175 it/s) [3m18s:11m19s] 19% |█████ | (27877/146578, 175 it/s) [3m19s:11m19s] 19% |█████ | (27891/146578, 175 it/s) [3m19s:11m19s] 19% |█████ | (27904/146578, 175 it/s) [3m19s:11m19s] 19% |█████ | (27918/146578, 175 it/s) [3m19s:11m19s] 19% |█████ | (27932/146578, 174 it/s) [3m19s:11m21s] 19% |█████ | (27943/146578, 174 it/s) [3m19s:11m21s] 19% |█████ | (27944/146578, 174 it/s) [3m19s:11m21s] 19% |█████ | (27957/146578, 174 it/s) [3m19s:11m21s] 19% |█████ | (27971/146578, 174 it/s) [3m19s:11m21s] 19% |██████ | (27980/146578, 164 it/s) [3m19s:12m1s] 19% |██████ | (27989/146578, 164 it/s) [3m19s:12m1s] 19% |██████ | (27995/146578, 164 it/s) [3m19s:12m1s] 19% |██████ | (28009/146578, 164 it/s) [3m20s:12m1s] 19% |██████ | (28023/146578, 164 it/s) [3m20s:12m1s] 19% |██████ | (28036/146578, 164 it/s) [3m20s:12m0s] 19% |█████ | (28049/146578, 154 it/s) [3m20s:12m47s] 19% |█████ | (28060/146578, 154 it/s) [3m20s:12m47s] 19% |█████ | (28072/146578, 154 it/s) [3m20s:12m47s] 19% |█████ | (28073/146578, 154 it/s) [3m20s:12m47s] 19% |█████ | (28080/146578, 154 it/s) [3m20s:12m47s] 19% |█████ | (28094/146578, 154 it/s) [3m20s:12m47s] 19% |█████ | (28107/146578, 143 it/s) [3m20s:13m50s] 19% |█████ | (28120/146578, 143 it/s) [3m20s:13m49s] 19% |█████ | (28133/146578, 143 it/s) [3m20s:13m49s] 19% |█████ | (28138/146578, 143 it/s) [3m21s:13m49s] 19% |█████ | (28153/146578, 143 it/s) [3m21s:13m49s] 19% |██████ | (28168/146578, 131 it/s) [3m21s:15m1s] 19% |██████ | (28182/146578, 131 it/s) [3m21s:15m1s] 19% |██████ | (28195/146578, 131 it/s) [3m21s:15m1s] 19% |██████ | (28208/146578, 131 it/s) [3m21s:15m1s] 19% |██████ | (28222/146578, 131 it/s) [3m21s:15m0s] 19% |██████ | (28233/146578, 131 it/s) [3m21s:15m0s] 19% |██████ | (28248/146578, 131 it/s) [3m21s:15m0s] 19% |██████ | (28259/146578, 131 it/s) [3m21s:15m0s] 19% |█████ | (28264/146578, 139 it/s) [3m21s:14m12s] 19% |█████ | (28265/146578, 139 it/s) [3m21s:14m12s] 19% |█████ | (28270/146578, 139 it/s) [3m22s:14m12s] 19% |█████ | (28276/146578, 139 it/s) [3m22s:14m12s] 19% |█████ | (28282/146578, 136 it/s) [3m22s:14m26s] 19% |█████ | (28295/146578, 136 it/s) [3m22s:14m26s] 19% |█████ | (28309/146578, 136 it/s) [3m22s:14m26s] 19% |█████ | (28320/146578, 136 it/s) [3m22s:14m26s] 19% |█████ | (28333/146578, 136 it/s) [3m22s:14m26s] 19% |█████ | (28345/146578, 136 it/s) [3m22s:14m26s] 19% |█████ | (28357/146578, 136 it/s) [3m22s:14m26s] 19% |█████ | (28369/146578, 136 it/s) [3m22s:14m26s] 19% |██████ | (28375/146578, 131 it/s) [3m22s:15m3s] 19% |██████ | (28376/146578, 131 it/s) [3m22s:15m3s] 19% |█████ | (28381/146578, 121 it/s) [3m23s:16m15s] 19% |█████ | (28395/146578, 121 it/s) [3m23s:16m15s] 19% |█████ | (28409/146578, 121 it/s) [3m23s:16m15s] 19% |█████ | (28423/146578, 121 it/s) [3m23s:16m15s] 19% |█████ | (28437/146578, 121 it/s) [3m23s:16m15s] 19% |█████ | (28448/146578, 121 it/s) [3m23s:16m15s] 19% |█████ | (28461/146578, 121 it/s) [3m23s:16m15s] 19% |█████ | (28474/146578, 121 it/s) [3m23s:16m15s] 19% |█████ | (28487/146578, 127 it/s) [3m23s:15m28s] 19% |█████ | (28500/146578, 127 it/s) [3m23s:15m28s] 19% |█████ | (28515/146578, 127 it/s) [3m24s:15m28s] 19% |█████ | (28527/146578, 127 it/s) [3m24s:15m28s] 19% |█████ | (28540/146578, 127 it/s) [3m24s:15m28s] 19% |█████ | (28554/146578, 127 it/s) [3m24s:15m27s] 19% |█████ | (28565/146578, 127 it/s) [3m24s:15m27s] 19% |█████ | (28569/146578, 125 it/s) [3m24s:15m47s] 19% |█████ | (28570/146578, 125 it/s) [3m24s:15m47s] 19% |█████ | (28582/146578, 125 it/s) [3m24s:15m47s] 19% |█████ | (28595/146578, 125 it/s) [3m24s:15m47s] 19% |█████ | (28608/146578, 125 it/s) [3m24s:15m47s] 19% |█████ | (28623/146578, 125 it/s) [3m24s:15m46s] 19% |█████ | (28636/146578, 125 it/s) [3m24s:15m46s] 19% |█████ | (28648/146578, 129 it/s) [3m25s:15m17s] 19% |█████ | (28656/146578, 129 it/s) [3m25s:15m17s] 19% |█████ | (28669/146578, 129 it/s) [3m25s:15m17s] 19% |█████ | (28683/146578, 129 it/s) [3m25s:15m17s] 19% |█████ | (28696/146578, 129 it/s) [3m25s:15m17s] 19% |█████ | (28708/146578, 126 it/s) [3m25s:15m33s] 19% |█████ | (28709/146578, 126 it/s) [3m25s:15m33s] 19% |█████ | (28711/146578, 126 it/s) [3m25s:15m33s] 19% |█████ | (28716/146578, 126 it/s) [3m25s:15m33s] 19% |█████ | (28721/146578, 126 it/s) [3m25s:15m32s] 19% |█████ | (28727/146578, 118 it/s) [3m26s:16m35s] 19% |█████ | (28732/146578, 118 it/s) [3m26s:16m35s] 19% |█████ | (28736/146578, 118 it/s) [3m26s:16m35s] 19% |█████ | (28741/146578, 118 it/s) [3m26s:16m35s] 19% |█████ | (28750/146578, 118 it/s) [3m26s:16m35s] 19% |█████ | (28763/146578, 113 it/s) [3m26s:17m26s] 19% |█████ | (28777/146578, 113 it/s) [3m26s:17m26s] 19% |█████ | (28787/146578, 113 it/s) [3m26s:17m26s] 19% |█████ | (28799/146578, 113 it/s) [3m26s:17m25s] 19% |█████ | (28810/146578, 113 it/s) [3m26s:17m25s] 19% |█████ | (28824/146578, 113 it/s) [3m26s:17m25s] 19% |█████ | (28836/146578, 113 it/s) [3m26s:17m25s] 19% |█████ | (28850/146578, 113 it/s) [3m27s:17m25s] 19% |█████ | (28861/146578, 112 it/s) [3m27s:17m35s] 19% |█████ | (28875/146578, 112 it/s) [3m27s:17m35s] 19% |█████ | (28890/146578, 112 it/s) [3m27s:17m35s] 19% |█████ | (28904/146578, 112 it/s) [3m27s:17m35s] 19% |█████ | (28918/146578, 112 it/s) [3m27s:17m35s] 19% |█████ | (28932/146578, 112 it/s) [3m27s:17m35s] 19% |█████ | (28947/146578, 112 it/s) [3m27s:17m34s] 19% |█████ | (28963/146578, 127 it/s) [3m27s:15m26s] 19% |█████ | (28980/146578, 127 it/s) [3m27s:15m26s] 19% |█████ | (28997/146578, 127 it/s) [3m27s:15m25s] 19% |█████ | (29015/146578, 127 it/s) [3m27s:15m25s] 19% |█████ | (29031/146578, 127 it/s) [3m27s:15m25s] 19% |█████ | (29049/146578, 127 it/s) [3m27s:15m25s] 19% |█████ | (29066/146578, 127 it/s) [3m28s:15m25s] 19% |█████ | (29083/146578, 136 it/s) [3m28s:14m26s] 19% |█████ | (29100/146578, 136 it/s) [3m28s:14m26s] 19% |█████ | (29114/146578, 136 it/s) [3m28s:14m26s] 19% |█████ | (29124/146578, 136 it/s) [3m28s:14m26s] 19% |█████ | (29139/146578, 136 it/s) [3m28s:14m25s] 19% |█████ | (29157/146578, 147 it/s) [3m28s:13m17s] 19% |█████ | (29176/146578, 147 it/s) [3m28s:13m16s] 19% |█████ | (29190/146578, 147 it/s) [3m28s:13m16s] 19% |█████ | (29205/146578, 147 it/s) [3m28s:13m16s] 19% |█████ | (29219/146578, 147 it/s) [3m28s:13m16s] 19% |█████ | (29234/146578, 147 it/s) [3m29s:13m16s] 19% |█████ | (29249/146578, 147 it/s) [3m29s:13m16s] 19% |█████ | (29263/146578, 147 it/s) [3m29s:13m16s] 19% |██████ | (29276/146578, 150 it/s) [3m29s:13m1s] 19% |██████ | (29292/146578, 150 it/s) [3m29s:13m1s] 19% |██████ | (29306/146578, 150 it/s) [3m29s:13m1s] 20% |██████ | (29320/146578, 150 it/s) [3m29s:13m1s] 20% |██████ | (29330/146578, 150 it/s) [3m29s:13m1s] 20% |██████ | (29339/146578, 150 it/s) [3m29s:13m1s] 20% |██████ | (29341/146578, 147 it/s) [3m29s:13m19s] 20% |██████ | (29348/146578, 147 it/s) [3m29s:13m19s] 20% |██████ | (29363/146578, 147 it/s) [3m29s:13m19s] 20% |██████ | (29375/146578, 147 it/s) [3m30s:13m19s] 20% |██████ | (29385/146578, 147 it/s) [3m30s:13m19s] 20% |██████ | (29386/146578, 140 it/s) [3m30s:13m56s] 20% |██████ | (29390/146578, 140 it/s) [3m30s:13m56s] 20% |██████ | (29395/146578, 140 it/s) [3m30s:13m56s] 20% |██████ | (29400/146578, 140 it/s) [3m30s:13m56s] 20% |██████ | (29405/146578, 140 it/s) [3m30s:13m56s] 20% |██████ | (29412/146578, 133 it/s) [3m30s:14m37s] 20% |██████ | (29418/146578, 133 it/s) [3m30s:14m37s] 20% |██████ | (29424/146578, 133 it/s) [3m31s:14m37s] 20% |██████ | (29438/146578, 133 it/s) [3m31s:14m37s] 20% |██████ | (29452/146578, 133 it/s) [3m31s:14m37s] 20% |██████ | (29464/146578, 133 it/s) [3m31s:14m37s] 20% |██████ | (29477/146578, 133 it/s) [3m31s:14m37s] 20% |██████ | (29491/146578, 144 it/s) [3m31s:13m35s] 20% |██████ | (29503/146578, 144 it/s) [3m31s:13m35s] 20% |██████ | (29516/146578, 144 it/s) [3m31s:13m35s] 20% |██████ | (29531/146578, 144 it/s) [3m31s:13m35s] 20% |██████ | (29545/146578, 144 it/s) [3m31s:13m34s] 20% |██████ | (29560/146578, 144 it/s) [3m31s:13m34s] 20% |██████ | (29574/146578, 144 it/s) [3m31s:13m34s] 20% |██████ | (29587/146578, 157 it/s) [3m31s:12m25s] 20% |██████ | (29598/146578, 157 it/s) [3m31s:12m25s] 20% |██████ | (29611/146578, 157 it/s) [3m32s:12m25s] 20% |██████ | (29622/146578, 157 it/s) [3m32s:12m25s] 20% |██████ | (29636/146578, 157 it/s) [3m32s:12m25s] 20% |██████ | (29646/146578, 157 it/s) [3m32s:12m25s] 20% |██████ | (29659/146578, 157 it/s) [3m32s:12m25s] 20% |██████ | (29671/146578, 156 it/s) [3m32s:12m28s] 20% |██████ | (29685/146578, 156 it/s) [3m32s:12m28s] 20% |██████ | (29696/146578, 156 it/s) [3m32s:12m28s] 20% |██████ | (29709/146578, 156 it/s) [3m32s:12m28s] 20% |██████ | (29722/146578, 156 it/s) [3m32s:12m28s] 20% |██████ | (29735/146578, 156 it/s) [3m32s:12m28s] 20% |██████ | (29750/146578, 156 it/s) [3m32s:12m28s] 20% |██████ | (29764/146578, 156 it/s) [3m32s:12m28s] 20% |██████ | (29778/146578, 156 it/s) [3m32s:12m27s] 20% |██████ | (29792/146578, 156 it/s) [3m32s:12m27s] 20% |██████ | (29807/146578, 156 it/s) [3m33s:12m27s] 20% |██████ | (29822/146578, 156 it/s) [3m33s:12m27s] 20% |██████ | (29835/146578, 156 it/s) [3m33s:12m26s] 20% |██████ | (29848/146578, 156 it/s) [3m33s:12m26s] 20% |██████ | (29853/146578, 156 it/s) [3m33s:12m26s] 20% |██████ | (29867/146578, 150 it/s) [3m33s:12m57s] 20% |██████ | (29877/146578, 150 it/s) [3m33s:12m57s] 20% |██████ | (29890/146578, 150 it/s) [3m33s:12m57s] 20% |██████ | (29901/146578, 150 it/s) [3m33s:12m57s] 20% |██████ | (29913/146578, 150 it/s) [3m33s:12m57s] 20% |██████ | (29924/146578, 150 it/s) [3m33s:12m57s] 20% |██████ | (29937/146578, 150 it/s) [3m33s:12m57s] 20% |██████ | (29948/146578, 155 it/s) [3m33s:12m34s] 20% |██████ | (29961/146578, 155 it/s) [3m33s:12m34s] 20% |██████ | (29973/146578, 155 it/s) [3m33s:12m34s] 20% |██████ | (29983/146578, 155 it/s) [3m34s:12m34s] 20% |██████ | (29987/146578, 155 it/s) [3m34s:12m34s] 20% |██████ | (30000/146578, 155 it/s) [3m34s:12m34s] 20% |██████ | (30013/146578, 144 it/s) [3m34s:13m29s] 20% |██████ | (30027/146578, 144 it/s) [3m34s:13m29s] 20% |██████ | (30041/146578, 144 it/s) [3m34s:13m28s] 20% |██████ | (30053/146578, 144 it/s) [3m34s:13m28s] 20% |██████ | (30054/146578, 144 it/s) [3m34s:13m28s] 20% |██████ | (30068/146578, 144 it/s) [3m34s:13m28s] 20% |██████ | (30081/146578, 145 it/s) [3m34s:13m24s] 20% |██████ | (30095/146578, 145 it/s) [3m34s:13m24s] 20% |██████ | (30112/146578, 145 it/s) [3m35s:13m24s] 20% |██████ | (30124/146578, 145 it/s) [3m35s:13m24s] 20% |██████ | (30130/146578, 145 it/s) [3m35s:13m24s] 20% |██████ | (30139/146578, 148 it/s) [3m35s:13m5s] 20% |██████ | (30155/146578, 148 it/s) [3m35s:13m5s] 20% |██████ | (30170/146578, 148 it/s) [3m35s:13m5s] 20% |██████ | (30176/146578, 148 it/s) [3m35s:13m5s] 20% |██████ | (30189/146578, 148 it/s) [3m35s:13m5s] 20% |██████ | (30196/146578, 154 it/s) [3m35s:12m34s] 20% |██████ | (30211/146578, 154 it/s) [3m35s:12m34s] 20% |██████ | (30226/146578, 154 it/s) [3m36s:12m34s] 20% |██████ | (30240/146578, 154 it/s) [3m36s:12m34s] 20% |██████ | (30251/146578, 154 it/s) [3m36s:12m34s] 20% |██████ | (30265/146578, 154 it/s) [3m36s:12m34s] 20% |██████ | (30275/146578, 154 it/s) [3m36s:12m34s] 20% |██████ | (30289/146578, 154 it/s) [3m36s:12m34s] 20% |██████ | (30302/146578, 160 it/s) [3m36s:12m6s] 20% |██████ | (30314/146578, 160 it/s) [3m36s:12m6s] 20% |██████ | (30327/146578, 160 it/s) [3m36s:12m6s] 20% |██████ | (30337/146578, 160 it/s) [3m36s:12m6s] 20% |██████ | (30351/146578, 160 it/s) [3m36s:12m6s] 20% |██████ | (30362/146578, 160 it/s) [3m36s:12m6s] 20% |██████ | (30366/146578, 160 it/s) [3m36s:12m6s] 20% |██████ | (30367/146578, 153 it/s) [3m37s:12m40s] 20% |██████ | (30373/146578, 153 it/s) [3m37s:12m40s] 20% |██████ | 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(32555/146578, 149 it/s) [3m52s:12m44s] 22% |██████ | (32568/146578, 149 it/s) [3m52s:12m44s] 22% |██████ | (32583/146578, 149 it/s) [3m52s:12m44s] 22% |██████ | (32596/146578, 149 it/s) [3m52s:12m44s] 22% |██████ | (32612/146578, 149 it/s) [3m52s:12m43s] 22% |██████ | (32628/146578, 149 it/s) [3m52s:12m43s] 22% |██████ | (32640/146578, 155 it/s) [3m53s:12m17s] 22% |██████ | (32657/146578, 155 it/s) [3m53s:12m17s] 22% |██████ | (32670/146578, 155 it/s) [3m53s:12m17s] 22% |██████ | (32686/146578, 155 it/s) [3m53s:12m16s] 22% |██████ | (32699/146578, 155 it/s) [3m53s:12m16s] 22% |██████ | (32716/146578, 155 it/s) [3m53s:12m16s] 22% |██████ | (32727/146578, 155 it/s) [3m53s:12m16s] 22% |██████ | (32742/146578, 155 it/s) [3m53s:12m13s] 22% |██████ | (32745/146578, 155 it/s) [3m53s:12m13s] 22% |██████ | (32757/146578, 155 it/s) [3m53s:12m13s] 22% |██████ | (32767/146578, 155 it/s) [3m54s:12m13s] 22% |██████ | (32768/146578, 151 it/s) [3m54s:12m35s] 22% |██████ | (32783/146578, 151 it/s) [3m54s:12m35s] 22% |██████ | (32800/146578, 151 it/s) [3m54s:12m34s] 22% |██████ | (32817/146578, 151 it/s) [3m54s:12m34s] 22% |██████ | (32832/146578, 151 it/s) [3m54s:12m34s] 22% |██████ | (32848/146578, 151 it/s) [3m54s:12m34s] 22% |██████ | (32849/146578, 151 it/s) [3m54s:12m34s] 22% |██████ | (32860/146578, 151 it/s) [3m54s:12m32s] 22% |██████ | (32876/146578, 151 it/s) [3m54s:12m32s] 22% |██████ | (32894/146578, 151 it/s) [3m54s:12m32s] 22% |██████ | (32909/146578, 151 it/s) [3m54s:12m32s] 22% |██████ | (32924/146578, 151 it/s) [3m54s:12m32s] 22% |██████ | (32941/146578, 151 it/s) [3m55s:12m32s] 22% |██████ | (32951/146578, 149 it/s) [3m55s:12m40s] 22% |██████ | (32953/146578, 149 it/s) [3m55s:12m40s] 22% |██████ | (32963/146578, 149 it/s) [3m55s:12m40s] 22% |██████ | (32970/146578, 149 it/s) [3m55s:12m40s] 22% |██████ | (32977/146578, 149 it/s) [3m55s:12m40s] 22% |██████ | (32985/146578, 137 it/s) [3m55s:13m48s] 22% |██████ | (33000/146578, 137 it/s) [3m55s:13m48s] 22% |██████ | (33015/146578, 137 it/s) [3m55s:13m48s] 22% |██████ | (33029/146578, 137 it/s) [3m55s:13m48s] 22% |██████ | (33046/146578, 137 it/s) [3m55s:13m48s] 22% |██████ | (33058/146578, 137 it/s) [3m56s:13m48s] 22% |██████ | (33075/146578, 137 it/s) [3m56s:13m48s] 22% |██████ | (33086/146578, 137 it/s) [3m56s:13m48s] 22% |██████ | (33103/146578, 149 it/s) [3m56s:12m42s] 22% |██████ | (33115/146578, 149 it/s) [3m56s:12m42s] 22% |██████ | (33131/146578, 149 it/s) [3m56s:12m42s] 22% |██████ | (33148/146578, 149 it/s) [3m56s:12m42s] 22% |██████ | (33164/146578, 149 it/s) [3m56s:12m41s] 22% |██████ | (33180/146578, 149 it/s) [3m56s:12m41s] 22% |██████ | (33196/146578, 149 it/s) [3m56s:12m41s] 22% |██████ | (33210/146578, 158 it/s) [3m56s:11m56s] 22% |██████ | (33225/146578, 158 it/s) [3m56s:11m56s] 22% |██████ | (33239/146578, 158 it/s) [3m56s:11m56s] 22% |██████ | (33256/146578, 158 it/s) [3m56s:11m56s] 22% |██████ | (33272/146578, 158 it/s) [3m57s:11m56s] 22% |██████ | (33284/146578, 158 it/s) [3m57s:11m56s] 22% |██████ | (33285/146578, 167 it/s) [3m57s:11m18s] 22% |██████ | (33299/146578, 167 it/s) [3m57s:11m18s] 22% |██████ | (33315/146578, 167 it/s) [3m57s:11m18s] 22% |██████ | (33331/146578, 167 it/s) [3m57s:11m18s] 22% |██████ | (33346/146578, 167 it/s) [3m57s:11m18s] 22% |██████ | (33354/146578, 167 it/s) [3m57s:11m18s] 22% |██████ | (33369/146578, 167 it/s) [3m57s:11m18s] 22% |██████ | (33370/146578, 160 it/s) [3m57s:11m49s] 22% |██████ | (33383/146578, 160 it/s) [3m57s:11m49s] 22% |██████ | (33399/146578, 160 it/s) [3m57s:11m49s] 22% |██████ | (33415/146578, 160 it/s) [3m58s:11m49s] 22% |██████ | (33432/146578, 160 it/s) [3m58s:11m49s] 22% |██████ | (33433/146578, 160 it/s) [3m58s:11m49s] 22% |██████ | (33443/146578, 152 it/s) [3m58s:12m25s] 22% |██████ | (33458/146578, 152 it/s) [3m58s:12m25s] 22% |██████ | (33472/146578, 152 it/s) [3m58s:12m25s] 22% |██████ | (33489/146578, 152 it/s) [3m58s:12m25s] 22% |██████ | (33506/146578, 152 it/s) [3m58s:12m25s] 22% |██████ | (33507/146578, 146 it/s) [3m58s:12m53s] 22% |██████ | (33523/146578, 146 it/s) [3m58s:12m53s] 22% |██████ | (33540/146578, 146 it/s) [3m59s:12m53s] 22% |██████ | (33556/146578, 146 it/s) [3m59s:12m53s] 22% |██████ | (33572/146578, 146 it/s) [3m59s:12m53s] 22% |██████ | (33587/146578, 146 it/s) [3m59s:12m53s] 22% |██████ | (33599/146578, 146 it/s) [3m59s:12m53s] 22% |██████ | (33615/146578, 146 it/s) [3m59s:12m53s] 22% |██████ | (33626/146578, 162 it/s) [3m59s:11m35s] 22% |██████ | (33641/146578, 162 it/s) [3m59s:11m35s] 22% |██████ | (33655/146578, 162 it/s) [3m59s:11m35s] 22% |██████ | (33672/146578, 162 it/s) [3m59s:11m35s] 22% |██████ | (33688/146578, 162 it/s) [3m59s:11m34s] 22% |██████ | (33705/146578, 162 it/s) [3m59s:11m34s] 23% |███████ | (33721/146578, 162 it/s) [3m59s:11m34s] 23% |███████ | (33738/146578, 168 it/s) [3m59s:11m12s] 23% |███████ | (33753/146578, 168 it/s) [3m59s:11m12s] 23% |███████ | (33766/146578, 168 it/s) [4m0s:11m12s] 23% |███████ | (33780/146578, 168 it/s) [4m0s:11m12s] 23% |███████ | (33797/146578, 168 it/s) [4m0s:11m12s] 23% |███████ | (33816/146578, 168 it/s) [4m0s:11m12s] 23% |███████ | (33832/146578, 168 it/s) [4m0s:11m12s] 23% |███████ | (33848/146578, 172 it/s) [4m0s:10m54s] 23% |███████ | (33861/146578, 172 it/s) [4m0s:10m54s] 23% |███████ | (33862/146578, 172 it/s) [4m0s:10m54s] 23% |███████ | (33868/146578, 172 it/s) [4m0s:10m54s] 23% |███████ | (33873/146578, 172 it/s) [4m0s:10m54s] 23% |███████ | (33879/146578, 172 it/s) [4m1s:10m54s] 23% |███████ | (33886/146578, 172 it/s) [4m1s:10m54s] 23% |███████ | (33892/146578, 172 it/s) [4m1s:10m54s] 23% |███████ | (33900/146578, 172 it/s) [4m1s:10m54s] 23% |███████ | (33907/146578, 157 it/s) [4m1s:11m58s] 23% |███████ | (33922/146578, 157 it/s) [4m1s:11m58s] 23% |███████ | (33937/146578, 157 it/s) [4m1s:11m58s] 23% |███████ | (33952/146578, 157 it/s) [4m1s:11m58s] 23% |███████ | (33967/146578, 157 it/s) [4m1s:11m58s] 23% |███████ | (33985/146578, 157 it/s) [4m1s:11m58s] 23% |███████ | (34002/146578, 157 it/s) [4m1s:11m58s] 23% |███████ | (34017/146578, 157 it/s) [4m1s:11m58s] 23% |███████ | (34034/146578, 157 it/s) [4m2s:11m55s] 23% |███████ | (34050/146578, 157 it/s) [4m2s:11m55s] 23% |███████ | (34068/146578, 157 it/s) [4m2s:11m55s] 23% |███████ | (34082/146578, 157 it/s) [4m2s:11m55s] 23% |███████ | (34099/146578, 157 it/s) [4m2s:11m55s] 23% |███████ | (34114/146578, 157 it/s) [4m2s:11m55s] 23% |███████ | (34131/146578, 157 it/s) [4m2s:11m55s] 23% |███████ | (34147/146578, 167 it/s) [4m2s:11m13s] 23% |███████ | (34165/146578, 167 it/s) [4m2s:11m13s] 23% |███████ | (34184/146578, 167 it/s) [4m2s:11m12s] 23% |███████ | (34198/146578, 167 it/s) [4m2s:11m12s] 23% |███████ | (34214/146578, 167 it/s) [4m2s:11m12s] 23% |███████ | (34233/146578, 167 it/s) [4m2s:11m12s] 23% |███████ | (34249/146578, 167 it/s) [4m2s:11m12s] 23% |███████ | (34267/146578, 167 it/s) [4m2s:11m12s] 23% |███████ | (34281/146578, 177 it/s) [4m3s:10m34s] 23% |███████ | (34298/146578, 177 it/s) [4m3s:10m34s] 23% |███████ | (34311/146578, 177 it/s) [4m3s:10m34s] 23% |███████ | (34328/146578, 177 it/s) [4m3s:10m34s] 23% |███████ | (34340/146578, 177 it/s) [4m3s:10m34s] 23% |███████ | (34353/146578, 177 it/s) [4m3s:10m34s] 23% |███████ | (34370/146578, 177 it/s) [4m3s:10m34s] 23% |███████ | (34387/146578, 185 it/s) [4m3s:10m5s] 23% |███████ | (34403/146578, 185 it/s) [4m3s:10m5s] 23% |███████ | (34418/146578, 185 it/s) [4m3s:10m5s] 23% |███████ | (34435/146578, 185 it/s) [4m3s:10m5s] 23% |███████ | (34450/146578, 185 it/s) [4m3s:10m5s] 23% |███████ | (34453/146578, 187 it/s) [4m3s:9m58s] 23% |███████ | (34465/146578, 187 it/s) [4m4s:9m58s] 23% |███████ | (34481/146578, 187 it/s) [4m4s:9m58s] 23% |███████ | (34496/146578, 187 it/s) [4m4s:9m58s] 23% |███████ | (34498/146578, 187 it/s) [4m4s:9m58s] 23% |███████ | (34499/146578, 187 it/s) [4m4s:9m58s] 23% |███████ | (34507/146578, 176 it/s) [4m4s:10m37s] 23% |███████ | (34523/146578, 176 it/s) [4m4s:10m37s] 23% |███████ | (34538/146578, 176 it/s) [4m4s:10m37s] 23% |███████ | (34554/146578, 176 it/s) [4m4s:10m37s] 23% |███████ | (34571/146578, 176 it/s) [4m4s:10m37s] 23% |███████ | (34590/146578, 176 it/s) [4m4s:10m37s] 23% |███████ | (34606/146578, 176 it/s) [4m4s:10m37s] 23% |███████ | (34622/146578, 176 it/s) [4m4s:10m34s] 23% |███████ | (34637/146578, 176 it/s) [4m5s:10m34s] 23% |███████ | (34649/146578, 176 it/s) [4m5s:10m34s] 23% |███████ | (34666/146578, 176 it/s) [4m5s:10m34s] 23% |███████ | (34682/146578, 176 it/s) [4m5s:10m34s] 23% |███████ | (34697/146578, 176 it/s) [4m5s:10m33s] 23% |███████ | (34712/146578, 176 it/s) [4m5s:10m33s] 23% |███████ | (34726/146578, 176 it/s) [4m5s:10m33s] 23% |███████ | (34743/146578, 177 it/s) [4m5s:10m32s] 23% |███████ | (34760/146578, 177 it/s) [4m5s:10m32s] 23% |███████ | (34776/146578, 177 it/s) [4m5s:10m32s] 23% |███████ | (34792/146578, 177 it/s) [4m5s:10m32s] 23% |███████ | (34806/146578, 177 it/s) [4m5s:10m32s] 23% |███████ | (34822/146578, 177 it/s) [4m5s:10m32s] 23% |███████ | (34837/146578, 177 it/s) [4m5s:10m32s] 23% |███████ | (34854/146578, 194 it/s) [4m5s:9m35s] 23% |███████ | (34871/146578, 194 it/s) [4m6s:9m35s] 23% |███████ | (34885/146578, 194 it/s) [4m6s:9m35s] 23% |███████ | (34898/146578, 194 it/s) [4m6s:9m35s] 23% |███████ | (34905/146578, 198 it/s) [4m6s:9m25s] 23% |███████ | (34919/146578, 198 it/s) [4m6s:9m25s] 23% |███████ | (34934/146578, 198 it/s) [4m6s:9m24s] 23% |███████ | (34937/146578, 198 it/s) [4m6s:9m24s] 23% |███████ | (34948/146578, 198 it/s) [4m6s:9m24s] 23% |███████ | (34954/146578, 185 it/s) [4m7s:10m4s] 23% |███████ | (34960/146578, 185 it/s) [4m7s:10m4s] 23% |███████ | (34968/146578, 185 it/s) [4m7s:10m4s] 23% |███████ | (34975/146578, 185 it/s) [4m7s:10m4s] 23% |███████ | (34981/146578, 185 it/s) [4m7s:10m4s] 23% |███████ | (34988/146578, 166 it/s) [4m7s:11m10s] 23% |███████ | (34994/146578, 166 it/s) [4m7s:11m10s] 23% |███████ | (35009/146578, 166 it/s) [4m7s:11m10s] 23% |███████ | (35026/146578, 166 it/s) [4m7s:11m10s] 23% |███████ | (35042/146578, 166 it/s) [4m7s:11m10s] 23% |███████ | (35060/146578, 166 it/s) [4m7s:11m10s] 23% |███████ | (35072/146578, 166 it/s) [4m8s:11m10s] 23% |███████ | (35087/146578, 160 it/s) [4m8s:11m35s] 23% |███████ | (35100/146578, 160 it/s) [4m8s:11m35s] 23% |███████ | (35118/146578, 160 it/s) [4m8s:11m35s] 23% |███████ | (35129/146578, 160 it/s) [4m8s:11m35s] 23% |███████ | (35145/146578, 160 it/s) [4m8s:11m35s] 23% |███████ | (35158/146578, 160 it/s) [4m8s:11m35s] 23% |███████ | (35173/146578, 160 it/s) [4m8s:11m35s] 24% |███████ | (35189/146578, 160 it/s) [4m8s:11m37s] 24% |███████ | (35205/146578, 160 it/s) [4m8s:11m37s] 24% |███████ | (35219/146578, 160 it/s) [4m8s:11m37s] 24% |███████ | (35229/146578, 160 it/s) [4m8s:11m37s] 24% |███████ | (35230/146578, 151 it/s) [4m9s:12m15s] 24% |███████ | (35247/146578, 151 it/s) [4m9s:12m15s] 24% |███████ | (35258/146578, 151 it/s) [4m9s:12m15s] 24% |███████ | (35274/146578, 151 it/s) [4m9s:12m15s] 24% |███████ | (35289/146578, 151 it/s) [4m9s:12m15s] 24% |███████ | (35305/146578, 151 it/s) [4m9s:12m15s] 24% |███████ | (35321/146578, 151 it/s) [4m9s:12m15s] 24% |███████ | (35334/146578, 156 it/s) [4m9s:11m51s] 24% |███████ | (35349/146578, 156 it/s) [4m9s:11m51s] 24% |███████ | (35366/146578, 156 it/s) [4m10s:11m51s] 24% |███████ | (35380/146578, 156 it/s) [4m10s:11m51s] 24% |███████ | (35391/146578, 156 it/s) [4m10s:11m51s] 24% |███████ | (35397/146578, 156 it/s) [4m10s:11m51s] 24% |███████ | (35400/146578, 156 it/s) [4m10s:11m51s] 24% |███████ | (35411/146578, 148 it/s) [4m10s:12m33s] 24% |███████ | (35428/146578, 148 it/s) [4m10s:12m33s] 24% |███████ | (35444/146578, 148 it/s) [4m10s:12m33s] 24% |███████ | (35460/146578, 148 it/s) [4m10s:12m33s] 24% |███████ | (35474/146578, 148 it/s) [4m10s:12m33s] 24% |███████ | (35490/146578, 148 it/s) [4m10s:12m32s] 24% |███████ | (35495/146578, 142 it/s) [4m10s:13m2s] 24% |███████ | (35504/146578, 142 it/s) [4m11s:13m2s] 24% |███████ | (35520/146578, 142 it/s) [4m11s:13m2s] 24% |███████ | (35536/146578, 142 it/s) [4m11s:13m2s] 24% |███████ | (35543/146578, 142 it/s) [4m11s:13m2s] 24% |███████ | (35556/146578, 142 it/s) [4m11s:13m2s] 24% |███████ | (35557/146578, 130 it/s) [4m11s:14m14s] 24% |███████ | (35562/146578, 130 it/s) [4m11s:14m14s] 24% |███████ | (35567/146578, 130 it/s) [4m11s:14m14s] 24% |███████ | (35573/146578, 130 it/s) [4m11s:14m14s] 24% |███████ | (35580/146578, 130 it/s) [4m11s:14m14s] 24% |███████ | (35597/146578, 130 it/s) [4m11s:14m13s] 24% |███████ | (35614/146578, 128 it/s) [4m12s:14m24s] 24% |███████ | (35630/146578, 128 it/s) [4m12s:14m24s] 24% |███████ | (35646/146578, 128 it/s) [4m12s:14m24s] 24% |███████ | (35660/146578, 128 it/s) [4m12s:14m24s] 24% |███████ | (35674/146578, 128 it/s) [4m12s:14m24s] 24% |███████ | (35688/146578, 128 it/s) [4m12s:14m24s] 24% |███████ | (35701/146578, 128 it/s) [4m12s:14m23s] 24% |███████ | (35715/146578, 141 it/s) [4m12s:13m6s] 24% |███████ | (35730/146578, 141 it/s) [4m12s:13m6s] 24% |███████ | (35744/146578, 141 it/s) [4m12s:13m5s] 24% |███████ | (35758/146578, 141 it/s) [4m12s:13m5s] 24% |███████ | (35770/146578, 141 it/s) [4m12s:13m5s] 24% |███████ | (35786/146578, 141 it/s) [4m12s:13m5s] 24% |███████ | (35800/146578, 141 it/s) [4m12s:13m5s] 24% |███████ | (35815/146578, 156 it/s) [4m12s:11m50s] 24% |███████ | (35828/146578, 156 it/s) [4m13s:11m50s] 24% |███████ | (35843/146578, 156 it/s) [4m13s:11m50s] 24% |███████ | (35854/146578, 156 it/s) [4m13s:11m50s] 24% |███████ | (35870/146578, 156 it/s) [4m13s:11m49s] 24% |███████ | (35884/146578, 156 it/s) [4m13s:11m49s] 24% |███████ | (35898/146578, 156 it/s) [4m13s:11m49s] 24% |███████ | (35911/146578, 156 it/s) [4m13s:11m49s] 24% |███████ | (35923/146578, 156 it/s) [4m13s:11m47s] 24% |███████ | (35936/146578, 156 it/s) [4m13s:11m47s] 24% |███████ | (35947/146578, 156 it/s) [4m13s:11m47s] 24% |███████ | (35950/146578, 156 it/s) [4m13s:11m47s] 24% |███████ | (35962/146578, 156 it/s) [4m13s:11m47s] 24% |███████ | (35975/146578, 147 it/s) [4m13s:12m30s] 24% |███████ | (35989/146578, 147 it/s) [4m14s:12m30s] 24% |███████ | (36004/146578, 147 it/s) [4m14s:12m30s] 24% |███████ | (36006/146578, 147 it/s) [4m14s:12m30s] 24% |███████ | (36020/146578, 147 it/s) [4m14s:12m30s] 24% |███████ | (36034/146578, 147 it/s) [4m14s:12m30s] 24% |███████ | (36048/146578, 147 it/s) [4m14s:12m30s] 24% |███████ | (36061/146578, 147 it/s) [4m14s:12m30s] 24% |███████ | (36074/146578, 144 it/s) [4m15s:12m44s] 24% |███████ | (36088/146578, 144 it/s) [4m15s:12m44s] 24% |███████ | (36102/146578, 144 it/s) [4m15s:12m44s] 24% |███████ | (36116/146578, 144 it/s) [4m15s:12m44s] 24% |███████ | (36130/146578, 144 it/s) [4m15s:12m44s] 24% |███████ | (36144/146578, 144 it/s) [4m15s:12m44s] 24% |███████ | (36156/146578, 144 it/s) [4m15s:12m44s] 24% |███████ | (36167/146578, 150 it/s) [4m15s:12m16s] 24% |███████ | (36181/146578, 150 it/s) [4m15s:12m16s] 24% |███████ | (36192/146578, 150 it/s) [4m15s:12m15s] 24% |███████ | (36205/146578, 150 it/s) [4m15s:12m15s] 24% |███████ | (36216/146578, 150 it/s) [4m15s:12m15s] 24% |███████ | (36232/146578, 150 it/s) [4m15s:12m15s] 24% |███████ | (36247/146578, 150 it/s) [4m15s:12m15s] 24% |███████ | (36261/146578, 150 it/s) [4m15s:12m15s] 24% |███████ | (36275/146578, 153 it/s) [4m16s:12m2s] 24% |███████ | (36285/146578, 153 it/s) [4m16s:12m2s] 24% |███████ | (36298/146578, 153 it/s) [4m16s:12m2s] 24% |███████ | (36311/146578, 153 it/s) [4m16s:12m2s] 24% |███████ | (36324/146578, 153 it/s) [4m16s:12m1s] 24% |███████ | (36336/146578, 153 it/s) [4m16s:12m1s] 24% |███████ | (36348/146578, 153 it/s) [4m16s:12m1s] 24% |███████ | (36358/146578, 159 it/s) [4m16s:11m34s] 24% |███████ | (36365/146578, 159 it/s) [4m16s:11m33s] 24% |███████ | (36366/146578, 159 it/s) [4m16s:11m33s] 24% |███████ | (36372/146578, 159 it/s) [4m16s:11m33s] 24% |███████ | (36377/146578, 159 it/s) [4m16s:11m33s] 24% |███████ | (36382/146578, 155 it/s) [4m17s:11m49s] 24% |███████ | (36387/146578, 155 it/s) [4m17s:11m49s] 24% |███████ | (36392/146578, 155 it/s) [4m17s:11m49s] 24% |███████ | (36398/146578, 155 it/s) [4m17s:11m49s] 24% |███████ | (36403/146578, 155 it/s) [4m17s:11m49s] 24% |███████ | (36417/146578, 140 it/s) [4m17s:13m5s] 24% |███████ | (36431/146578, 140 it/s) [4m17s:13m5s] 24% |███████ | (36446/146578, 140 it/s) [4m17s:13m5s] 24% |███████ | (36459/146578, 140 it/s) [4m17s:13m5s] 24% |███████ | (36475/146578, 140 it/s) [4m17s:13m5s] 24% |███████ | (36490/146578, 140 it/s) [4m17s:13m5s] 24% |███████ | (36505/146578, 140 it/s) [4m17s:13m5s] 24% |███████ | (36519/146578, 140 it/s) [4m18s:13m5s] 24% |███████ | (36533/146578, 140 it/s) [4m18s:13m7s] 24% |███████ | (36548/146578, 140 it/s) [4m18s:13m7s] 24% |███████ | (36560/146578, 140 it/s) [4m18s:13m7s] 24% |███████ | (36574/146578, 140 it/s) [4m18s:13m7s] 24% |███████ | (36584/146578, 140 it/s) [4m18s:13m7s] 24% |███████ | (36598/146578, 140 it/s) [4m18s:13m7s] 24% |███████ | (36606/146578, 140 it/s) [4m18s:13m7s] 24% |███████ | (36613/146578, 135 it/s) [4m18s:13m32s] 24% |███████ | (36614/146578, 135 it/s) [4m18s:13m32s] 24% |███████ | (36627/146578, 135 it/s) [4m18s:13m32s] 24% |███████ | (36638/146578, 135 it/s) [4m18s:13m32s] 25% |███████ | (36652/146578, 135 it/s) [4m18s:13m32s] 25% |███████ | (36663/146578, 135 it/s) [4m19s:13m32s] 25% |███████ | (36676/146578, 135 it/s) [4m19s:13m32s] 25% |███████ | (36687/146578, 135 it/s) [4m19s:13m31s] 25% |███████ | (36698/146578, 139 it/s) [4m19s:13m13s] 25% |███████ | (36708/146578, 139 it/s) [4m19s:13m13s] 25% |███████ | (36723/146578, 139 it/s) [4m19s:13m12s] 25% |███████ | (36734/146578, 139 it/s) [4m19s:13m12s] 25% |███████ | (36748/146578, 139 it/s) [4m19s:13m12s] 25% |███████ | (36760/146578, 145 it/s) [4m19s:12m37s] 25% |███████ | (36774/146578, 145 it/s) [4m19s:12m37s] 25% |███████ | (36785/146578, 145 it/s) [4m19s:12m37s] 25% |███████ | (36798/146578, 145 it/s) [4m19s:12m37s] 25% |███████ | (36810/146578, 145 it/s) [4m19s:12m37s] 25% |███████ | (36823/146578, 145 it/s) [4m20s:12m37s] 25% |███████ | (36836/146578, 145 it/s) [4m20s:12m37s] 25% |████████ | (36850/146578, 151 it/s) [4m20s:12m4s] 25% |████████ | (36863/146578, 151 it/s) [4m20s:12m4s] 25% |████████ | (36874/146578, 151 it/s) [4m20s:12m4s] 25% |████████ | (36879/146578, 151 it/s) [4m20s:12m4s] 25% |████████ | (36884/146578, 151 it/s) [4m20s:12m4s] 25% |████████ | (36890/146578, 139 it/s) [4m20s:13m7s] 25% |████████ | (36896/146578, 139 it/s) [4m20s:13m7s] 25% |████████ | (36902/146578, 139 it/s) [4m20s:13m7s] 25% |████████ | (36908/146578, 139 it/s) [4m21s:13m7s] 25% |████████ | (36911/146578, 139 it/s) [4m21s:13m7s] 25% |███████ | (36916/146578, 125 it/s) [4m21s:14m39s] 25% |███████ | (36921/146578, 125 it/s) [4m21s:14m39s] 25% |███████ | (36933/146578, 125 it/s) [4m21s:14m39s] 25% |███████ | (36947/146578, 125 it/s) [4m21s:14m39s] 25% |███████ | (36959/146578, 125 it/s) [4m21s:14m39s] 25% |███████ | (36972/146578, 125 it/s) [4m21s:14m39s] 25% |███████ | (36982/146578, 125 it/s) [4m21s:14m39s] 25% |███████ | (36996/146578, 122 it/s) [4m21s:14m55s] 25% |███████ | (37008/146578, 122 it/s) [4m21s:14m55s] 25% |███████ | (37022/146578, 122 it/s) [4m21s:14m54s] 25% |███████ | (37034/146578, 122 it/s) [4m21s:14m54s] 25% |███████ | (37049/146578, 122 it/s) [4m22s:14m54s] 25% |███████ | (37061/146578, 122 it/s) [4m22s:14m54s] 25% |███████ | (37076/146578, 122 it/s) [4m22s:14m54s] 25% |███████ | (37089/146578, 136 it/s) [4m22s:13m23s] 25% |███████ | (37103/146578, 136 it/s) [4m22s:13m23s] 25% |███████ | (37117/146578, 136 it/s) [4m22s:13m22s] 25% |███████ | (37129/146578, 136 it/s) [4m22s:13m22s] 25% |███████ | (37141/146578, 136 it/s) [4m22s:13m22s] 25% |███████ | (37151/146578, 136 it/s) [4m22s:13m22s] 25% |███████ | (37164/146578, 136 it/s) [4m22s:13m22s] 25% |███████ | (37177/146578, 136 it/s) [4m22s:13m22s] 25% |███████ | (37187/146578, 148 it/s) [4m22s:12m21s] 25% |███████ | (37201/146578, 148 it/s) [4m22s:12m21s] 25% |███████ | (37211/146578, 148 it/s) [4m22s:12m21s] 25% |███████ | (37225/146578, 148 it/s) [4m23s:12m21s] 25% |███████ | (37238/146578, 148 it/s) [4m23s:12m21s] 25% |███████ | (37252/146578, 148 it/s) [4m23s:12m21s] 25% |███████ | (37265/146578, 148 it/s) [4m23s:12m21s] 25% |███████ | (37277/146578, 144 it/s) [4m23s:12m38s] 25% |███████ | (37289/146578, 144 it/s) [4m23s:12m38s] 25% |███████ | (37302/146578, 144 it/s) [4m23s:12m38s] 25% |███████ | (37315/146578, 144 it/s) [4m23s:12m38s] 25% |███████ | (37329/146578, 144 it/s) [4m23s:12m38s] 25% |███████ | (37343/146578, 144 it/s) [4m23s:12m38s] 25% |███████ | (37357/146578, 147 it/s) [4m23s:12m24s] 25% |███████ | (37370/146578, 147 it/s) [4m23s:12m23s] 25% |███████ | (37382/146578, 147 it/s) [4m23s:12m23s] 25% |███████ | (37396/146578, 147 it/s) [4m24s:12m23s] 25% |███████ | (37407/146578, 147 it/s) [4m24s:12m23s] 25% |███████ | (37420/146578, 147 it/s) [4m24s:12m23s] 25% |███████ | (37430/146578, 147 it/s) [4m24s:12m23s] 25% |███████ | (37442/146578, 145 it/s) [4m24s:12m32s] 25% |███████ | (37454/146578, 145 it/s) [4m24s:12m32s] 25% |███████ | (37467/146578, 145 it/s) [4m24s:12m32s] 25% |███████ | (37479/146578, 145 it/s) [4m24s:12m32s] 25% |███████ | (37492/146578, 145 it/s) [4m24s:12m32s] 25% |███████ | (37505/146578, 145 it/s) [4m24s:12m32s] 25% |███████ | (37518/146578, 145 it/s) [4m24s:12m32s] 25% |███████ | (37533/146578, 145 it/s) [4m24s:12m31s] 25% |███████ | (37544/146578, 152 it/s) [4m24s:11m58s] 25% |███████ | (37550/146578, 152 it/s) [4m25s:11m58s] 25% |███████ | (37562/146578, 152 it/s) [4m25s:11m58s] 25% |███████ | (37574/146578, 152 it/s) [4m25s:11m58s] 25% |███████ | (37586/146578, 152 it/s) [4m25s:11m58s] 25% |███████ | (37599/146578, 143 it/s) [4m25s:12m40s] 25% |███████ | (37611/146578, 143 it/s) [4m25s:12m40s] 25% |███████ | (37621/146578, 143 it/s) [4m25s:12m40s] 25% |███████ | (37628/146578, 143 it/s) [4m25s:12m40s] 25% |███████ | (37642/146578, 143 it/s) [4m25s:12m40s] 25% |███████ | (37655/146578, 147 it/s) [4m25s:12m20s] 25% |███████ | (37662/146578, 147 it/s) [4m26s:12m19s] 25% |███████ | (37677/146578, 147 it/s) [4m26s:12m19s] 25% |███████ | (37689/146578, 147 it/s) [4m26s:12m19s] 25% |███████ | (37703/146578, 147 it/s) [4m26s:12m19s] 25% |███████ | (37714/146578, 147 it/s) [4m26s:12m19s] 25% |███████ | (37727/146578, 147 it/s) [4m26s:12m19s] 25% |███████ | (37738/146578, 159 it/s) [4m26s:11m23s] 25% |███████ | (37747/146578, 159 it/s) [4m26s:11m23s] 25% |███████ | (37760/146578, 159 it/s) [4m26s:11m23s] 25% |███████ | (37773/146578, 159 it/s) [4m26s:11m23s] 25% |███████ | (37784/146578, 159 it/s) [4m26s:11m23s] 25% |███████ | (37796/146578, 155 it/s) [4m26s:11m42s] 25% |███████ | (37808/146578, 155 it/s) [4m27s:11m42s] 25% |███████ | (37809/146578, 155 it/s) [4m27s:11m42s] 25% |███████ | (37817/146578, 155 it/s) [4m27s:11m42s] 25% |███████ | (37830/146578, 155 it/s) [4m27s:11m41s] 25% |███████ | (37843/146578, 155 it/s) [4m27s:11m41s] 25% |███████ | (37855/146578, 148 it/s) [4m27s:12m15s] 25% |███████ | (37867/146578, 148 it/s) [4m27s:12m15s] 25% |███████ | (37879/146578, 148 it/s) [4m27s:12m15s] 25% |███████ | (37891/146578, 148 it/s) [4m27s:12m15s] 25% |███████ | (37904/146578, 148 it/s) [4m27s:12m15s] 25% |███████ | (37914/146578, 148 it/s) [4m27s:12m15s] 25% |███████ | (37927/146578, 148 it/s) [4m27s:12m15s] 25% |███████ | (37938/146578, 147 it/s) [4m27s:12m20s] 25% |███████ | (37950/146578, 147 it/s) [4m28s:12m19s] 25% |███████ | (37964/146578, 147 it/s) [4m28s:12m19s] 25% |███████ | (37975/146578, 147 it/s) [4m28s:12m19s] 25% |███████ | (37989/146578, 147 it/s) [4m28s:12m19s] 25% |███████ | (37999/146578, 147 it/s) [4m28s:12m19s] 25% |███████ | (38012/146578, 147 it/s) [4m28s:12m19s] 25% |███████ | (38022/146578, 147 it/s) [4m28s:12m19s] 25% |███████ | (38034/146578, 147 it/s) [4m28s:12m16s] 25% |███████ | (38044/146578, 147 it/s) [4m28s:12m16s] 25% |███████ | (38056/146578, 147 it/s) [4m28s:12m16s] 25% |███████ | (38068/146578, 147 it/s) [4m28s:12m16s] 25% |███████ | (38080/146578, 147 it/s) [4m28s:12m16s] 25% |███████ | (38093/146578, 147 it/s) [4m28s:12m16s] 25% |███████ | (38106/146578, 147 it/s) [4m28s:12m16s] 26% |████████ | (38118/146578, 147 it/s) [4m28s:12m16s] 26% |████████ | (38130/146578, 147 it/s) [4m29s:12m16s] 26% |████████ | (38142/146578, 147 it/s) [4m29s:12m15s] 26% |████████ | (38152/146578, 147 it/s) [4m29s:12m15s] 26% |████████ | (38165/146578, 147 it/s) [4m29s:12m15s] 26% |████████ | (38171/146578, 144 it/s) [4m29s:12m31s] 26% |████████ | (38180/146578, 144 it/s) [4m29s:12m30s] 26% |████████ | (38191/146578, 144 it/s) [4m29s:12m30s] 26% |████████ | (38192/146578, 144 it/s) [4m29s:12m30s] 26% |████████ | (38205/146578, 144 it/s) [4m29s:12m30s] 26% |████████ | (38219/146578, 144 it/s) [4m29s:12m30s] 26% |████████ | (38233/146578, 136 it/s) [4m30s:13m16s] 26% |████████ | (38244/146578, 136 it/s) [4m30s:13m16s] 26% 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147 it/s) [4m32s:12m13s] 26% |████████ | (38654/146578, 147 it/s) [4m32s:12m13s] 26% |████████ | (38670/146578, 144 it/s) [4m33s:12m31s] 26% |████████ | (38686/146578, 144 it/s) [4m33s:12m31s] 26% |████████ | (38700/146578, 144 it/s) [4m33s:12m30s] 26% |████████ | (38718/146578, 144 it/s) [4m33s:12m30s] 26% |████████ | (38721/146578, 144 it/s) [4m33s:12m30s] 26% |████████ | (38732/146578, 144 it/s) [4m33s:12m30s] 26% |████████ | (38748/146578, 140 it/s) [4m33s:12m48s] 26% |████████ | (38762/146578, 140 it/s) [4m33s:12m48s] 26% |████████ | (38768/146578, 140 it/s) [4m33s:12m48s] 26% |████████ | (38783/146578, 140 it/s) [4m33s:12m48s] 26% |████████ | (38797/146578, 140 it/s) [4m33s:12m48s] 26% |████████ | (38812/146578, 140 it/s) [4m33s:12m48s] 26% |████████ | (38827/146578, 138 it/s) [4m34s:13m0s] 26% |████████ | (38828/146578, 138 it/s) [4m34s:13m0s] 26% |████████ | (38843/146578, 138 it/s) [4m34s:13m0s] 26% |████████ | (38860/146578, 138 it/s) [4m34s:13m0s] 26% |████████ | 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143 it/s) [4m38s:12m27s] 26% |████████ | (39520/146578, 143 it/s) [4m38s:12m27s] 26% |████████ | (39539/146578, 143 it/s) [4m38s:12m27s] 26% |████████ | (39556/146578, 143 it/s) [4m39s:12m27s] 26% |████████ | (39572/146578, 143 it/s) [4m39s:12m27s] 27% |████████ | (39588/146578, 143 it/s) [4m39s:12m27s] 27% |████████ | (39603/146578, 151 it/s) [4m39s:11m46s] 27% |████████ | (39622/146578, 151 it/s) [4m39s:11m46s] 27% |████████ | (39637/146578, 151 it/s) [4m39s:11m46s] 27% |████████ | (39654/146578, 151 it/s) [4m39s:11m46s] 27% |████████ | (39655/146578, 151 it/s) [4m39s:11m46s] 27% |████████ | (39665/146578, 151 it/s) [4m39s:11m46s] 27% |████████ | (39683/146578, 154 it/s) [4m39s:11m32s] 27% |████████ | (39697/146578, 154 it/s) [4m39s:11m32s] 27% |████████ | (39716/146578, 154 it/s) [4m39s:11m31s] 27% |████████ | (39730/146578, 154 it/s) [4m39s:11m31s] 27% |████████ | (39739/146578, 154 it/s) [4m40s:11m31s] 27% |████████ | (39755/146578, 160 it/s) [4m40s:11m7s] 27% |████████ | 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(40472/146578, 151 it/s) [4m44s:11m43s] 27% |████████ | (40485/146578, 151 it/s) [4m44s:11m43s] 27% |████████ | (40499/146578, 151 it/s) [4m45s:11m43s] 27% |████████ | (40512/146578, 151 it/s) [4m45s:11m43s] 27% |████████ | (40525/146578, 151 it/s) [4m45s:11m43s] 27% |████████ | (40534/146578, 155 it/s) [4m45s:11m25s] 27% |████████ | (40540/146578, 155 it/s) [4m45s:11m25s] 27% |████████ | (40541/146578, 155 it/s) [4m45s:11m25s] 27% |████████ | (40553/146578, 155 it/s) [4m45s:11m24s] 27% |████████ | (40566/146578, 155 it/s) [4m45s:11m24s] 27% |████████ | (40580/146578, 155 it/s) [4m45s:11m24s] 27% |████████ | (40593/146578, 150 it/s) [4m45s:11m47s] 27% |████████ | (40607/146578, 150 it/s) [4m45s:11m47s] 27% |████████ | (40610/146578, 150 it/s) [4m45s:11m47s] 27% |████████ | (40612/146578, 150 it/s) [4m46s:11m47s] 27% |████████ | (40625/146578, 150 it/s) [4m46s:11m47s] 27% |████████ | (40640/146578, 150 it/s) [4m46s:11m47s] 27% |████████ | (40652/146578, 145 it/s) [4m46s:12m10s] 27% 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27% |████████ | (40846/146578, 109 it/s) [4m48s:16m9s] 27% |████████ | (40858/146578, 109 it/s) [4m48s:16m9s] 27% |████████ | (40873/146578, 109 it/s) [4m48s:16m9s] 27% |████████ | (40885/146578, 109 it/s) [4m48s:16m8s] 27% |████████ | (40901/146578, 109 it/s) [4m48s:16m8s] 27% |████████ | (40916/146578, 114 it/s) [4m48s:15m23s] 27% |████████ | (40931/146578, 114 it/s) [4m48s:15m23s] 27% |████████ | (40936/146578, 114 it/s) [4m48s:15m23s] 27% |████████ | (40937/146578, 114 it/s) [4m48s:15m23s] 27% |████████ | (40944/146578, 114 it/s) [4m48s:15m23s] 27% |████████ | (40949/146578, 112 it/s) [4m48s:15m43s] 27% |████████ | (40955/146578, 112 it/s) [4m48s:15m43s] 27% |████████ | (40961/146578, 112 it/s) [4m49s:15m43s] 27% |████████ | (40967/146578, 112 it/s) [4m49s:15m43s] 27% |████████ | (40975/146578, 112 it/s) [4m49s:15m43s] 27% |████████ | (40982/146578, 114 it/s) [4m49s:15m29s] 27% |████████ | (40989/146578, 114 it/s) [4m49s:15m29s] 27% |████████ | (41004/146578, 114 it/s) [4m49s:15m29s] 27% |████████ | (41006/146578, 114 it/s) [4m49s:15m29s] 27% |████████ | (41021/146578, 114 it/s) [4m49s:15m29s] 27% |████████ | (41038/146578, 114 it/s) [4m49s:15m29s] 28% |████████ | (41052/146578, 117 it/s) [4m49s:14m58s] 28% |████████ | (41069/146578, 117 it/s) [4m50s:14m58s] 28% |████████ | (41083/146578, 117 it/s) [4m50s:14m58s] 28% |████████ | (41099/146578, 117 it/s) [4m50s:14m58s] 28% |████████ | (41106/146578, 117 it/s) [4m50s:14m58s] 28% |████████ | (41122/146578, 113 it/s) [4m50s:15m32s] 28% |████████ | (41139/146578, 113 it/s) [4m50s:15m31s] 28% |████████ | (41156/146578, 113 it/s) [4m50s:15m31s] 28% |████████ | (41171/146578, 113 it/s) [4m50s:15m31s] 28% |████████ | (41186/146578, 113 it/s) [4m50s:15m31s] 28% |████████ | (41199/146578, 113 it/s) [4m50s:15m31s] 28% |████████ | (41212/146578, 113 it/s) [4m50s:15m31s] 28% |████████ | (41225/146578, 124 it/s) [4m50s:14m12s] 28% |████████ | (41239/146578, 124 it/s) [4m50s:14m12s] 28% |████████ | (41250/146578, 124 it/s) [4m51s:14m12s] 28% |████████ | (41263/146578, 124 it/s) [4m51s:14m12s] 28% |████████ | (41274/146578, 124 it/s) [4m51s:14m11s] 28% |████████ | (41287/146578, 124 it/s) [4m51s:14m11s] 28% |████████ | (41300/146578, 124 it/s) [4m51s:14m11s] 28% |████████ | (41313/146578, 124 it/s) [4m51s:14m11s] 28% |████████ | (41327/146578, 132 it/s) [4m51s:13m15s] 28% |████████ | (41341/146578, 132 it/s) [4m51s:13m15s] 28% |████████ | (41355/146578, 132 it/s) [4m51s:13m15s] 28% |████████ | (41367/146578, 132 it/s) [4m51s:13m15s] 28% |████████ | (41381/146578, 132 it/s) [4m51s:13m15s] 28% |████████ | (41394/146578, 132 it/s) [4m51s:13m15s] 28% |████████ | (41407/146578, 132 it/s) [4m51s:13m15s] 28% |████████ | (41419/146578, 145 it/s) [4m51s:12m6s] 28% |████████ | (41431/146578, 145 it/s) [4m51s:12m6s] 28% |████████ | (41445/146578, 145 it/s) [4m52s:12m6s] 28% |████████ | (41459/146578, 145 it/s) [4m52s:12m6s] 28% |████████ | (41472/146578, 145 it/s) [4m52s:12m6s] 28% |████████ | (41485/146578, 145 it/s) [4m52s:12m5s] 28% |████████ | (41498/146578, 145 it/s) [4m52s:12m5s] 28% |████████ | (41511/146578, 145 it/s) [4m52s:12m5s] 28% |████████ | (41526/146578, 156 it/s) [4m52s:11m12s] 28% |████████ | (41538/146578, 156 it/s) [4m52s:11m12s] 28% |████████ | (41550/146578, 156 it/s) [4m52s:11m12s] 28% |████████ | (41563/146578, 156 it/s) [4m52s:11m12s] 28% |████████ | (41574/146578, 156 it/s) [4m52s:11m12s] 28% |████████ | (41586/146578, 156 it/s) [4m52s:11m12s] 28% |████████ | (41595/146578, 156 it/s) [4m52s:11m12s] 28% |████████ | (41607/146578, 159 it/s) [4m52s:11m1s] 28% |████████ | (41620/146578, 159 it/s) [4m53s:11m0s] 28% |████████ | (41631/146578, 159 it/s) [4m53s:11m0s] 28% |████████ | (41642/146578, 159 it/s) [4m53s:11m0s] 28% |████████ | (41653/146578, 159 it/s) [4m53s:11m0s] 28% |████████ | (41666/146578, 159 it/s) [4m53s:11m0s] 28% |████████ | (41676/146578, 159 it/s) [4m53s:11m0s] 28% |████████ | (41688/146578, 154 it/s) [4m53s:11m19s] 28% |████████ | (41698/146578, 154 it/s) [4m53s:11m19s] 28% |████████ | (41706/146578, 154 it/s) [4m53s:11m19s] 28% |████████ | (41718/146578, 154 it/s) [4m53s:11m19s] 28% |████████ | (41729/146578, 154 it/s) [4m53s:11m19s] 28% |████████ | (41741/146578, 157 it/s) [4m53s:11m9s] 28% |████████ | (41754/146578, 157 it/s) [4m54s:11m9s] 28% |████████ | (41767/146578, 157 it/s) [4m54s:11m9s] 28% |████████ | (41779/146578, 157 it/s) [4m54s:11m9s] 28% |████████ | (41792/146578, 157 it/s) [4m54s:11m9s] 28% |████████ | (41803/146578, 157 it/s) [4m54s:11m9s] 28% |████████ | (41809/146578, 163 it/s) [4m54s:10m44s] 28% |████████ | (41822/146578, 163 it/s) [4m54s:10m44s] 28% |████████ | (41834/146578, 163 it/s) [4m54s:10m44s] 28% |████████ | (41846/146578, 163 it/s) [4m54s:10m44s] 28% |████████ | (41857/146578, 163 it/s) [4m54s:10m44s] 28% |████████ | (41869/146578, 163 it/s) [4m55s:10m42s] 28% |████████ | (41882/146578, 163 it/s) [4m55s:10m42s] 28% |████████ | (41885/146578, 163 it/s) [4m55s:10m42s] 28% |████████ | (41891/146578, 163 it/s) [4m55s:10m42s] 28% |████████ | (41904/146578, 163 it/s) [4m55s:10m42s] 28% |████████ | (41918/146578, 158 it/s) [4m55s:11m3s] 28% |████████ | (41922/146578, 158 it/s) [4m55s:11m3s] 28% |████████ | (41930/146578, 158 it/s) [4m55s:11m2s] 28% |████████ | (41934/146578, 158 it/s) [4m55s:11m2s] 28% |████████ | (41939/146578, 140 it/s) [4m56s:12m25s] 28% |████████ | (41953/146578, 140 it/s) [4m56s:12m25s] 28% |████████ | (41965/146578, 140 it/s) [4m56s:12m24s] 28% |████████ | (41980/146578, 140 it/s) [4m56s:12m24s] 28% |████████ | (41994/146578, 140 it/s) [4m56s:12m24s] 28% |████████ | (42008/146578, 140 it/s) [4m56s:12m24s] 28% |████████ | (42021/146578, 140 it/s) [4m56s:12m24s] 28% |████████ | (42035/146578, 140 it/s) [4m56s:12m24s] 28% |████████ | (42049/146578, 141 it/s) [4m56s:12m21s] 28% |████████ | (42063/146578, 141 it/s) [4m56s:12m21s] 28% |████████ | (42077/146578, 141 it/s) [4m56s:12m21s] 28% |████████ | (42087/146578, 141 it/s) [4m56s:12m21s] 28% 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28% |████████ | (42320/146578, 133 it/s) [4m58s:13m4s] 28% |████████ | (42324/146578, 133 it/s) [4m58s:13m4s] 28% |████████ | (42325/146578, 124 it/s) [4m58s:14m3s] 28% |████████ | (42329/146578, 124 it/s) [4m58s:14m3s] 28% |████████ | (42335/146578, 124 it/s) [4m58s:14m3s] 28% |████████ | (42345/146578, 124 it/s) [4m58s:14m2s] 28% |████████ | (42358/146578, 124 it/s) [4m59s:14m2s] 28% |████████ | (42370/146578, 124 it/s) [4m59s:14m2s] 28% |████████ | (42382/146578, 122 it/s) [4m59s:14m10s] 28% |████████ | (42387/146578, 122 it/s) [4m59s:14m10s] 28% |████████ | (42388/146578, 122 it/s) [4m59s:14m10s] 28% |████████ | (42401/146578, 122 it/s) [4m59s:14m10s] 28% |████████ | (42413/146578, 122 it/s) [4m59s:14m10s] 28% |████████ | (42427/146578, 122 it/s) [4m59s:14m10s] 28% |████████ | (42440/146578, 123 it/s) [4m59s:14m8s] 28% |████████ | (42451/146578, 123 it/s) [4m59s:14m8s] 28% |█████████ | (42458/146578, 123 it/s) [5m0s:14m8s] 28% |█████████ | (42459/146578, 115 it/s) [5m0s:15m2s] 28% 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29% |█████████ | (42833/146578, 114 it/s) [5m3s:15m8s] 29% |█████████ | (42838/146578, 106 it/s) [5m3s:16m14s] 29% |█████████ | (42852/146578, 106 it/s) [5m3s:16m14s] 29% |█████████ | (42867/146578, 106 it/s) [5m3s:16m14s] 29% |█████████ | (42882/146578, 106 it/s) [5m3s:16m14s] 29% |█████████ | (42895/146578, 106 it/s) [5m3s:16m13s] 29% |█████████ | (42904/146578, 106 it/s) [5m3s:16m13s] 29% |█████████ | (42917/146578, 106 it/s) [5m3s:16m13s] 29% |█████████ | (42927/146578, 106 it/s) [5m3s:16m13s] 29% |█████████ | (42941/146578, 117 it/s) [5m3s:14m46s] 29% |█████████ | (42951/146578, 117 it/s) [5m3s:14m46s] 29% |█████████ | (42965/146578, 117 it/s) [5m4s:14m46s] 29% |█████████ | (42978/146578, 117 it/s) [5m4s:14m46s] 29% |█████████ | (42994/146578, 117 it/s) [5m4s:14m46s] 29% |█████████ | (43007/146578, 117 it/s) [5m4s:14m45s] 29% |█████████ | (43021/146578, 117 it/s) [5m4s:14m45s] 29% |█████████ | (43034/146578, 127 it/s) [5m4s:13m38s] 29% |█████████ | (43048/146578, 127 it/s) [5m4s:13m38s] 29% |█████████ | (43059/146578, 127 it/s) [5m4s:13m38s] 29% |█████████ | (43068/146578, 127 it/s) [5m4s:13m38s] 29% |█████████ | (43069/146578, 121 it/s) [5m5s:14m16s] 29% |█████████ | (43082/146578, 121 it/s) [5m5s:14m16s] 29% |█████████ | (43094/146578, 121 it/s) [5m5s:14m16s] 29% |█████████ | (43106/146578, 121 it/s) [5m5s:14m16s] 29% |█████████ | (43117/146578, 121 it/s) [5m5s:14m16s] 29% |█████████ | (43131/146578, 121 it/s) [5m5s:14m15s] 29% |█████████ | (43143/146578, 121 it/s) [5m5s:14m15s] 29% |█████████ | (43157/146578, 121 it/s) [5m5s:14m15s] 29% |█████████ | (43171/146578, 135 it/s) [5m5s:12m44s] 29% |█████████ | (43183/146578, 135 it/s) [5m5s:12m44s] 29% |█████████ | (43197/146578, 135 it/s) [5m5s:12m44s] 29% |█████████ | (43206/146578, 135 it/s) [5m5s:12m43s] 29% |█████████ | (43220/146578, 135 it/s) [5m5s:12m43s] 29% |█████████ | (43232/146578, 135 it/s) [5m5s:12m43s] 29% |█████████ | (43245/146578, 135 it/s) [5m5s:12m43s] 29% |█████████ | (43258/146578, 136 it/s) [5m6s:12m38s] 29% |█████████ | (43270/146578, 136 it/s) [5m6s:12m38s] 29% |█████████ | (43283/146578, 136 it/s) [5m6s:12m38s] 29% |█████████ | (43294/146578, 136 it/s) [5m6s:12m38s] 29% |█████████ | (43309/146578, 136 it/s) [5m6s:12m37s] 29% |█████████ | (43323/146578, 136 it/s) [5m6s:12m37s] 29% |█████████ | (43337/146578, 136 it/s) [5m6s:12m37s] 29% |█████████ | (43350/146578, 136 it/s) [5m6s:12m37s] 29% |█████████ | (43363/146578, 150 it/s) [5m6s:11m29s] 29% |█████████ | (43374/146578, 150 it/s) [5m6s:11m29s] 29% |█████████ | (43384/146578, 150 it/s) [5m6s:11m29s] 29% |█████████ | (43389/146578, 150 it/s) [5m7s:11m29s] 29% |█████████ | (43403/146578, 145 it/s) [5m7s:11m53s] 29% |█████████ | (43418/146578, 145 it/s) [5m7s:11m53s] 29% |█████████ | (43431/146578, 145 it/s) [5m7s:11m53s] 29% |█████████ | (43442/146578, 145 it/s) [5m7s:11m53s] 29% |█████████ | (43451/146578, 145 it/s) [5m7s:11m53s] 29% |█████████ | (43452/146578, 145 it/s) [5m7s:11m53s] 29% |█████████ | (43460/146578, 139 it/s) [5m7s:12m22s] 29% |█████████ | (43465/146578, 139 it/s) [5m7s:12m22s] 29% |█████████ | (43478/146578, 139 it/s) [5m7s:12m22s] 29% |█████████ | (43491/146578, 139 it/s) [5m7s:12m22s] 29% |█████████ | (43503/146578, 139 it/s) [5m7s:12m22s] 29% |█████████ | (43515/146578, 139 it/s) [5m7s:12m22s] 29% |█████████ | (43529/146578, 139 it/s) [5m7s:12m22s] 29% |█████████ | (43541/146578, 139 it/s) [5m8s:12m22s] 29% |█████████ | (43554/146578, 143 it/s) [5m8s:12m2s] 29% |█████████ | (43567/146578, 143 it/s) [5m8s:12m2s] 29% |█████████ | (43581/146578, 143 it/s) [5m8s:12m2s] 29% |█████████ | (43594/146578, 143 it/s) [5m8s:12m2s] 29% |█████████ | (43604/146578, 143 it/s) [5m8s:12m2s] 29% |█████████ | (43616/146578, 143 it/s) [5m8s:12m2s] 29% |█████████ | (43628/146578, 143 it/s) [5m8s:12m2s] 29% |█████████ | (43642/146578, 156 it/s) [5m8s:10m59s] 29% |█████████ | (43655/146578, 156 it/s) [5m8s:10m59s] 29% |█████████ | (43665/146578, 156 it/s) [5m8s:10m59s] 29% |█████████ | (43679/146578, 156 it/s) [5m8s:10m59s] 29% |█████████ | (43690/146578, 156 it/s) [5m8s:10m59s] 29% |█████████ | (43704/146578, 156 it/s) [5m8s:10m59s] 29% |█████████ | (43716/146578, 156 it/s) [5m9s:10m59s] 29% |█████████ | (43730/146578, 156 it/s) [5m9s:10m58s] 29% |█████████ | (43743/146578, 156 it/s) [5m9s:10m58s] 29% |█████████ | (43755/146578, 156 it/s) [5m9s:10m58s] 29% |█████████ | (43769/146578, 156 it/s) [5m9s:10m57s] 29% |█████████ | (43780/146578, 156 it/s) [5m9s:10m57s] 29% |█████████ | (43794/146578, 156 it/s) [5m9s:10m57s] 29% |█████████ | (43806/146578, 156 it/s) [5m9s:10m57s] 29% |█████████ | (43819/146578, 156 it/s) [5m9s:10m57s] 29% |█████████ | (43829/146578, 156 it/s) [5m9s:10m57s] 29% |█████████ | (43841/146578, 156 it/s) [5m9s:10m57s] 29% |█████████ | (43852/146578, 156 it/s) [5m9s:10m57s] 29% |█████████ | (43867/146578, 156 it/s) [5m9s:10m57s] 29% |█████████ | (43870/146578, 156 it/s) [5m9s:10m57s] 29% |████████ | (43887/146578, 156 it/s) [5m10s:10m57s] 29% |████████ | (43902/146578, 164 it/s) [5m10s:10m27s] 29% |████████ | (43917/146578, 164 it/s) [5m10s:10m27s] 29% |████████ | (43931/146578, 164 it/s) [5m10s:10m27s] 29% |████████ | (43942/146578, 164 it/s) [5m10s:10m27s] 29% |████████ | (43955/146578, 164 it/s) [5m10s:10m27s] 29% |████████ | (43965/146578, 164 it/s) [5m10s:10m27s] 29% |████████ | (43970/146578, 158 it/s) [5m10s:10m49s] 30% |█████████ | (43976/146578, 158 it/s) [5m10s:10m49s] 30% |█████████ | (43989/146578, 158 it/s) [5m10s:10m49s] 30% |█████████ | (44001/146578, 158 it/s) [5m11s:10m49s] 30% |█████████ | (44004/146578, 158 it/s) [5m11s:10m49s] 30% |█████████ | (44013/146578, 147 it/s) [5m11s:11m35s] 30% |█████████ | (44017/146578, 147 it/s) [5m11s:11m35s] 30% |█████████ | (44032/146578, 147 it/s) [5m11s:11m35s] 30% |█████████ | (44047/146578, 147 it/s) [5m11s:11m35s] 30% |█████████ | (44061/146578, 147 it/s) [5m11s:11m35s] 30% |█████████ | (44070/146578, 147 it/s) [5m11s:11m35s] 30% |█████████ | (44084/146578, 147 it/s) [5m11s:11m35s] 30% |█████████ | (44096/146578, 144 it/s) [5m11s:11m52s] 30% |█████████ | (44098/146578, 144 it/s) [5m11s:11m52s] 30% |█████████ | (44105/146578, 144 it/s) [5m11s:11m52s] 30% |█████████ | (44119/146578, 144 it/s) [5m12s:11m52s] 30% |█████████ | (44128/146578, 144 it/s) [5m12s:11m52s] 30% |█████████ | (44141/146578, 144 it/s) [5m12s:11m52s] 30% |█████████ | (44153/146578, 148 it/s) [5m12s:11m33s] 30% |█████████ | (44166/146578, 148 it/s) [5m12s:11m33s] 30% |█████████ | (44180/146578, 148 it/s) [5m12s:11m33s] 30% |█████████ | (44194/146578, 148 it/s) [5m12s:11m33s] 30% |█████████ | (44208/146578, 148 it/s) [5m12s:11m33s] 30% |█████████ | (44220/146578, 148 it/s) [5m12s:11m29s] 30% |█████████ | (44233/146578, 148 it/s) [5m12s:11m29s] 30% |█████████ | (44239/146578, 148 it/s) [5m12s:11m29s] 30% |█████████ | (44253/146578, 148 it/s) [5m12s:11m29s] 30% |█████████ | (44263/146578, 148 it/s) [5m12s:11m29s] 30% |█████████ | (44276/146578, 148 it/s) [5m13s:11m29s] 30% |█████████ | (44289/146578, 148 it/s) [5m13s:11m29s] 30% |█████████ | (44303/146578, 148 it/s) [5m13s:11m28s] 30% |█████████ | (44316/146578, 150 it/s) [5m13s:11m22s] 30% |█████████ | (44320/146578, 150 it/s) [5m13s:11m22s] 30% |█████████ | (44321/146578, 150 it/s) [5m13s:11m22s] 30% |█████████ | (44332/146578, 150 it/s) [5m13s:11m22s] 30% |█████████ | (44345/146578, 150 it/s) [5m13s:11m22s] 30% |█████████ | (44359/146578, 141 it/s) [5m13s:12m5s] 30% |█████████ | (44371/146578, 141 it/s) [5m13s:12m5s] 30% |█████████ | (44385/146578, 141 it/s) [5m13s:12m5s] 30% |█████████ | (44398/146578, 141 it/s) [5m13s:12m5s] 30% |█████████ | (44399/146578, 141 it/s) [5m14s:12m5s] 30% |█████████ | (44407/146578, 141 it/s) [5m14s:12m5s] 30% |█████████ | (44422/146578, 133 it/s) [5m14s:12m47s] 30% |█████████ | (44437/146578, 133 it/s) [5m14s:12m47s] 30% |█████████ | (44451/146578, 133 it/s) [5m14s:12m47s] 30% |█████████ | (44464/146578, 133 it/s) [5m14s:12m47s] 30% |█████████ | (44477/146578, 133 it/s) [5m14s:12m47s] 30% |█████████ | (44490/146578, 133 it/s) [5m14s:12m47s] 30% |█████████ | (44503/146578, 133 it/s) [5m14s:12m47s] 30% |█████████ | (44514/146578, 134 it/s) [5m14s:12m39s] 30% |█████████ | (44529/146578, 134 it/s) [5m14s:12m39s] 30% |█████████ | (44538/146578, 134 it/s) [5m14s:12m39s] 30% |█████████ | (44551/146578, 134 it/s) [5m15s:12m39s] 30% |█████████ | (44565/146578, 134 it/s) [5m15s:12m39s] 30% |█████████ | (44574/146578, 134 it/s) [5m15s:12m39s] 30% |█████████ | (44587/146578, 135 it/s) [5m15s:12m37s] 30% |█████████ | (44597/146578, 135 it/s) [5m15s:12m37s] 30% |█████████ | (44610/146578, 135 it/s) [5m15s:12m37s] 30% |█████████ | (44623/146578, 135 it/s) [5m15s:12m37s] 30% |█████████ | (44638/146578, 135 it/s) [5m15s:12m37s] 30% |█████████ | (44651/146578, 135 it/s) [5m15s:12m37s] 30% |█████████ | (44663/146578, 135 it/s) [5m15s:12m36s] 30% |█████████ | (44675/146578, 135 it/s) [5m15s:12m36s] 30% |█████████ | (44687/146578, 135 it/s) [5m15s:12m36s] 30% |█████████ | (44702/146578, 135 it/s) [5m16s:12m36s] 30% |█████████ | (44715/146578, 135 it/s) [5m16s:12m36s] 30% |█████████ | (44725/146578, 135 it/s) [5m16s:12m36s] 30% |█████████ | (44726/146578, 135 it/s) [5m16s:12m36s] 30% |█████████ | (44740/146578, 139 it/s) [5m16s:12m10s] 30% |█████████ | (44756/146578, 139 it/s) [5m16s:12m9s] 30% |█████████ | (44771/146578, 139 it/s) [5m16s:12m9s] 30% |█████████ | (44786/146578, 139 it/s) [5m16s:12m9s] 30% |█████████ | (44801/146578, 139 it/s) [5m16s:12m9s] 30% |█████████ | (44816/146578, 139 it/s) [5m16s:12m9s] 30% |█████████ | (44830/146578, 139 it/s) [5m16s:12m9s] 30% |█████████ | (44841/146578, 146 it/s) [5m16s:11m38s] 30% |█████████ | (44856/146578, 146 it/s) [5m16s:11m38s] 30% |█████████ | (44869/146578, 146 it/s) [5m17s:11m38s] 30% |█████████ | (44882/146578, 146 it/s) [5m17s:11m38s] 30% |█████████ | (44898/146578, 146 it/s) [5m17s:11m37s] 30% |█████████ | (44914/146578, 147 it/s) [5m17s:11m31s] 30% |█████████ | (44930/146578, 147 it/s) [5m17s:11m31s] 30% |█████████ | (44945/146578, 147 it/s) [5m17s:11m31s] 30% |█████████ | (44959/146578, 147 it/s) [5m17s:11m30s] 30% |█████████ | (44971/146578, 145 it/s) [5m17s:11m38s] 30% |█████████ | (44981/146578, 145 it/s) [5m17s:11m38s] 30% |█████████ | (44991/146578, 145 it/s) [5m18s:11m38s] 30% |█████████ | (45002/146578, 145 it/s) [5m18s:11m38s] 30% |█████████ | (45018/146578, 145 it/s) [5m18s:11m38s] 30% |█████████ | (45033/146578, 145 it/s) [5m18s:11m38s] 30% |█████████ | (45042/146578, 145 it/s) [5m18s:11m38s] 30% |█████████ | (45050/146578, 142 it/s) [5m18s:11m56s] 30% |█████████ | (45062/146578, 142 it/s) [5m18s:11m56s] 30% |█████████ | (45078/146578, 142 it/s) [5m18s:11m55s] 30% |█████████ | (45089/146578, 142 it/s) [5m18s:11m55s] 30% |█████████ | (45096/146578, 142 it/s) [5m18s:11m56s] 30% |█████████ | (45111/146578, 142 it/s) [5m19s:11m56s] 30% |█████████ | (45127/146578, 142 it/s) [5m19s:11m56s] 30% |█████████ | (45131/146578, 142 it/s) [5m19s:11m56s] 30% |█████████ | (45143/146578, 142 it/s) [5m19s:11m56s] 30% |█████████ | (45148/146578, 141 it/s) [5m19s:11m58s] 30% |█████████ | (45153/146578, 141 it/s) [5m19s:11m58s] 30% |█████████ | (45158/146578, 141 it/s) [5m19s:11m58s] 30% |█████████ | (45164/146578, 141 it/s) [5m19s:11m58s] 30% |█████████ | (45170/146578, 124 it/s) [5m20s:13m37s] 30% |█████████ | (45182/146578, 124 it/s) [5m20s:13m37s] 30% |█████████ | (45196/146578, 124 it/s) [5m20s:13m37s] 30% |█████████ | (45197/146578, 124 it/s) [5m20s:13m37s] 30% |█████████ | (45203/146578, 124 it/s) [5m20s:13m37s] 30% |█████████ | (45209/146578, 117 it/s) [5m20s:14m26s] 30% |█████████ | (45213/146578, 117 it/s) [5m20s:14m26s] 30% |█████████ | (45222/146578, 117 it/s) [5m20s:14m25s] 30% |█████████ | (45229/146578, 117 it/s) [5m21s:14m25s] 30% |█████████ | (45237/146578, 117 it/s) [5m21s:14m25s] 30% |█████████ | (45245/146578, 110 it/s) [5m21s:15m17s] 30% |█████████ | (45257/146578, 110 it/s) [5m21s:15m17s] 30% |█████████ | (45258/146578, 110 it/s) 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(113842/146578, 213 it/s) [10m12s:2m33s] 77% |███████████████████████ | (113856/146578, 213 it/s) [10m12s:2m33s] 77% |███████████████████████ | (113870/146578, 213 it/s) [10m12s:2m33s] 77% |███████████████████████ | (113883/146578, 213 it/s) [10m12s:2m33s] 77% |███████████████████████ | (113896/146578, 216 it/s) [10m13s:2m31s] 77% |███████████████████████ | (113910/146578, 216 it/s) [10m13s:2m31s] 77% |███████████████████████ | (113924/146578, 216 it/s) [10m13s:2m31s] 77% |███████████████████████ | (113938/146578, 216 it/s) [10m13s:2m31s] 77% |███████████████████████ | (113951/146578, 216 it/s) [10m13s:2m31s] 77% |███████████████████████ | (113965/146578, 216 it/s) [10m13s:2m31s] 77% |███████████████████████ | (113981/146578, 216 it/s) [10m13s:2m30s] 77% |███████████████████████ | (113996/146578, 216 it/s) [10m13s:2m30s] 77% |███████████████████████ | (114011/146578, 217 it/s) [10m13s:2m30s] 77% |███████████████████████ | (114027/146578, 217 it/s) [10m13s:2m29s] 77% 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[10m14s:2m30s] 77% |███████████████████████ | (114244/146578, 215 it/s) [10m14s:2m30s] 77% |███████████████████████ | (114258/146578, 215 it/s) [10m14s:2m30s] 77% |███████████████████████ | (114274/146578, 215 it/s) [10m14s:2m29s] 77% |███████████████████████ | (114287/146578, 215 it/s) [10m14s:2m29s] 77% |███████████████████████ | (114301/146578, 215 it/s) [10m14s:2m29s] 77% |███████████████████████ | (114316/146578, 215 it/s) [10m15s:2m29s] 78% |███████████████████████ | (114333/146578, 216 it/s) [10m15s:2m29s] 78% |███████████████████████ | (114349/146578, 216 it/s) [10m15s:2m28s] 78% |███████████████████████ | (114365/146578, 216 it/s) [10m15s:2m28s] 78% |███████████████████████ | (114381/146578, 216 it/s) [10m15s:2m28s] 78% |███████████████████████ | (114398/146578, 216 it/s) [10m15s:2m28s] 78% |███████████████████████ | (114414/146578, 216 it/s) [10m15s:2m28s] 78% |███████████████████████ | (114430/146578, 216 it/s) [10m15s:2m28s] 78% |███████████████████████ | (114447/146578, 216 it/s) [10m15s:2m28s] 78% |███████████████████████ | (114463/146578, 219 it/s) [10m15s:2m26s] 78% |███████████████████████ | (114480/146578, 219 it/s) [10m15s:2m26s] 78% |███████████████████████ | (114497/146578, 219 it/s) [10m15s:2m26s] 78% |███████████████████████ | (114513/146578, 219 it/s) [10m15s:2m26s] 78% |███████████████████████ | (114528/146578, 219 it/s) [10m15s:2m26s] 78% |███████████████████████ | (114544/146578, 219 it/s) [10m15s:2m26s] 78% |███████████████████████ | (114560/146578, 219 it/s) [10m16s:2m26s] 78% |███████████████████████ | (114576/146578, 222 it/s) [10m16s:2m24s] 78% |███████████████████████ | (114593/146578, 222 it/s) [10m16s:2m24s] 78% |███████████████████████ | (114609/146578, 222 it/s) [10m16s:2m24s] 78% |███████████████████████ | (114625/146578, 222 it/s) [10m16s:2m24s] 78% |███████████████████████ | (114640/146578, 222 it/s) [10m16s:2m24s] 78% |███████████████████████ | (114656/146578, 222 it/s) [10m16s:2m24s] 78% |███████████████████████ | (114673/146578, 222 it/s) [10m16s:2m24s] 78% |███████████████████████ | (114690/146578, 222 it/s) [10m16s:2m23s] 78% |███████████████████████ | (114707/146578, 225 it/s) [10m16s:2m21s] 78% |███████████████████████ | (114722/146578, 225 it/s) [10m16s:2m21s] 78% |███████████████████████ | (114737/146578, 225 it/s) [10m16s:2m21s] 78% |███████████████████████ | (114751/146578, 225 it/s) [10m16s:2m21s] 78% |███████████████████████ | (114766/146578, 225 it/s) [10m16s:2m21s] 78% |███████████████████████ | (114780/146578, 225 it/s) [10m16s:2m21s] 78% |███████████████████████ | (114794/146578, 225 it/s) [10m17s:2m20s] 78% |███████████████████████ | (114809/146578, 225 it/s) [10m17s:2m21s] 78% |███████████████████████ | (114823/146578, 225 it/s) [10m17s:2m21s] 78% |███████████████████████ | (114837/146578, 225 it/s) [10m17s:2m21s] 78% |███████████████████████ | (114852/146578, 225 it/s) [10m17s:2m21s] 78% |███████████████████████ | (114867/146578, 225 it/s) [10m17s:2m21s] 78% 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[10m18s:2m18s] 78% |███████████████████████ | (115100/146578, 227 it/s) [10m18s:2m18s] 78% |███████████████████████ | (115115/146578, 227 it/s) [10m18s:2m18s] 78% |███████████████████████ | (115131/146578, 227 it/s) [10m18s:2m18s] 78% |███████████████████████ | (115147/146578, 227 it/s) [10m18s:2m18s] 78% |███████████████████████ | (115162/146578, 229 it/s) [10m18s:2m17s] 78% |███████████████████████ | (115177/146578, 229 it/s) [10m18s:2m17s] 78% |███████████████████████ | (115192/146578, 229 it/s) [10m18s:2m17s] 78% |███████████████████████ | (115207/146578, 229 it/s) [10m18s:2m17s] 78% |███████████████████████ | (115222/146578, 229 it/s) [10m18s:2m16s] 78% |███████████████████████ | (115237/146578, 229 it/s) [10m18s:2m16s] 78% |███████████████████████ | (115253/146578, 229 it/s) [10m19s:2m16s] 78% |███████████████████████ | (115268/146578, 228 it/s) [10m19s:2m17s] 78% |███████████████████████ | (115282/146578, 228 it/s) [10m19s:2m17s] 78% |███████████████████████ | (115298/146578, 228 it/s) [10m19s:2m16s] 78% |███████████████████████ | (115315/146578, 228 it/s) [10m19s:2m16s] 78% |███████████████████████ | (115330/146578, 228 it/s) [10m19s:2m16s] 78% |███████████████████████ | (115345/146578, 228 it/s) [10m19s:2m16s] 78% |███████████████████████ | (115361/146578, 228 it/s) [10m19s:2m16s] 78% |███████████████████████ | (115377/146578, 228 it/s) [10m19s:2m16s] 78% |███████████████████████ | (115392/146578, 230 it/s) [10m19s:2m15s] 78% |███████████████████████ | (115408/146578, 230 it/s) [10m19s:2m15s] 78% |███████████████████████ | (115423/146578, 230 it/s) [10m19s:2m15s] 78% |███████████████████████ | (115439/146578, 230 it/s) [10m19s:2m15s] 78% |███████████████████████ | (115455/146578, 230 it/s) [10m19s:2m15s] 78% |███████████████████████ | (115471/146578, 230 it/s) [10m19s:2m14s] 78% |███████████████████████ | (115487/146578, 230 it/s) [10m20s:2m14s] 78% |███████████████████████ | (115503/146578, 233 it/s) [10m20s:2m13s] 78% |███████████████████████ | (115518/146578, 233 it/s) [10m20s:2m13s] 78% |███████████████████████ | (115533/146578, 233 it/s) [10m20s:2m13s] 78% |███████████████████████ | (115548/146578, 233 it/s) [10m20s:2m13s] 78% |███████████████████████ | (115561/146578, 233 it/s) [10m20s:2m13s] 78% |███████████████████████ | (115574/146578, 233 it/s) [10m20s:2m13s] 78% |███████████████████████ | (115586/146578, 233 it/s) [10m20s:2m13s] 78% |███████████████████████ | (115599/146578, 233 it/s) [10m20s:2m13s] 78% |███████████████████████ | (115612/146578, 229 it/s) [10m20s:2m15s] 78% |███████████████████████ | (115625/146578, 229 it/s) [10m20s:2m15s] 78% |███████████████████████ | (115639/146578, 229 it/s) [10m20s:2m15s] 78% |███████████████████████ | (115654/146578, 229 it/s) [10m20s:2m14s] 78% |███████████████████████ | (115670/146578, 229 it/s) [10m20s:2m14s] 78% |███████████████████████ | (115686/146578, 229 it/s) [10m20s:2m14s] 78% |███████████████████████ | (115702/146578, 229 it/s) [10m21s:2m14s] 78% 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[10m22s:2m16s] 79% |███████████████████████ | (115928/146578, 224 it/s) [10m22s:2m17s] 79% |███████████████████████ | (115942/146578, 224 it/s) [10m22s:2m17s] 79% |███████████████████████ | (115958/146578, 224 it/s) [10m22s:2m16s] 79% |███████████████████████ | (115973/146578, 224 it/s) [10m22s:2m16s] 79% |███████████████████████ | (115986/146578, 224 it/s) [10m22s:2m16s] 79% |███████████████████████ | (115999/146578, 224 it/s) [10m22s:2m16s] 79% |███████████████████████ | (116012/146578, 224 it/s) [10m22s:2m16s] 79% |███████████████████████ | (116025/146578, 224 it/s) [10m22s:2m16s] 79% |███████████████████████ | (116039/146578, 221 it/s) [10m22s:2m17s] 79% |███████████████████████ | (116053/146578, 221 it/s) [10m22s:2m17s] 79% |███████████████████████ | (116067/146578, 221 it/s) [10m22s:2m17s] 79% |███████████████████████ | (116080/146578, 221 it/s) [10m22s:2m17s] 79% |███████████████████████ | (116093/146578, 221 it/s) [10m22s:2m17s] 79% |███████████████████████ | (116106/146578, 221 it/s) [10m22s:2m17s] 79% |███████████████████████ | (116120/146578, 221 it/s) [10m23s:2m17s] 79% |███████████████████████ | (116133/146578, 218 it/s) [10m23s:2m19s] 79% |███████████████████████ | (116147/146578, 218 it/s) [10m23s:2m19s] 79% |███████████████████████ | (116160/146578, 218 it/s) [10m23s:2m19s] 79% |███████████████████████ | (116174/146578, 218 it/s) [10m23s:2m19s] 79% |███████████████████████ | (116188/146578, 218 it/s) [10m23s:2m19s] 79% |███████████████████████ | (116201/146578, 218 it/s) [10m23s:2m19s] 79% |███████████████████████ | (116215/146578, 218 it/s) [10m23s:2m19s] 79% |███████████████████████ | (116228/146578, 218 it/s) [10m23s:2m19s] 79% |███████████████████████ | (116240/146578, 215 it/s) [10m23s:2m21s] 79% |███████████████████████ | (116254/146578, 215 it/s) [10m23s:2m21s] 79% |███████████████████████ | (116267/146578, 215 it/s) [10m23s:2m21s] 79% |███████████████████████ | (116280/146578, 215 it/s) [10m23s:2m21s] 79% |███████████████████████ | (116293/146578, 215 it/s) [10m23s:2m21s] 79% |███████████████████████ | (116307/146578, 215 it/s) [10m23s:2m21s] 79% |███████████████████████ | (116321/146578, 215 it/s) [10m24s:2m21s] 79% |███████████████████████ | (116334/146578, 212 it/s) [10m24s:2m22s] 79% |███████████████████████ | (116348/146578, 212 it/s) [10m24s:2m22s] 79% |███████████████████████ | (116361/146578, 212 it/s) [10m24s:2m22s] 79% |███████████████████████ | (116374/146578, 212 it/s) [10m24s:2m22s] 79% |███████████████████████ | (116387/146578, 212 it/s) [10m24s:2m22s] 79% |███████████████████████ | (116400/146578, 212 it/s) [10m24s:2m22s] 79% |███████████████████████ | (116413/146578, 212 it/s) [10m24s:2m22s] 79% |███████████████████████ | (116426/146578, 212 it/s) [10m24s:2m22s] 79% |███████████████████████ | (116439/146578, 209 it/s) [10m24s:2m24s] 79% |███████████████████████ | (116453/146578, 209 it/s) [10m24s:2m24s] 79% |███████████████████████ | (116466/146578, 209 it/s) [10m24s:2m24s] 79% 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[10m25s:2m26s] 79% |███████████████████████ | (116672/146578, 205 it/s) [10m25s:2m26s] 79% |███████████████████████ | (116686/146578, 205 it/s) [10m25s:2m25s] 79% |███████████████████████ | (116700/146578, 205 it/s) [10m25s:2m25s] 79% |███████████████████████ | (116714/146578, 205 it/s) [10m26s:2m25s] 79% |███████████████████████ | (116727/146578, 205 it/s) [10m26s:2m25s] 79% |███████████████████████ | (116740/146578, 202 it/s) [10m26s:2m27s] 79% |███████████████████████ | (116753/146578, 202 it/s) [10m26s:2m27s] 79% |███████████████████████ | (116767/146578, 202 it/s) [10m26s:2m27s] 79% |███████████████████████ | (116775/146578, 202 it/s) [10m26s:2m27s] 79% |███████████████████████ | (116789/146578, 202 it/s) [10m26s:2m27s] 79% |███████████████████████ | (116803/146578, 202 it/s) [10m26s:2m27s] 79% |███████████████████████ | (116817/146578, 202 it/s) [10m26s:2m27s] 79% |███████████████████████ | (116829/146578, 200 it/s) [10m26s:2m28s] 79% |███████████████████████ | (116842/146578, 200 it/s) [10m26s:2m28s] 79% |███████████████████████ | (116855/146578, 200 it/s) [10m26s:2m28s] 79% |███████████████████████ | (116868/146578, 200 it/s) [10m26s:2m28s] 79% |███████████████████████ | (116882/146578, 200 it/s) [10m26s:2m28s] 79% |███████████████████████ | (116895/146578, 200 it/s) [10m26s:2m28s] 79% |███████████████████████ | (116908/146578, 200 it/s) [10m27s:2m27s] 79% |███████████████████████ | (116922/146578, 200 it/s) [10m27s:2m27s] 79% |███████████████████████ | (116935/146578, 198 it/s) [10m27s:2m29s] 79% |███████████████████████ | (116949/146578, 198 it/s) [10m27s:2m29s] 79% |███████████████████████ | (116963/146578, 198 it/s) [10m27s:2m29s] 79% |███████████████████████ | (116976/146578, 198 it/s) [10m27s:2m29s] 79% |███████████████████████ | (116989/146578, 198 it/s) [10m27s:2m29s] 79% |███████████████████████ | (117003/146578, 198 it/s) [10m27s:2m29s] 79% |███████████████████████ | (117016/146578, 198 it/s) [10m27s:2m29s] 79% |███████████████████████ | (117030/146578, 197 it/s) [10m27s:2m29s] 79% |███████████████████████ | (117044/146578, 197 it/s) [10m27s:2m29s] 79% |███████████████████████ | (117058/146578, 197 it/s) [10m27s:2m29s] 79% |███████████████████████ | (117071/146578, 197 it/s) [10m27s:2m29s] 79% |███████████████████████ | (117084/146578, 197 it/s) [10m27s:2m29s] 79% |███████████████████████ | (117098/146578, 197 it/s) [10m27s:2m29s] 79% |███████████████████████ | (117111/146578, 197 it/s) [10m28s:2m29s] 79% |███████████████████████ | (117125/146578, 197 it/s) [10m28s:2m29s] 79% |███████████████████████ | (117139/146578, 198 it/s) [10m28s:2m28s] 79% |███████████████████████ | (117152/146578, 198 it/s) [10m28s:2m28s] 79% |███████████████████████ | (117165/146578, 198 it/s) [10m28s:2m28s] 79% |███████████████████████ | (117177/146578, 198 it/s) [10m28s:2m28s] 79% |███████████████████████ | (117189/146578, 198 it/s) [10m28s:2m28s] 79% |███████████████████████ | (117202/146578, 198 it/s) [10m28s:2m28s] 79% 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[10m29s:2m28s] 80% |████████████████████████ | (117395/146578, 196 it/s) [10m29s:2m28s] 80% |████████████████████████ | (117409/146578, 196 it/s) [10m29s:2m28s] 80% |████████████████████████ | (117423/146578, 196 it/s) [10m29s:2m28s] 80% |████████████████████████ | (117436/146578, 196 it/s) [10m29s:2m28s] 80% |████████████████████████ | (117450/146578, 196 it/s) [10m29s:2m28s] 80% |████████████████████████ | (117464/146578, 196 it/s) [10m29s:2m28s] 80% |████████████████████████ | (117477/146578, 196 it/s) [10m29s:2m28s] 80% |████████████████████████ | (117490/146578, 196 it/s) [10m30s:2m28s] 80% |████████████████████████ | (117504/146578, 196 it/s) [10m30s:2m28s] 80% |████████████████████████ | (117518/146578, 196 it/s) [10m30s:2m28s] 80% |████████████████████████ | (117531/146578, 196 it/s) [10m30s:2m28s] 80% |████████████████████████ | (117543/146578, 196 it/s) [10m30s:2m28s] 80% |████████████████████████ | (117556/146578, 196 it/s) [10m30s:2m28s] 80% |████████████████████████ | (117568/146578, 196 it/s) [10m30s:2m28s] 80% |████████████████████████ | (117581/146578, 196 it/s) [10m30s:2m28s] 80% |████████████████████████ | (117594/146578, 196 it/s) [10m30s:2m28s] 80% |████████████████████████ | (117608/146578, 196 it/s) [10m30s:2m27s] 80% |████████████████████████ | (117623/146578, 195 it/s) [10m30s:2m28s] 80% |████████████████████████ | (117636/146578, 195 it/s) [10m30s:2m28s] 80% |████████████████████████ | (117650/146578, 195 it/s) [10m30s:2m28s] 80% |████████████████████████ | (117663/146578, 195 it/s) [10m30s:2m28s] 80% |████████████████████████ | (117675/146578, 195 it/s) [10m30s:2m28s] 80% |████████████████████████ | (117688/146578, 195 it/s) [10m31s:2m28s] 80% |████████████████████████ | (117701/146578, 195 it/s) [10m31s:2m28s] 80% |████████████████████████ | (117715/146578, 195 it/s) [10m31s:2m28s] 80% |████████████████████████ | (117729/146578, 195 it/s) [10m31s:2m28s] 80% |████████████████████████ | (117742/146578, 195 it/s) [10m31s:2m27s] 80% 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it/s) [10m32s:2m27s] 80% |████████████████████████ | (117940/146578, 195 it/s) [10m32s:2m27s] 80% |████████████████████████ | (117955/146578, 195 it/s) [10m32s:2m26s] 80% |████████████████████████ | (117969/146578, 195 it/s) [10m32s:2m26s] 80% |████████████████████████ | (117984/146578, 195 it/s) [10m32s:2m26s] 80% |████████████████████████ | (117999/146578, 195 it/s) [10m32s:2m26s] 80% |████████████████████████ | (118014/146578, 195 it/s) [10m32s:2m26s] 80% |████████████████████████ | (118028/146578, 197 it/s) [10m32s:2m25s] 80% |████████████████████████ | (118043/146578, 197 it/s) [10m32s:2m25s] 80% |████████████████████████ | (118058/146578, 197 it/s) [10m32s:2m25s] 80% |████████████████████████ | (118072/146578, 197 it/s) [10m32s:2m24s] 80% |████████████████████████ | (118087/146578, 197 it/s) [10m32s:2m24s] 80% |████████████████████████ | (118100/146578, 197 it/s) [10m33s:2m24s] 80% |████████████████████████ | (118115/146578, 197 it/s) [10m33s:2m24s] 80% |████████████████████████ | (118129/146578, 198 it/s) [10m33s:2m23s] 80% |████████████████████████ | (118144/146578, 198 it/s) [10m33s:2m23s] 80% |████████████████████████ | (118157/146578, 198 it/s) [10m33s:2m23s] 80% |████████████████████████ | (118171/146578, 198 it/s) [10m33s:2m23s] 80% |████████████████████████ | (118185/146578, 198 it/s) [10m33s:2m23s] 80% |████████████████████████ | (118199/146578, 198 it/s) [10m33s:2m23s] 80% |████████████████████████ | (118213/146578, 198 it/s) [10m33s:2m23s] 80% |████████████████████████ | (118227/146578, 200 it/s) [10m33s:2m21s] 80% |████████████████████████ | (118242/146578, 200 it/s) [10m33s:2m21s] 80% |████████████████████████ | (118258/146578, 200 it/s) [10m33s:2m21s] 80% |████████████████████████ | (118274/146578, 200 it/s) [10m33s:2m21s] 80% |████████████████████████ | (118291/146578, 200 it/s) [10m33s:2m21s] 80% |████████████████████████ | (118306/146578, 200 it/s) [10m33s:2m21s] 80% |████████████████████████ | (118323/146578, 200 it/s) [10m34s:2m21s] 80% 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it/s) [10m34s:2m15s] 80% |████████████████████████ | (118550/146578, 207 it/s) [10m35s:2m15s] 80% |████████████████████████ | (118567/146578, 207 it/s) [10m35s:2m15s] 80% |████████████████████████ | (118583/146578, 211 it/s) [10m35s:2m12s] 80% |████████████████████████ | (118600/146578, 211 it/s) [10m35s:2m12s] 80% |████████████████████████ | (118617/146578, 211 it/s) [10m35s:2m12s] 80% |████████████████████████ | (118633/146578, 211 it/s) [10m35s:2m12s] 80% |████████████████████████ | (118649/146578, 211 it/s) [10m35s:2m12s] 80% |████████████████████████ | (118666/146578, 211 it/s) [10m35s:2m12s] 80% |████████████████████████ | (118680/146578, 211 it/s) [10m35s:2m12s] 80% |████████████████████████ | (118696/146578, 215 it/s) [10m35s:2m9s] 80% |████████████████████████ | (118712/146578, 215 it/s) [10m35s:2m9s] 80% |████████████████████████ | (118728/146578, 215 it/s) [10m35s:2m9s] 81% |█████████████████████████ | (118743/146578, 215 it/s) [10m35s:2m9s] 81% |█████████████████████████ | (118759/146578, 215 it/s) [10m35s:2m9s] 81% |█████████████████████████ | (118774/146578, 215 it/s) [10m36s:2m9s] 81% |█████████████████████████ | (118788/146578, 215 it/s) [10m36s:2m9s] 81% |█████████████████████████ | (118802/146578, 215 it/s) [10m36s:2m9s] 81% |█████████████████████████ | (118816/146578, 217 it/s) [10m36s:2m7s] 81% |█████████████████████████ | (118832/146578, 217 it/s) [10m36s:2m7s] 81% |█████████████████████████ | (118848/146578, 217 it/s) [10m36s:2m7s] 81% |█████████████████████████ | (118865/146578, 217 it/s) [10m36s:2m7s] 81% |█████████████████████████ | (118881/146578, 217 it/s) [10m36s:2m7s] 81% |█████████████████████████ | (118896/146578, 217 it/s) [10m36s:2m7s] 81% |█████████████████████████ | (118912/146578, 217 it/s) [10m36s:2m7s] 81% |█████████████████████████ | (118926/146578, 223 it/s) [10m36s:2m4s] 81% |█████████████████████████ | (118940/146578, 223 it/s) [10m36s:2m4s] 81% |█████████████████████████ | (118952/146578, 223 it/s) [10m36s:2m4s] 81% 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[12m26s:15s] 97% |███████████████████████████████ | (143475/146578, 207 it/s) [12m26s:14s] 97% |███████████████████████████████ | (143489/146578, 207 it/s) [12m26s:14s] 97% |███████████████████████████████ | (143503/146578, 207 it/s) [12m26s:14s] 97% |███████████████████████████████ | (143518/146578, 207 it/s) [12m26s:14s] 97% |███████████████████████████████ | (143533/146578, 207 it/s) [12m26s:14s] 97% |███████████████████████████████ | (143548/146578, 207 it/s) [12m26s:14s] 97% |███████████████████████████████ | (143563/146578, 207 it/s) [12m26s:14s] 97% |███████████████████████████████ | (143579/146578, 207 it/s) [12m26s:14s] 97% |███████████████████████████████ | (143593/146578, 207 it/s) [12m26s:14s] 97% |███████████████████████████████ | (143607/146578, 210 it/s) [12m26s:14s] 97% |███████████████████████████████ | (143621/146578, 210 it/s) [12m26s:14s] 97% |███████████████████████████████ | (143636/146578, 210 it/s) [12m26s:13s] 98% |███████████████████████████████ | (143650/146578, 210 it/s) [12m26s:13s] 98% |███████████████████████████████ | (143664/146578, 210 it/s) [12m26s:13s] 98% |███████████████████████████████ | (143678/146578, 210 it/s) [12m27s:13s] 98% |███████████████████████████████ | (143691/146578, 210 it/s) [12m27s:13s] 98% |███████████████████████████████ | (143705/146578, 211 it/s) [12m27s:13s] 98% |███████████████████████████████ | (143719/146578, 211 it/s) [12m27s:13s] 98% |███████████████████████████████ | (143732/146578, 211 it/s) [12m27s:13s] 98% |███████████████████████████████ | (143746/146578, 211 it/s) [12m27s:13s] 98% |███████████████████████████████ | (143759/146578, 211 it/s) [12m27s:13s] 98% |███████████████████████████████ | (143773/146578, 211 it/s) [12m27s:13s] 98% |███████████████████████████████ | (143786/146578, 211 it/s) [12m27s:13s] 98% |███████████████████████████████ | (143800/146578, 211 it/s) [12m27s:13s] 98% |███████████████████████████████ | (143814/146578, 211 it/s) [12m27s:13s] 98% 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[12m28s:12s] 98% |███████████████████████████████ | (144008/146578, 211 it/s) [12m28s:12s] 98% |███████████████████████████████ | (144021/146578, 211 it/s) [12m28s:12s] 98% |███████████████████████████████ | (144036/146578, 211 it/s) [12m28s:12s] 98% |███████████████████████████████ | (144050/146578, 211 it/s) [12m28s:11s] 98% |███████████████████████████████ | (144065/146578, 211 it/s) [12m28s:11s] 98% |███████████████████████████████ | (144079/146578, 211 it/s) [12m29s:11s] 98% |███████████████████████████████ | (144093/146578, 211 it/s) [12m29s:11s] 98% |███████████████████████████████ | (144107/146578, 211 it/s) [12m29s:11s] 98% |███████████████████████████████ | (144120/146578, 210 it/s) [12m29s:11s] 98% |███████████████████████████████ | (144133/146578, 210 it/s) [12m29s:11s] 98% |███████████████████████████████ | (144147/146578, 210 it/s) [12m29s:11s] 98% |███████████████████████████████ | (144162/146578, 210 it/s) [12m29s:11s] 98% |███████████████████████████████ | (144176/146578, 210 it/s) [12m29s:11s] 98% |███████████████████████████████ | (144189/146578, 210 it/s) [12m29s:11s] 98% |███████████████████████████████ | (144203/146578, 210 it/s) [12m29s:11s] 98% |███████████████████████████████ | (144217/146578, 208 it/s) [12m29s:11s] 98% |███████████████████████████████ | (144233/146578, 208 it/s) [12m29s:11s] 98% |███████████████████████████████ | (144249/146578, 208 it/s) [12m29s:11s] 98% |███████████████████████████████ | (144266/146578, 208 it/s) [12m29s:11s] 98% |███████████████████████████████ | (144283/146578, 208 it/s) [12m29s:11s] 98% |███████████████████████████████ | (144300/146578, 208 it/s) [12m30s:10s] 98% |███████████████████████████████ | (144318/146578, 208 it/s) [12m30s:10s] 98% |███████████████████████████████ | (144336/146578, 208 it/s) [12m30s:10s] 98% |███████████████████████████████ | (144353/146578, 212 it/s) [12m30s:10s] 98% |███████████████████████████████ | (144371/146578, 212 it/s) [12m30s:10s] 98% 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[12m31s:9s] 98% |████████████████████████████████ | (144609/146578, 222 it/s) [12m31s:8s] 98% |████████████████████████████████ | (144626/146578, 222 it/s) [12m31s:8s] 98% |████████████████████████████████ | (144643/146578, 222 it/s) [12m31s:8s] 98% |████████████████████████████████ | (144658/146578, 222 it/s) [12m31s:8s] 98% |████████████████████████████████ | (144676/146578, 222 it/s) [12m31s:8s] 98% |████████████████████████████████ | (144694/146578, 222 it/s) [12m31s:8s] 98% |████████████████████████████████ | (144711/146578, 222 it/s) [12m31s:8s] 98% |████████████████████████████████ | (144730/146578, 223 it/s) [12m31s:8s] 98% |████████████████████████████████ | (144746/146578, 223 it/s) [12m31s:8s] 98% |████████████████████████████████ | (144762/146578, 223 it/s) [12m31s:8s] 98% |████████████████████████████████ | (144779/146578, 223 it/s) [12m31s:8s] 98% |████████████████████████████████ | (144798/146578, 223 it/s) [12m32s:7s] 98% |████████████████████████████████ | (144816/146578, 223 it/s) [12m32s:7s] 98% |████████████████████████████████ | (144835/146578, 223 it/s) [12m32s:7s] 98% |████████████████████████████████ | (144853/146578, 228 it/s) [12m32s:7s] 98% |████████████████████████████████ | (144870/146578, 228 it/s) [12m32s:7s] 98% |████████████████████████████████ | (144888/146578, 228 it/s) [12m32s:7s] 98% |████████████████████████████████ | (144905/146578, 228 it/s) [12m32s:7s] 98% |████████████████████████████████ | (144922/146578, 228 it/s) [12m32s:7s] 98% |████████████████████████████████ | (144939/146578, 228 it/s) [12m32s:7s] 98% |████████████████████████████████ | (144958/146578, 228 it/s) [12m32s:7s] 98% |████████████████████████████████ | (144975/146578, 228 it/s) [12m32s:7s] 98% |████████████████████████████████ | (144991/146578, 234 it/s) [12m32s:6s] 98% |████████████████████████████████ | (145008/146578, 234 it/s) [12m32s:6s] 98% |████████████████████████████████ | (145025/146578, 234 it/s) [12m32s:6s] 98% 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[12m33s:5s] 99% |████████████████████████████████ | (145258/146578, 244 it/s) [12m33s:5s] 99% |████████████████████████████████ | (145274/146578, 244 it/s) [12m33s:5s] 99% |████████████████████████████████ | (145291/146578, 244 it/s) [12m33s:5s] 99% |████████████████████████████████ | (145307/146578, 244 it/s) [12m34s:5s] 99% |████████████████████████████████ | (145323/146578, 244 it/s) [12m34s:5s] 99% |████████████████████████████████ | (145341/146578, 244 it/s) [12m34s:5s] 99% |████████████████████████████████ | (145358/146578, 244 it/s) [12m34s:5s] 99% |████████████████████████████████ | (145377/146578, 248 it/s) [12m34s:4s] 99% |████████████████████████████████ | (145394/146578, 248 it/s) [12m34s:4s] 99% |████████████████████████████████ | (145410/146578, 248 it/s) [12m34s:4s] 99% |████████████████████████████████ | (145427/146578, 248 it/s) [12m34s:4s] 99% |████████████████████████████████ | (145443/146578, 248 it/s) [12m34s:4s] 99% |████████████████████████████████ | 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[12m36s:2s] 99% |████████████████████████████████ | (145897/146578, 250 it/s) [12m36s:2s] 99% |████████████████████████████████ | (145916/146578, 250 it/s) [12m36s:2s] 99% |████████████████████████████████ | (145933/146578, 250 it/s) [12m36s:2s] 99% |████████████████████████████████ | (145950/146578, 250 it/s) [12m36s:2s] 99% |████████████████████████████████ | (145968/146578, 250 it/s) [12m36s:2s] 99% |████████████████████████████████ | (145980/146578, 250 it/s) [12m36s:2s] 99% |████████████████████████████████ | (145998/146578, 251 it/s) [12m36s:2s] 99% |████████████████████████████████ | (146016/146578, 251 it/s) [12m36s:2s] 99% |████████████████████████████████ | (146034/146578, 251 it/s) [12m36s:2s] 99% |████████████████████████████████ | (146051/146578, 251 it/s) [12m36s:2s] 99% |████████████████████████████████ | (146067/146578, 251 it/s) [12m37s:2s] 99% |████████████████████████████████ | (146084/146578, 251 it/s) [12m37s:1s] 99% |████████████████████████████████ | (146101/146578, 251 it/s) [12m37s:1s] 99% |████████████████████████████████ | (146118/146578, 251 it/s) [12m37s:1s] 99% |████████████████████████████████ | (146137/146578, 251 it/s) [12m37s:1s] 99% |████████████████████████████████ | (146156/146578, 251 it/s) [12m37s:1s] 99% |████████████████████████████████ | (146174/146578, 251 it/s) [12m37s:1s] 99% |████████████████████████████████ | (146191/146578, 251 it/s) [12m37s:1s] 99% |████████████████████████████████ | (146208/146578, 251 it/s) [12m37s:1s] 99% |████████████████████████████████ | (146225/146578, 251 it/s) [12m37s:1s] 99% |████████████████████████████████ | (146242/146578, 251 it/s) [12m37s:1s] 99% |████████████████████████████████ | (146258/146578, 251 it/s) [12m37s:1s] 99% |████████████████████████████████ | (146276/146578, 251 it/s) [12m37s:1s] 99% |████████████████████████████████ | (146294/146578, 251 it/s) [12m37s:1s] 99% |████████████████████████████████ | (146311/146578, 251 it/s) [12m37s:1s] 99% |████████████████████████████████ | (146329/146578, 251 it/s) [12m38s:0s] 99% |████████████████████████████████ | (146347/146578, 251 it/s) [12m38s:0s] 99% |████████████████████████████████ | (146363/146578, 251 it/s) [12m38s:0s] 99% |████████████████████████████████ | (146378/146578, 251 it/s) [12m38s:0s] 99% |████████████████████████████████ | (146394/146578, 251 it/s) [12m38s:0s] 99% |████████████████████████████████ | (146412/146578, 251 it/s) [12m38s:0s] 99% |████████████████████████████████ | (146430/146578, 251 it/s) [12m38s:0s] 99% |████████████████████████████████ | (146448/146578, 251 it/s) [12m38s:0s] 99% |████████████████████████████████ | (146465/146578, 251 it/s) [12m38s:0s] 99% |████████████████████████████████ | (146483/146578, 251 it/s) [12m38s:0s] 99% |████████████████████████████████ | (146501/146578, 251 it/s) [12m38s:0s] 99% |████████████████████████████████ | (146520/146578, 253 it/s) [12m38s:0s] 99% |████████████████████████████████ | (146537/146578, 253 it/s) [12m38s:0s] 99% |████████████████████████████████ | (146555/146578, 253 it/s) [12m38s:0s] 99% |████████████████████████████████ | (146573/146578, 253 it/s) [12m38s:0s] 100% |█████████████████████████████████| (146578/146578, 193 it/s) 2026-06-30 03:56:45 [INFO] Delaminator took 27m46.377688976s