+ /app/bin/delaminator -v --result /working/result.json /working/66c38f40-7ebc-4d0d-8bbd-472143cebbc3 2026-08-09 23:11:43 [INFO] Delaminator 1.0.6 2026-08-09 23:11:43 [INFO] Delaminating... 0% | | ( 0 B/117 GB) [0s:0s] 0% | | (4.8 MB/117 GB, 49 MB/s) [0s:40m10s] 0% | | (10 MB/117 GB, 61 MB/s) [0s:31m50s] 0% | | (15 MB/117 GB, 61 MB/s) [0s:31m52s] 0% | | (19 MB/117 GB, 59 MB/s) [0s:33m4s] 0% | | (22 MB/117 GB, 53 MB/s) [0s:37m0s] 0% | | (26 MB/117 GB, 55 MB/s) [0s:35m12s] 0% | | (34 MB/117 GB, 62 MB/s) [0s:31m23s] 0% | | (43 MB/117 GB, 62 MB/s) [0s:31m23s] 0% | | (50 MB/117 GB, 62 MB/s) [0s:31m23s] 0% | | (57 MB/117 GB, 62 MB/s) [0s:31m22s] 0% | | (66 MB/117 GB, 62 MB/s) [0s:31m22s] 0% | | (74 MB/117 GB, 62 MB/s) [0s:31m22s] 0% | | (82 MB/117 GB, 62 MB/s) [0s:31m22s] 0% | | (97 MB/117 GB, 93 MB/s) [1s:20m53s] 0% | | (105 MB/117 GB, 93 MB/s) [1s:20m53s] 0% | | (122 MB/117 GB, 93 MB/s) [1s:20m53s] 0% | | (137 MB/117 GB, 93 MB/s) [1s:20m53s] 0% | | (149 MB/117 GB, 93 MB/s) [1s:20m53s] 0% | | (164 MB/117 GB, 93 MB/s) [1s:20m52s] 0% | | (178 MB/117 GB, 93 MB/s) [1s:20m52s] 0% | | (196 MB/117 GB, 93 MB/s) [1s:20m52s] 0% | | (212 MB/117 GB, 134 MB/s) [1s:14m35s] 0% | | (225 MB/117 GB, 134 MB/s) [1s:14m35s] 0% | | (244 MB/117 GB, 134 MB/s) [1s:14m35s] 0% | | (262 MB/117 GB, 134 MB/s) [1s:14m35s] 0% | | (282 MB/117 GB, 134 MB/s) [1s:14m34s] 0% | | (300 MB/117 GB, 134 MB/s) [1s:14m34s] 0% | | (319 MB/117 GB, 134 MB/s) [1s:14m34s] 0% | | (337 MB/117 GB, 166 MB/s) [2s:11m44s] 0% | | (355 MB/117 GB, 166 MB/s) [2s:11m44s] 0% | | (374 MB/117 GB, 166 MB/s) [2s:11m44s] 0% | | (392 MB/117 GB, 166 MB/s) [2s:11m44s] 0% | | (411 MB/117 GB, 166 MB/s) [2s:11m44s] 0% | | (430 MB/117 GB, 166 MB/s) [2s:11m44s] 0% | | (448 MB/117 GB, 166 MB/s) [2s:11m44s] 0% | | (466 MB/117 GB, 166 MB/s) [2s:11m44s] 0% | | (485 MB/117 GB, 188 MB/s) [2s:10m21s] 0% | | (502 MB/117 GB, 188 MB/s) [2s:10m20s] 0% | | (520 MB/117 GB, 188 MB/s) [2s:10m20s] 0% | | (538 MB/117 GB, 188 MB/s) [2s:10m20s] 0% | | (556 MB/117 GB, 188 MB/s) [2s:10m20s] 0% | | (574 MB/117 GB, 188 MB/s) [2s:10m20s] 0% | | (593 MB/117 GB, 188 MB/s) [2s:10m20s] 0% | | (610 MB/117 GB, 202 MB/s) [3s:9m38s] 0% | | (629 MB/117 GB, 202 MB/s) [3s:9m37s] 0% | | (648 MB/117 GB, 202 MB/s) [3s:9m37s] 0% | | (666 MB/117 GB, 202 MB/s) [3s:9m37s] 0% | | (685 MB/117 GB, 202 MB/s) [3s:9m37s] 0% | | (704 MB/117 GB, 202 MB/s) [3s:9m37s] 0% | | (722 MB/117 GB, 202 MB/s) [3s:9m37s] 0% | | (740 MB/117 GB, 202 MB/s) [3s:9m37s] 0% | | (759 MB/117 GB, 212 MB/s) [3s:9m7s] 0% | | (777 MB/117 GB, 212 MB/s) [3s:9m7s] 0% | | (795 MB/117 GB, 212 MB/s) [3s:9m7s] 0% | | (812 MB/117 GB, 212 MB/s) [3s:9m7s] 0% | | (832 MB/117 GB, 212 MB/s) [3s:9m6s] 0% | | (850 MB/117 GB, 212 MB/s) [3s:9m6s] 0% | | (868 MB/117 GB, 212 MB/s) [3s:9m6s] 0% | | (887 MB/117 GB, 220 MB/s) [4s:8m47s] 0% | | (905 MB/117 GB, 220 MB/s) [4s:8m47s] 0% | | (923 MB/117 GB, 220 MB/s) [4s:8m47s] 0% | | (942 MB/117 GB, 220 MB/s) [4s:8m47s] 0% | | (959 MB/117 GB, 220 MB/s) [4s:8m47s] 0% | | (978 MB/117 GB, 220 MB/s) [4s:8m47s] 0% | | (996 MB/117 GB, 220 MB/s) [4s:8m47s] 0% | | (1.0/117 GB, 220 MB/s) [4s:8m47s] 0% | | (1.0/117 GB, 226 MB/s) [4s:8m32s] 0% | | (1.1/117 GB, 226 MB/s) [4s:8m32s] 0% | | (1.1/117 GB, 226 MB/s) [4s:8m32s] 0% | | (1.1/117 GB, 226 MB/s) [4s:8m32s] 0% | | (1.1/117 GB, 226 MB/s) [4s:8m32s] 0% | | (1.1/117 GB, 226 MB/s) [4s:8m32s] 0% | | (1.1/117 GB, 226 MB/s) [4s:8m32s] 0% | | (1.2/117 GB, 232 MB/s) [5s:8m19s] 1% | | (1.2/117 GB, 232 MB/s) [5s:8m19s] 1% | | (1.2/117 GB, 232 MB/s) [5s:8m19s] 1% | | (1.2/117 GB, 232 MB/s) [5s:8m19s] 1% | | (1.2/117 GB, 232 MB/s) [5s:8m19s] 1% | | (1.3/117 GB, 232 MB/s) [5s:8m19s] 1% | | (1.3/117 GB, 232 MB/s) [5s:8m19s] 1% | | (1.3/117 GB, 232 MB/s) [5s:8m18s] 1% | | (1.3/117 GB, 253 MB/s) [5s:7m38s] 1% | | (1.3/117 GB, 253 MB/s) [5s:7m38s] 1% | | (1.3/117 GB, 253 MB/s) [5s:7m38s] 1% | | (1.4/117 GB, 253 MB/s) [5s:7m38s] 1% | | (1.4/117 GB, 253 MB/s) [5s:7m38s] 1% | | (1.4/117 GB, 253 MB/s) [5s:7m37s] 1% | | (1.4/117 GB, 253 MB/s) [5s:7m37s] 1% | | (1.4/117 GB, 267 MB/s) [6s:7m12s] 1% | | (1.5/117 GB, 267 MB/s) [6s:7m12s] 1% | | (1.5/117 GB, 267 MB/s) [6s:7m12s] 1% | | (1.5/117 GB, 267 MB/s) [6s:7m12s] 1% | | (1.5/117 GB, 267 MB/s) [6s:7m12s] 1% | | (1.5/117 GB, 267 MB/s) [6s:7m12s] 1% | | (1.5/117 GB, 267 MB/s) [6s:7m12s] 1% | | (1.6/117 GB, 267 MB/s) [6s:7m12s] 1% | | (1.6/117 GB, 274 MB/s) [6s:7m2s] 1% | | (1.6/117 GB, 274 MB/s) [6s:7m2s] 1% | | (1.6/117 GB, 274 MB/s) [6s:7m2s] 1% | | (1.6/117 GB, 274 MB/s) [6s:7m1s] 1% | | (1.7/117 GB, 274 MB/s) [6s:7m1s] 1% | | (1.7/117 GB, 274 MB/s) [6s:7m1s] 1% | | (1.7/117 GB, 274 MB/s) [6s:7m1s] 1% | | (1.7/117 GB, 274 MB/s) [7s:7m0s] 1% | | (1.7/117 GB, 274 MB/s) [7s:7m0s] 1% | | (1.7/117 GB, 274 MB/s) [7s:7m0s] 1% | | (1.8/117 GB, 274 MB/s) [7s:7m0s] 1% | | (1.8/117 GB, 274 MB/s) [7s:7m0s] 1% | | (1.8/117 GB, 274 MB/s) [7s:7m0s] 1% | | (1.8/117 GB, 274 MB/s) [7s:7m0s] 1% | | (1.8/117 GB, 274 MB/s) [7s:7m0s] 1% | | (1.9/117 GB, 274 MB/s) [7s:7m0s] 1% | | (1.9/117 GB, 274 MB/s) [7s:7m0s] 1% | | (1.9/117 GB, 274 MB/s) [7s:7m0s] 1% | | (1.9/117 GB, 274 MB/s) [7s:7m0s] 1% | | (1.9/117 GB, 274 MB/s) [7s:7m0s] 1% | | (1.9/117 GB, 274 MB/s) [7s:7m0s] 1% | | (2.0/117 GB, 274 MB/s) [7s:7m0s] 1% | | (2.0/117 GB, 274 MB/s) [8s:7m0s] 1% | | (2.0/117 GB, 274 MB/s) [8s:6m59s] 1% | | (2.0/117 GB, 274 MB/s) [8s:6m59s] 1% | | (2.0/117 GB, 274 MB/s) [8s:6m59s] 1% | | (2.1/117 GB, 274 MB/s) [8s:6m59s] 1% | | (2.1/117 GB, 274 MB/s) [8s:6m59s] 1% | | (2.1/117 GB, 274 MB/s) [8s:6m59s] 1% | | (2.1/117 GB, 274 MB/s) [8s:6m59s] 1% | | (2.1/117 GB, 274 MB/s) [8s:6m59s] 1% | | (2.1/117 GB, 274 MB/s) [8s:6m59s] 1% | | (2.2/117 GB, 274 MB/s) [8s:6m59s] 1% | | (2.2/117 GB, 274 MB/s) [8s:6m59s] 1% | | (2.2/117 GB, 274 MB/s) [8s:6m59s] 1% | | (2.2/117 GB, 274 MB/s) [8s:6m58s] 1% | | (2.2/117 GB, 274 MB/s) [8s:6m58s] 1% | | (2.3/117 GB, 274 MB/s) [9s:6m58s] 1% | | (2.3/117 GB, 275 MB/s) [9s:6m57s] 1% | | (2.3/117 GB, 275 MB/s) [9s:6m57s] 1% | | (2.3/117 GB, 275 MB/s) [9s:6m57s] 1% | | (2.3/117 GB, 275 MB/s) [9s:6m57s] 2% | | (2.3/117 GB, 275 MB/s) [9s:6m57s] 2% | | (2.4/117 GB, 275 MB/s) [9s:6m57s] 2% | | (2.4/117 GB, 275 MB/s) [9s:6m57s] 2% | | (2.4/117 GB, 274 MB/s) [9s:6m58s] 2% | | (2.4/117 GB, 274 MB/s) [9s:6m58s] 2% | | (2.4/117 GB, 274 MB/s) [9s:6m58s] 2% | | (2.5/117 GB, 274 MB/s) [9s:6m58s] 2% | | (2.5/117 GB, 274 MB/s) [9s:6m58s] 2% | | (2.5/117 GB, 274 MB/s) [9s:6m58s] 2% | | (2.5/117 GB, 274 MB/s) [9s:6m58s] 2% | | (2.5/117 GB, 274 MB/s) [10s:6m58s] 2% | | (2.5/117 GB, 272 MB/s) [10s:7m1s] 2% | | (2.6/117 GB, 272 MB/s) [10s:7m1s] 2% | | (2.6/117 GB, 272 MB/s) [10s:7m0s] 2% | | (2.6/117 GB, 272 MB/s) [10s:7m0s] 2% | | (2.6/117 GB, 272 MB/s) [10s:7m0s] 2% | | (2.6/117 GB, 272 MB/s) [10s:7m0s] 2% | | (2.7/117 GB, 272 MB/s) [10s:7m0s] 2% | | (2.7/117 GB, 271 MB/s) [10s:7m2s] 2% | | (2.7/117 GB, 271 MB/s) [10s:7m2s] 2% | | (2.7/117 GB, 271 MB/s) [10s:7m2s] 2% | | (2.7/117 GB, 271 MB/s) [10s:7m2s] 2% | | (2.7/117 GB, 271 MB/s) [10s:7m2s] 2% | | (2.8/117 GB, 271 MB/s) [10s:7m2s] 2% | | (2.8/117 GB, 271 MB/s) [10s:7m2s] 2% | | (2.8/117 GB, 271 MB/s) [11s:7m1s] 2% | | (2.8/117 GB, 271 MB/s) [11s:7m1s] 2% | | (2.8/117 GB, 271 MB/s) [11s:7m1s] 2% | | (2.9/117 GB, 271 MB/s) [11s:7m1s] 2% | | (2.9/117 GB, 271 MB/s) [11s:7m1s] 2% | | (2.9/117 GB, 271 MB/s) [11s:7m1s] 2% | | (2.9/117 GB, 271 MB/s) [11s:7m1s] 2% | | (2.9/117 GB, 271 MB/s) [11s:7m1s] 2% | | (2.9/117 GB, 271 MB/s) [11s:7m1s] 2% | | (3.0/117 GB, 271 MB/s) [11s:7m1s] 2% | | (3.0/117 GB, 271 MB/s) [11s:7m1s] 2% | | (3.0/117 GB, 271 MB/s) [11s:7m1s] 2% | | (3.0/117 GB, 271 MB/s) [11s:7m1s] 2% | | (3.0/117 GB, 271 MB/s) [11s:7m1s] 2% | | (3.1/117 GB, 271 MB/s) [11s:7m1s] 2% | | (3.1/117 GB, 272 MB/s) [12s:6m58s] 2% | | (3.1/117 GB, 272 MB/s) [12s:6m58s] 2% | | (3.1/117 GB, 272 MB/s) [12s:6m58s] 2% | | (3.1/117 GB, 272 MB/s) [12s:6m58s] 2% | | (3.2/117 GB, 272 MB/s) [12s:6m58s] 2% | | (3.2/117 GB, 272 MB/s) [12s:6m58s] 2% | | (3.2/117 GB, 272 MB/s) [12s:6m58s] 2% | | (3.2/117 GB, 272 MB/s) [12s:6m58s] 2% | | (3.2/117 GB, 274 MB/s) [12s:6m55s] 2% | | (3.3/117 GB, 274 MB/s) [12s:6m55s] 2% | | (3.3/117 GB, 274 MB/s) [12s:6m55s] 2% | | (3.3/117 GB, 274 MB/s) [12s:6m55s] 2% | | (3.3/117 GB, 274 MB/s) [12s:6m55s] 2% | | (3.3/117 GB, 274 MB/s) [12s:6m55s] 2% | | (3.3/117 GB, 274 MB/s) [12s:6m55s] 2% | | (3.4/117 GB, 274 MB/s) [13s:6m54s] 2% | | (3.4/117 GB, 274 MB/s) [13s:6m54s] 2% | | (3.4/117 GB, 274 MB/s) [13s:6m54s] 2% | | (3.4/117 GB, 274 MB/s) [13s:6m54s] 2% | | (3.4/117 GB, 274 MB/s) [13s:6m53s] 2% | | (3.5/117 GB, 274 MB/s) [13s:6m53s] 2% | | (3.5/117 GB, 274 MB/s) [13s:6m53s] 2% | | (3.5/117 GB, 274 MB/s) [13s:6m53s] 3% |█ | (3.5/117 GB, 276 MB/s) [13s:6m51s] 3% |█ | (3.5/117 GB, 276 MB/s) [13s:6m51s] 3% |█ | (3.6/117 GB, 276 MB/s) [13s:6m51s] 3% |█ | (3.6/117 GB, 276 MB/s) [13s:6m51s] 3% |█ | (3.6/117 GB, 276 MB/s) [13s:6m51s] 3% |█ | (3.6/117 GB, 276 MB/s) [13s:6m51s] 3% |█ | (3.6/117 GB, 276 MB/s) [13s:6m51s] 3% |█ | (3.6/117 GB, 276 MB/s) [14s:6m51s] 3% |█ | (3.7/117 GB, 275 MB/s) [14s:6m52s] 3% |█ | (3.7/117 GB, 275 MB/s) [14s:6m52s] 3% |█ | (3.7/117 GB, 275 MB/s) [14s:6m52s] 3% |█ | (3.7/117 GB, 275 MB/s) [14s:6m52s] 3% |█ | (3.7/117 GB, 275 MB/s) [14s:6m52s] 3% |█ | (3.8/117 GB, 275 MB/s) [14s:6m52s] 3% |█ | (3.8/117 GB, 270 MB/s) [14s:7m0s] 3% |█ | (3.8/117 GB, 270 MB/s) [14s:7m0s] 3% |█ | (3.8/117 GB, 270 MB/s) [14s:7m0s] 3% |█ | (3.8/117 GB, 270 MB/s) [14s:7m0s] 3% |█ | (3.8/117 GB, 270 MB/s) [14s:6m59s] 3% |█ | (3.8/117 GB, 270 MB/s) [14s:6m59s] 3% |█ | (3.9/117 GB, 270 MB/s) [15s:6m59s] 3% |█ | (3.9/117 GB, 270 MB/s) [15s:6m59s] 3% |█ | (3.9/117 GB, 267 MB/s) [15s:7m3s] 3% |█ | (3.9/117 GB, 267 MB/s) [15s:7m3s] 3% |█ | (3.9/117 GB, 267 MB/s) [15s:7m3s] 3% |█ | (3.9/117 GB, 267 MB/s) [15s:7m3s] 3% |█ | (4.0/117 GB, 267 MB/s) [15s:7m3s] 3% |█ | (4.0/117 GB, 267 MB/s) [15s:7m3s] 3% |█ | (4.0/117 GB, 263 MB/s) [15s:7m10s] 3% |█ | (4.0/117 GB, 263 MB/s) [15s:7m10s] 3% |█ | (4.0/117 GB, 263 MB/s) [15s:7m10s] 3% |█ | (4.0/117 GB, 263 MB/s) [15s:7m10s] 3% |█ | (4.1/117 GB, 263 MB/s) [15s:7m10s] 3% |█ | (4.1/117 GB, 263 MB/s) [16s:7m10s] 3% |█ | (4.1/117 GB, 263 MB/s) [16s:7m10s] 3% |█ | (4.1/117 GB, 256 MB/s) [16s:7m21s] 3% |█ | (4.1/117 GB, 256 MB/s) [16s:7m21s] 3% |█ | (4.1/117 GB, 256 MB/s) [16s:7m21s] 3% |█ | (4.1/117 GB, 256 MB/s) [16s:7m21s] 3% |█ | (4.1/117 GB, 256 MB/s) [16s:7m21s] 3% |█ | (4.1/117 GB, 235 MB/s) [16s:8m0s] 3% |█ | (4.2/117 GB, 235 MB/s) [16s:8m0s] 3% |█ | (4.2/117 GB, 235 MB/s) [16s:8m0s] 3% |█ | (4.2/117 GB, 235 MB/s) [17s:8m0s] 3% |█ | (4.2/117 GB, 235 MB/s) [17s:8m0s] 3% |█ | (4.2/117 GB, 215 MB/s) [17s:8m46s] 3% |█ | (4.2/117 GB, 215 MB/s) [17s:8m46s] 3% |█ | (4.2/117 GB, 215 MB/s) [17s:8m46s] 3% |█ | (4.2/117 GB, 215 MB/s) [17s:8m46s] 3% |█ | (4.2/117 GB, 215 MB/s) [17s:8m45s] 3% |█ | (4.2/117 GB, 193 MB/s) [17s:9m45s] 3% |█ | (4.2/117 GB, 193 MB/s) [17s:9m45s] 3% |█ | (4.3/117 GB, 193 MB/s) [18s:9m45s] 3% |█ | (4.3/117 GB, 193 MB/s) [18s:9m45s] 3% |█ | (4.3/117 GB, 193 MB/s) [18s:9m45s] 3% |█ | (4.3/117 GB, 193 MB/s) [18s:9m45s] 3% |█ | (4.3/117 GB, 179 MB/s) [18s:10m29s] 3% |█ | (4.3/117 GB, 179 MB/s) [18s:10m29s] 3% |█ | (4.3/117 GB, 179 MB/s) [18s:10m29s] 3% |█ | (4.3/117 GB, 179 MB/s) [18s:10m29s] 3% |█ | (4.4/117 GB, 179 MB/s) [18s:10m28s] 3% |█ | (4.4/117 GB, 166 MB/s) [18s:11m19s] 3% |█ | (4.4/117 GB, 166 MB/s) [18s:11m19s] 3% |█ | (4.4/117 GB, 166 MB/s) [18s:11m19s] 3% |█ | (4.4/117 GB, 166 MB/s) [19s:11m19s] 3% |█ | (4.4/117 GB, 166 MB/s) [19s:11m19s] 3% |█ | (4.5/117 GB, 166 MB/s) [19s:11m19s] 3% |█ | (4.5/117 GB, 156 MB/s) [19s:11m59s] 3% |█ | (4.5/117 GB, 156 MB/s) [19s:11m59s] 3% |█ | (4.5/117 GB, 156 MB/s) [19s:11m59s] 3% |█ | (4.5/117 GB, 156 MB/s) [19s:11m59s] 3% |█ | (4.5/117 GB, 156 MB/s) [19s:11m59s] 3% |█ | (4.5/117 GB, 156 MB/s) [19s:11m59s] 3% |█ | (4.6/117 GB, 151 MB/s) [19s:12m24s] 3% |█ | (4.6/117 GB, 151 MB/s) [19s:12m24s] 3% |█ | (4.6/117 GB, 151 MB/s) [20s:12m24s] 3% |█ | (4.6/117 GB, 151 MB/s) [20s:12m24s] 3% |█ | (4.6/117 GB, 151 MB/s) [20s:12m24s] 3% |█ | (4.6/117 GB, 151 MB/s) [20s:12m24s] 3% |█ | (4.6/117 GB, 142 MB/s) [20s:13m14s] 3% |█ | (4.7/117 GB, 142 MB/s) [20s:13m14s] 3% |█ | (4.7/117 GB, 142 MB/s) [20s:13m14s] 4% |█ | (4.7/117 GB, 142 MB/s) [20s:13m14s] 4% |█ | (4.7/117 GB, 142 MB/s) [20s:13m13s] 4% |█ | (4.7/117 GB, 142 MB/s) [20s:13m13s] 4% |█ | (4.7/117 GB, 142 MB/s) [20s:13m13s] 4% |█ | (4.8/117 GB, 139 MB/s) [21s:13m29s] 4% |█ | (4.8/117 GB, 139 MB/s) [21s:13m28s] 4% |█ | (4.8/117 GB, 139 MB/s) [21s:13m28s] 4% |█ | (4.8/117 GB, 139 MB/s) [21s:13m28s] 4% |█ | (4.8/117 GB, 139 MB/s) [21s:13m28s] 4% |█ | (4.8/117 GB, 139 MB/s) [21s:13m28s] 4% |█ | (4.9/117 GB, 139 MB/s) [21s:13m28s] 4% |█ | (4.9/117 GB, 138 MB/s) [21s:13m31s] 4% |█ | (4.9/117 GB, 138 MB/s) [21s:13m31s] 4% |█ | (4.9/117 GB, 138 MB/s) [21s:13m30s] 4% |█ | (4.9/117 GB, 138 MB/s) [21s:13m30s] 4% |█ | (4.9/117 GB, 138 MB/s) [22s:13m30s] 4% |█ | (4.9/117 GB, 139 MB/s) [22s:13m28s] 4% |█ | (4.9/117 GB, 139 MB/s) [22s:13m28s] 4% |█ | (4.9/117 GB, 139 MB/s) [22s:13m28s] 4% |█ | (4.9/117 GB, 139 MB/s) [22s:13m28s] 4% |█ | (4.9/117 GB, 139 MB/s) [22s:13m28s] 4% |█ | (4.9/117 GB, 140 MB/s) [22s:13m23s] 4% |█ | (5.0/117 GB, 140 MB/s) [22s:13m23s] 4% |█ | (5.0/117 GB, 140 MB/s) [22s:13m23s] 4% |█ | (5.0/117 GB, 140 MB/s) [23s:13m23s] 4% |█ | (5.0/117 GB, 140 MB/s) [23s:13m23s] 4% |█ | (5.0/117 GB, 140 MB/s) [23s:13m19s] 4% |█ | (5.0/117 GB, 140 MB/s) [23s:13m19s] 4% |█ | (5.0/117 GB, 140 MB/s) [23s:13m19s] 4% |█ | (5.0/117 GB, 140 MB/s) [23s:13m19s] 4% |█ | (5.0/117 GB, 140 MB/s) [23s:13m19s] 4% |█ | (5.0/117 GB, 134 MB/s) [23s:13m57s] 4% |█ | (5.0/117 GB, 134 MB/s) [23s:13m57s] 4% |█ | (5.0/117 GB, 134 MB/s) [23s:13m57s] 4% |█ | (5.1/117 GB, 134 MB/s) [24s:13m57s] 4% |█ | (5.1/117 GB, 134 MB/s) [24s:13m57s] 4% |█ | (5.1/117 GB, 126 MB/s) [24s:14m45s] 4% |█ | (5.1/117 GB, 126 MB/s) [24s:14m45s] 4% |█ | (5.1/117 GB, 126 MB/s) [24s:14m45s] 4% |█ | (5.1/117 GB, 126 MB/s) [24s:14m45s] 4% |█ | (5.1/117 GB, 126 MB/s) [24s:14m45s] 4% |█ | (5.1/117 GB, 116 MB/s) [24s:16m2s] 4% |█ | (5.1/117 GB, 116 MB/s) [24s:16m2s] 4% |█ | (5.1/117 GB, 116 MB/s) [25s:16m2s] 4% |█ | (5.1/117 GB, 116 MB/s) [25s:16m2s] 4% |█ | (5.2/117 GB, 116 MB/s) [25s:16m2s] 4% |█ | (5.2/117 GB, 116 MB/s) [25s:16m2s] 4% |█ | (5.2/117 GB, 113 MB/s) [25s:16m26s] 4% |█ | (5.2/117 GB, 113 MB/s) [25s:16m26s] 4% |█ | (5.2/117 GB, 113 MB/s) [25s:16m26s] 4% |█ | (5.2/117 GB, 113 MB/s) [25s:16m26s] 4% |█ | (5.2/117 GB, 113 MB/s) [25s:16m26s] 4% |█ | (5.2/117 GB, 113 MB/s) [25s:16m26s] 4% |█ | (5.3/117 GB, 113 MB/s) [26s:16m30s] 4% |█ | (5.3/117 GB, 113 MB/s) [26s:16m29s] 4% |█ | (5.3/117 GB, 113 MB/s) [26s:16m29s] 4% |█ | (5.3/117 GB, 113 MB/s) [26s:16m29s] 4% |█ | (5.3/117 GB, 113 MB/s) [26s:16m29s] 4% |█ | (5.3/117 GB, 110 MB/s) [26s:16m55s] 4% |█ | (5.3/117 GB, 110 MB/s) [26s:16m55s] 4% |█ | (5.4/117 GB, 110 MB/s) [26s:16m54s] 4% |█ | (5.4/117 GB, 110 MB/s) [26s:16m54s] 4% |█ | (5.4/117 GB, 100 MB/s) [26s:18m43s] 4% |█ | (5.4/117 GB, 100 MB/s) [27s:18m42s] 4% |█ | (5.4/117 GB, 100 MB/s) [27s:18m42s] 4% |█ | (5.4/117 GB, 100 MB/s) [27s:18m42s] 4% |█ | (5.4/117 GB, 100 MB/s) [27s:18m42s] 4% |█ | (5.4/117 GB, 101 MB/s) [27s:18m28s] 4% |█ | (5.4/117 GB, 101 MB/s) [27s:18m28s] 4% |█ | (5.4/117 GB, 101 MB/s) [27s:18m28s] 4% |█ | (5.4/117 GB, 101 MB/s) [27s:18m28s] 4% |█ | (5.5/117 GB, 101 MB/s) [27s:18m28s] 4% |█ | (5.5/117 GB, 101 MB/s) [27s:18m28s] 4% |█ | (5.5/117 GB, 103 MB/s) [28s:18m2s] 4% |█ | (5.5/117 GB, 103 MB/s) [28s:18m2s] 4% |█ | (5.5/117 GB, 103 MB/s) [28s:18m2s] 4% |█ | (5.5/117 GB, 103 MB/s) [28s:18m2s] 4% |█ | (5.5/117 GB, 103 MB/s) [28s:18m2s] 4% |█ | (5.6/117 GB, 103 MB/s) [28s:18m1s] 4% |█ | (5.6/117 GB, 114 MB/s) [28s:16m19s] 4% |█ | (5.6/117 GB, 114 MB/s) [28s:16m19s] 4% |█ | (5.6/117 GB, 114 MB/s) [28s:16m19s] 4% |█ | (5.6/117 GB, 114 MB/s) [28s:16m18s] 4% |█ | (5.6/117 GB, 114 MB/s) [28s:16m18s] 4% |█ | (5.7/117 GB, 114 MB/s) [28s:16m18s] 4% |█ | (5.7/117 GB, 124 MB/s) [28s:15m1s] 4% |█ | (5.7/117 GB, 124 MB/s) [29s:15m1s] 4% |█ | (5.7/117 GB, 124 MB/s) [29s:15m1s] 4% |█ | (5.7/117 GB, 124 MB/s) [29s:15m1s] 4% |█ | (5.7/117 GB, 124 MB/s) [29s:15m1s] 4% |█ | (5.7/117 GB, 124 MB/s) [29s:15m1s] 4% |█ | (5.7/117 GB, 129 MB/s) [29s:14m20s] 4% |█ | (5.7/117 GB, 129 MB/s) [29s:14m20s] 4% |█ | (5.8/117 GB, 129 MB/s) [29s:14m20s] 4% |█ | (5.8/117 GB, 129 MB/s) [29s:14m20s] 4% |█ | (5.8/117 GB, 129 MB/s) [29s:14m20s] 4% |█ | (5.8/117 GB, 129 MB/s) [29s:14m19s] 4% |█ | (5.8/117 GB, 136 MB/s) [30s:13m38s] 4% |█ | (5.8/117 GB, 136 MB/s) [30s:13m38s] 4% |█ | (5.8/117 GB, 136 MB/s) [30s:13m38s] 4% |█ | (5.8/117 GB, 136 MB/s) [30s:13m38s] 5% |█ | (5.9/117 GB, 136 MB/s) [30s:13m38s] 5% |█ | (5.9/117 GB, 134 MB/s) [30s:13m50s] 5% |█ | (5.9/117 GB, 134 MB/s) [30s:13m50s] 5% |█ | (5.9/117 GB, 134 MB/s) [30s:13m50s] 5% |█ | (5.9/117 GB, 134 MB/s) [30s:13m49s] 5% |█ | (5.9/117 GB, 134 MB/s) [30s:13m49s] 5% |█ | (6.0/117 GB, 134 MB/s) [30s:13m49s] 5% |█ | (6.0/117 GB, 139 MB/s) [31s:13m20s] 5% |█ | (6.0/117 GB, 139 MB/s) [31s:13m19s] 5% |█ | (6.0/117 GB, 139 MB/s) [31s:13m19s] 5% |█ | (6.0/117 GB, 139 MB/s) [31s:13m19s] 5% |█ | (6.0/117 GB, 139 MB/s) [31s:13m19s] 5% |█ | (6.0/117 GB, 132 MB/s) [31s:14m2s] 5% |█ | (6.0/117 GB, 132 MB/s) [31s:14m2s] 5% |█ | (6.0/117 GB, 132 MB/s) [31s:14m1s] 5% |█ | (6.0/117 GB, 132 MB/s) [31s:14m1s] 5% |█ | (6.1/117 GB, 132 MB/s) [32s:14m1s] 5% |█ | (6.1/117 GB, 130 MB/s) [32s:14m10s] 5% |█ | (6.1/117 GB, 130 MB/s) [32s:14m10s] 5% |█ | (6.1/117 GB, 130 MB/s) [32s:14m10s] 5% |█ | (6.1/117 GB, 130 MB/s) [32s:14m10s] 5% |█ | (6.1/117 GB, 130 MB/s) [32s:14m10s] 5% |█ | (6.1/117 GB, 131 MB/s) [32s:14m8s] 5% |█ | (6.1/117 GB, 131 MB/s) [32s:14m8s] 5% |█ | (6.1/117 GB, 131 MB/s) [32s:14m8s] 5% |█ | (6.1/117 GB, 131 MB/s) [33s:14m7s] 5% |█ | (6.2/117 GB, 131 MB/s) [33s:14m7s] 5% |█ | (6.2/117 GB, 131 MB/s) [33s:14m7s] 5% |█ | (6.2/117 GB, 130 MB/s) [33s:14m13s] 5% |█ | (6.2/117 GB, 130 MB/s) [33s:14m13s] 5% |█ | (6.2/117 GB, 130 MB/s) [33s:14m13s] 5% |█ | (6.2/117 GB, 130 MB/s) [33s:14m13s] 5% |█ | (6.2/117 GB, 130 MB/s) [33s:14m13s] 5% |█ | (6.3/117 GB, 130 MB/s) [33s:14m13s] 5% |█ | (6.3/117 GB, 131 MB/s) [33s:14m6s] 5% |█ | (6.3/117 GB, 131 MB/s) [33s:14m6s] 5% |█ | (6.3/117 GB, 131 MB/s) [33s:14m6s] 5% |█ | (6.3/117 GB, 131 MB/s) [33s:14m6s] 5% |█ | (6.3/117 GB, 131 MB/s) [34s:14m6s] 5% |█ | (6.3/117 GB, 131 MB/s) [34s:14m6s] 5% |█ | (6.3/117 GB, 128 MB/s) [34s:14m21s] 5% |█ | (6.3/117 GB, 128 MB/s) [34s:14m21s] 5% |█ | (6.4/117 GB, 128 MB/s) [34s:14m21s] 5% |█ | (6.4/117 GB, 128 MB/s) [34s:14m21s] 5% |█ | (6.4/117 GB, 128 MB/s) [34s:14m21s] 5% |█ | (6.4/117 GB, 123 MB/s) [34s:15m0s] 5% |█ | (6.4/117 GB, 123 MB/s) [34s:15m0s] 5% |█ | (6.4/117 GB, 123 MB/s) [35s:15m0s] 5% |█ | (6.4/117 GB, 123 MB/s) [35s:15m0s] 5% |█ | (6.4/117 GB, 123 MB/s) [35s:15m0s] 5% |█ | (6.4/117 GB, 123 MB/s) [35s:15m0s] 5% |█ | (6.5/117 GB, 120 MB/s) [35s:15m20s] 5% |█ | (6.5/117 GB, 120 MB/s) [35s:15m20s] 5% |█ | (6.5/117 GB, 120 MB/s) [35s:15m20s] 5% |█ | (6.5/117 GB, 120 MB/s) [35s:15m20s] 5% |█ | (6.5/117 GB, 120 MB/s) [35s:15m20s] 5% |█ | (6.5/117 GB, 120 MB/s) [35s:15m19s] 5% |█ | (6.5/117 GB, 120 MB/s) [35s:15m19s] 5% |█ | (6.5/117 GB, 126 MB/s) [35s:14m39s] 5% |█ | (6.6/117 GB, 126 MB/s) [35s:14m39s] 5% |█ | (6.6/117 GB, 126 MB/s) [36s:14m39s] 5% |█ | (6.6/117 GB, 126 MB/s) [36s:14m38s] 5% |█ | (6.6/117 GB, 121 MB/s) [36s:15m16s] 5% |█ | (6.6/117 GB, 121 MB/s) [36s:15m16s] 5% |█ | (6.6/117 GB, 121 MB/s) [36s:15m16s] 5% |█ | (6.6/117 GB, 121 MB/s) [36s:15m16s] 5% |█ | (6.6/117 GB, 121 MB/s) [36s:15m16s] 5% |█ | (6.6/117 GB, 121 MB/s) [36s:15m14s] 5% |█ | (6.7/117 GB, 121 MB/s) [36s:15m13s] 5% |█ | (6.7/117 GB, 121 MB/s) [37s:15m13s] 5% |█ | (6.7/117 GB, 121 MB/s) [37s:15m13s] 5% |█ | (6.7/117 GB, 121 MB/s) [37s:15m13s] 5% |█ | (6.7/117 GB, 122 MB/s) [37s:15m8s] 5% |█ | (6.7/117 GB, 122 MB/s) [37s:15m8s] 5% |█ | (6.7/117 GB, 122 MB/s) [37s:15m8s] 5% |█ | (6.7/117 GB, 122 MB/s) [37s:15m8s] 5% |█ | (6.7/117 GB, 122 MB/s) [37s:15m8s] 5% |█ | (6.7/117 GB, 121 MB/s) [37s:15m14s] 5% |█ | (6.8/117 GB, 121 MB/s) [37s:15m14s] 5% |█ | (6.8/117 GB, 121 MB/s) [38s:15m14s] 5% |█ | (6.8/117 GB, 121 MB/s) [38s:15m14s] 5% |█ | (6.8/117 GB, 121 MB/s) [38s:15m14s] 5% |█ | (6.8/117 GB, 121 MB/s) [38s:15m14s] 5% |█ | (6.8/117 GB, 129 MB/s) [38s:14m11s] 5% |█ | (6.8/117 GB, 129 MB/s) [38s:14m11s] 5% |█ | (6.9/117 GB, 129 MB/s) [38s:14m11s] 5% |█ | (6.9/117 GB, 129 MB/s) [38s:14m11s] 5% |█ | (6.9/117 GB, 129 MB/s) [38s:14m11s] 5% |█ | (6.9/117 GB, 126 MB/s) [38s:14m31s] 5% |█ | (6.9/117 GB, 126 MB/s) [39s:14m31s] 5% |█ | (6.9/117 GB, 126 MB/s) [39s:14m31s] 5% |█ | (6.9/117 GB, 126 MB/s) [39s:14m31s] 5% |█ | (6.9/117 GB, 126 MB/s) [39s:14m31s] 5% |█ | (7.0/117 GB, 119 MB/s) [39s:15m25s] 5% |█ | (7.0/117 GB, 119 MB/s) [39s:15m25s] 5% |█ | (7.0/117 GB, 119 MB/s) [39s:15m25s] 5% |█ | (7.0/117 GB, 119 MB/s) [39s:15m25s] 5% |█ | (7.0/117 GB, 119 MB/s) [39s:15m25s] 5% |█ | (7.0/117 GB, 118 MB/s) [39s:15m29s] 5% |█ | (7.0/117 GB, 118 MB/s) [40s:15m29s] 5% |█ | (7.0/117 GB, 118 MB/s) [40s:15m29s] 5% |█ | (7.0/117 GB, 118 MB/s) [40s:15m29s] 6% |██ | (7.0/117 GB, 118 MB/s) [40s:15m29s] 6% |██ | (7.1/117 GB, 118 MB/s) [40s:15m28s] 6% |██ | (7.1/117 GB, 120 MB/s) [40s:15m13s] 6% |██ | (7.1/117 GB, 120 MB/s) [40s:15m13s] 6% |██ | (7.1/117 GB, 120 MB/s) [40s:15m13s] 6% |██ | (7.1/117 GB, 120 MB/s) [40s:15m13s] 6% |██ | (7.1/117 GB, 120 MB/s) [40s:15m12s] 6% |██ | (7.1/117 GB, 120 MB/s) [40s:15m12s] 6% |██ | (7.2/117 GB, 122 MB/s) [41s:14m58s] 6% |██ | (7.2/117 GB, 122 MB/s) [41s:14m57s] 6% |██ | (7.2/117 GB, 122 MB/s) [41s:14m57s] 6% |██ | (7.2/117 GB, 122 MB/s) [41s:14m57s] 6% |██ | (7.2/117 GB, 122 MB/s) [41s:14m57s] 6% |██ | (7.2/117 GB, 118 MB/s) [41s:15m32s] 6% |██ | (7.2/117 GB, 118 MB/s) [41s:15m32s] 6% |██ | (7.2/117 GB, 118 MB/s) [41s:15m32s] 6% |██ | (7.2/117 GB, 118 MB/s) [41s:15m32s] 6% |██ | (7.2/117 GB, 118 MB/s) [41s:15m32s] 6% |██ | (7.2/117 GB, 116 MB/s) [42s:15m44s] 6% |██ | (7.3/117 GB, 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127 MB/s) [1m12s:13m55s] 9% |███ | (11/117 GB, 127 MB/s) [1m12s:13m55s] 9% |███ | (11/117 GB, 128 MB/s) [1m12s:13m52s] 9% |███ | (11/117 GB, 128 MB/s) [1m12s:13m52s] 9% |███ | (11/117 GB, 128 MB/s) [1m12s:13m51s] 9% |███ | (11/117 GB, 128 MB/s) [1m12s:13m51s] 9% |███ | (11/117 GB, 128 MB/s) [1m13s:13m51s] 9% |███ | (11/117 GB, 128 MB/s) [1m13s:13m51s] 9% |███ | (11/117 GB, 131 MB/s) [1m13s:13m29s] 9% |███ | (11/117 GB, 131 MB/s) [1m13s:13m29s] 9% |███ | (11/117 GB, 131 MB/s) [1m13s:13m29s] 9% |███ | (11/117 GB, 131 MB/s) [1m13s:13m29s] 9% |███ | (11/117 GB, 128 MB/s) [1m13s:13m48s] 9% |███ | (11/117 GB, 128 MB/s) [1m13s:13m48s] 9% |███ | (11/117 GB, 128 MB/s) [1m13s:13m48s] 9% |███ | (11/117 GB, 128 MB/s) [1m13s:13m48s] 9% |███ | (11/117 GB, 128 MB/s) [1m14s:13m48s] 9% |███ | (11/117 GB, 129 MB/s) [1m14s:13m42s] 9% |███ | (11/117 GB, 129 MB/s) [1m14s:13m42s] 9% |███ | (11/117 GB, 129 MB/s) [1m14s:13m42s] 9% |███ | (11/117 GB, 129 MB/s) [1m14s:13m42s] 9% |███ | (11/117 GB, 129 MB/s) 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114 MB/s) [1m25s:15m24s] 10% |███ | (12/117 GB, 114 MB/s) [1m25s:15m24s] 10% |███ | (12/117 GB, 115 MB/s) [1m25s:15m11s] 10% |███ | (12/117 GB, 115 MB/s) [1m25s:15m11s] 10% |███ | (12/117 GB, 115 MB/s) [1m25s:15m11s] 10% |███ | (12/117 GB, 115 MB/s) [1m25s:15m11s] 10% |███ | (12/117 GB, 115 MB/s) [1m25s:15m11s] 10% |███ | (12/117 GB, 115 MB/s) [1m26s:15m10s] 10% |███ | (12/117 GB, 119 MB/s) [1m26s:14m39s] 10% |███ | (12/117 GB, 119 MB/s) [1m26s:14m39s] 10% |███ | (12/117 GB, 119 MB/s) [1m26s:14m39s] 10% |███ | (12/117 GB, 119 MB/s) [1m26s:14m39s] 10% |███ | (12/117 GB, 119 MB/s) [1m26s:14m39s] 10% |███ | (12/117 GB, 117 MB/s) [1m26s:14m54s] 10% |███ | (12/117 GB, 117 MB/s) [1m26s:14m54s] 10% |███ | (12/117 GB, 117 MB/s) [1m26s:14m53s] 10% |███ | (12/117 GB, 117 MB/s) [1m27s:14m53s] 10% |███ | (12/117 GB, 115 MB/s) [1m27s:15m9s] 10% |███ | (12/117 GB, 115 MB/s) [1m27s:15m9s] 10% |███ | (12/117 GB, 115 MB/s) [1m27s:15m9s] 10% |███ | (12/117 GB, 115 MB/s) [1m27s:15m9s] 10% |███ | (12/117 GB, 115 MB/s) [1m27s:15m9s] 10% |███ | (12/117 GB, 115 MB/s) [1m27s:15m9s] 10% |███ | (12/117 GB, 119 MB/s) [1m27s:14m38s] 10% |███ | (12/117 GB, 119 MB/s) [1m27s:14m38s] 10% |███ | (12/117 GB, 119 MB/s) [1m27s:14m38s] 10% |███ | (12/117 GB, 119 MB/s) [1m27s:14m38s] 10% |███ | (12/117 GB, 119 MB/s) [1m27s:14m38s] 10% |███ | (12/117 GB, 126 MB/s) [1m28s:13m46s] 10% |███ | (13/117 GB, 126 MB/s) [1m28s:13m46s] 10% |███ | (13/117 GB, 126 MB/s) [1m28s:13m46s] 10% |███ | (13/117 GB, 126 MB/s) [1m28s:13m46s] 10% |███ | (13/117 GB, 126 MB/s) [1m28s:13m46s] 10% |███ | (13/117 GB, 134 MB/s) [1m28s:12m58s] 10% |███ | (13/117 GB, 134 MB/s) [1m28s:12m58s] 10% |███ | (13/117 GB, 134 MB/s) [1m28s:12m58s] 10% |███ | (13/117 GB, 134 MB/s) [1m28s:12m58s] 10% |███ | (13/117 GB, 134 MB/s) [1m28s:12m57s] 10% |███ | (13/117 GB, 134 MB/s) [1m28s:12m57s] 10% |███ | (13/117 GB, 134 MB/s) [1m29s:12m57s] 10% |███ | (13/117 GB, 134 MB/s) [1m29s:12m57s] 10% |███ | (13/117 GB, 134 MB/s) [1m29s:12m57s] 10% |███ | 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GB, 134 MB/s) [2m24s:12m9s] 16% |█████ | (19/117 GB, 134 MB/s) [2m24s:12m9s] 16% |█████ | (19/117 GB, 134 MB/s) [2m24s:12m9s] 16% |█████ | (19/117 GB, 151 MB/s) [2m24s:10m47s] 16% |█████ | (19/117 GB, 151 MB/s) [2m24s:10m47s] 16% |█████ | (20/117 GB, 151 MB/s) [2m24s:10m47s] 16% |█████ | (20/117 GB, 151 MB/s) [2m24s:10m47s] 16% |█████ | (20/117 GB, 151 MB/s) [2m24s:10m47s] 16% |█████ | (20/117 GB, 160 MB/s) [2m25s:10m7s] 16% |█████ | (20/117 GB, 160 MB/s) [2m25s:10m7s] 16% |█████ | (20/117 GB, 160 MB/s) [2m25s:10m7s] 16% |█████ | (20/117 GB, 160 MB/s) [2m25s:10m7s] 16% |█████ | (20/117 GB, 160 MB/s) [2m25s:10m7s] 16% |█████ | (20/117 GB, 160 MB/s) [2m25s:10m8s] 16% |█████ | (20/117 GB, 160 MB/s) [2m25s:10m8s] 16% |█████ | (20/117 GB, 160 MB/s) [2m25s:10m8s] 16% |█████ | (20/117 GB, 160 MB/s) [2m25s:10m8s] 16% |█████ | (20/117 GB, 160 MB/s) [2m26s:10m8s] 16% |█████ | (20/117 GB, 160 MB/s) [2m26s:10m7s] 16% |█████ | (20/117 GB, 160 MB/s) [2m26s:10m7s] 16% |█████ | (20/117 GB, 160 MB/s) [2m26s:10m7s] 16% |█████ | (20/117 GB, 160 MB/s) [2m26s:10m7s] 16% |█████ | (20/117 GB, 160 MB/s) [2m26s:10m7s] 16% |█████ | (20/117 GB, 147 MB/s) [2m26s:11m1s] 16% |█████ | (20/117 GB, 147 MB/s) [2m26s:11m1s] 16% |█████ | (20/117 GB, 147 MB/s) [2m27s:11m1s] 16% |█████ | (20/117 GB, 147 MB/s) [2m27s:11m1s] 16% |█████ | (20/117 GB, 147 MB/s) [2m27s:11m1s] 16% |█████ | (20/117 GB, 139 MB/s) [2m27s:11m42s] 16% |█████ | (20/117 GB, 139 MB/s) [2m27s:11m42s] 16% |█████ | (20/117 GB, 139 MB/s) [2m27s:11m42s] 16% |█████ | (20/117 GB, 139 MB/s) [2m27s:11m42s] 16% |█████ | (20/117 GB, 139 MB/s) [2m27s:11m42s] 16% |█████ | (20/117 GB, 128 MB/s) [2m27s:12m38s] 16% |█████ | (20/117 GB, 128 MB/s) [2m28s:12m38s] 16% |█████ | (20/117 GB, 128 MB/s) [2m28s:12m38s] 16% |█████ | (20/117 GB, 128 MB/s) [2m28s:12m38s] 16% |█████ | (20/117 GB, 128 MB/s) [2m28s:12m38s] 16% |█████ | (20/117 GB, 110 MB/s) [2m28s:14m47s] 16% |█████ | (20/117 GB, 110 MB/s) [2m28s:14m47s] 16% |█████ | (20/117 GB, 110 MB/s) 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[2m30s:14m55s] 17% |█████ | (20/117 GB, 108 MB/s) [2m30s:14m55s] 17% |█████ | (20/117 GB, 108 MB/s) [2m30s:14m55s] 17% |█████ | (20/117 GB, 108 MB/s) [2m30s:14m55s] 17% |█████ | (20/117 GB, 112 MB/s) [2m30s:14m30s] 17% |█████ | (20/117 GB, 112 MB/s) [2m30s:14m29s] 17% |█████ | (20/117 GB, 112 MB/s) [2m30s:14m29s] 17% |█████ | (20/117 GB, 112 MB/s) [2m30s:14m29s] 17% |█████ | (20/117 GB, 112 MB/s) [2m30s:14m29s] 17% |█████ | (20/117 GB, 112 MB/s) [2m31s:14m29s] 17% |█████ | (20/117 GB, 112 MB/s) [2m31s:14m29s] 17% |█████ | (20/117 GB, 121 MB/s) [2m31s:13m20s] 17% |█████ | (20/117 GB, 121 MB/s) [2m31s:13m20s] 17% |█████ | (20/117 GB, 121 MB/s) [2m31s:13m19s] 17% |█████ | (20/117 GB, 121 MB/s) [2m31s:13m19s] 17% |█████ | (20/117 GB, 121 MB/s) [2m31s:13m19s] 17% |█████ | (20/117 GB, 121 MB/s) [2m31s:13m19s] 17% |█████ | (20/117 GB, 134 MB/s) [2m31s:12m4s] 17% |█████ | (20/117 GB, 134 MB/s) [2m31s:12m4s] 17% |█████ | (20/117 GB, 134 MB/s) [2m31s:12m4s] 17% |█████ | (20/117 GB, 134 MB/s) 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21% |███████ | (26/117 GB, 88 MB/s) [3m15s:17m14s] 21% |███████ | (26/117 GB, 92 MB/s) [3m15s:16m34s] 21% |███████ | (26/117 GB, 92 MB/s) [3m15s:16m33s] 21% |███████ | (26/117 GB, 92 MB/s) [3m15s:16m33s] 21% |███████ | (26/117 GB, 92 MB/s) [3m15s:16m33s] 21% |███████ | (26/117 GB, 92 MB/s) [3m15s:16m33s] 21% |███████ | (26/117 GB, 92 MB/s) [3m15s:16m33s] 21% |███████ | (26/117 GB, 92 MB/s) [3m15s:16m33s] 21% |███████ | (26/117 GB, 109 MB/s) [3m16s:13m57s] 21% |███████ | (26/117 GB, 109 MB/s) [3m16s:13m57s] 21% |███████ | (26/117 GB, 109 MB/s) [3m16s:13m56s] 22% |███████ | (26/117 GB, 109 MB/s) [3m16s:13m56s] 22% |███████ | (26/117 GB, 109 MB/s) [3m16s:13m56s] 22% |███████ | (26/117 GB, 109 MB/s) [3m16s:13m56s] 22% |███████ | (26/117 GB, 116 MB/s) [3m16s:13m8s] 22% |███████ | (26/117 GB, 116 MB/s) [3m16s:13m8s] 22% |███████ | (26/117 GB, 116 MB/s) [3m16s:13m8s] 22% |███████ | (26/117 GB, 116 MB/s) [3m16s:13m8s] 22% |███████ | (26/117 GB, 116 MB/s) [3m17s:13m8s] 22% |███████ | (26/117 GB, 116 MB/s) [3m17s:13m8s] 22% |███████ | (26/117 GB, 116 MB/s) [3m17s:13m8s] 22% |███████ | (26/117 GB, 116 MB/s) [3m17s:13m8s] 22% |███████ | (26/117 GB, 114 MB/s) [3m17s:13m21s] 22% |███████ | (26/117 GB, 114 MB/s) [3m17s:13m21s] 22% |███████ | (26/117 GB, 114 MB/s) [3m17s:13m21s] 22% |███████ | (26/117 GB, 114 MB/s) [3m17s:13m21s] 22% |███████ | (26/117 GB, 114 MB/s) [3m17s:13m21s] 22% |███████ | (26/117 GB, 108 MB/s) [3m17s:13m59s] 22% |███████ | (26/117 GB, 108 MB/s) [3m18s:13m59s] 22% |███████ | (26/117 GB, 108 MB/s) [3m18s:13m59s] 22% |███████ | (26/117 GB, 108 MB/s) [3m18s:13m59s] 22% |███████ | (26/117 GB, 108 MB/s) [3m18s:13m59s] 22% |███████ | (26/117 GB, 108 MB/s) [3m18s:13m58s] 22% |███████ | (26/117 GB, 119 MB/s) [3m18s:12m45s] 22% |███████ | (26/117 GB, 119 MB/s) [3m18s:12m44s] 22% |███████ | (26/117 GB, 119 MB/s) [3m18s:12m44s] 22% |███████ | (26/117 GB, 119 MB/s) [3m18s:12m44s] 22% |███████ | (26/117 GB, 119 MB/s) [3m18s:12m44s] 22% |███████ | (26/117 GB, 119 MB/s) 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137 MB/s) [3m22s:10m57s] 22% |███████ | (27/117 GB, 137 MB/s) [3m22s:10m57s] 22% |███████ | (27/117 GB, 138 MB/s) [3m23s:10m52s] 22% |███████ | (27/117 GB, 138 MB/s) [3m23s:10m52s] 22% |███████ | (27/117 GB, 138 MB/s) [3m23s:10m52s] 22% |███████ | (27/117 GB, 138 MB/s) [3m23s:10m52s] 22% |███████ | (27/117 GB, 138 MB/s) [3m23s:10m52s] 22% |███████ | (27/117 GB, 138 MB/s) [3m23s:10m52s] 22% |███████ | (27/117 GB, 148 MB/s) [3m23s:10m12s] 22% |███████ | (27/117 GB, 148 MB/s) [3m23s:10m12s] 22% |███████ | (27/117 GB, 148 MB/s) [3m23s:10m12s] 22% |███████ | (27/117 GB, 148 MB/s) [3m23s:10m11s] 22% |███████ | (27/117 GB, 148 MB/s) [3m23s:10m11s] 22% |███████ | (27/117 GB, 148 MB/s) [3m23s:10m11s] 22% |███████ | (27/117 GB, 139 MB/s) [3m24s:10m50s] 22% |███████ | (27/117 GB, 139 MB/s) [3m24s:10m49s] 22% |███████ | (27/117 GB, 139 MB/s) [3m24s:10m49s] 22% |███████ | (27/117 GB, 139 MB/s) [3m24s:10m49s] 22% |███████ | (27/117 GB, 139 MB/s) [3m24s:10m49s] 22% |███████ | (27/117 GB, 139 MB/s) 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[12m12s:2m6s] 80% |████████████████████████████ | (94/117 GB, 182 MB/s) [12m12s:2m6s] 80% |████████████████████████████ | (94/117 GB, 182 MB/s) [12m12s:2m6s] 80% |███████████████████████████ | (94/117 GB, 170 MB/s) [12m13s:2m15s] 80% |███████████████████████████ | (94/117 GB, 170 MB/s) [12m13s:2m15s] 80% |███████████████████████████ | (94/117 GB, 170 MB/s) [12m13s:2m15s] 80% |███████████████████████████ | (94/117 GB, 170 MB/s) [12m13s:2m15s] 80% |███████████████████████████ | (94/117 GB, 170 MB/s) [12m13s:2m15s] 80% |███████████████████████████ | (94/117 GB, 170 MB/s) [12m13s:2m15s] 80% |███████████████████████████ | (94/117 GB, 164 MB/s) [12m13s:2m19s] 80% |███████████████████████████ | (94/117 GB, 164 MB/s) [12m13s:2m19s] 80% |███████████████████████████ | (94/117 GB, 139 MB/s) [12m15s:2m45s] 80% |███████████████████████████ | (94/117 GB, 139 MB/s) [12m15s:2m45s] 80% |███████████████████████████ | (94/117 GB, 139 MB/s) [12m15s:2m45s] 80% |███████████████████████████ | (94/117 GB, 139 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[12m20s:2m42s] 81% |███████████████████████████ | (95/117 GB, 145 MB/s) [12m20s:2m32s] 81% |███████████████████████████ | (95/117 GB, 145 MB/s) [12m20s:2m32s] 81% |███████████████████████████ | (95/117 GB, 145 MB/s) [12m20s:2m32s] 81% |███████████████████████████ | (95/117 GB, 145 MB/s) [12m21s:2m32s] 81% |███████████████████████████ | (95/117 GB, 145 MB/s) [12m21s:2m32s] 81% |███████████████████████████ | (95/117 GB, 145 MB/s) [12m21s:2m32s] 81% |███████████████████████████ | (95/117 GB, 145 MB/s) [12m21s:2m32s] 81% |███████████████████████████ | (95/117 GB, 145 MB/s) [12m21s:2m32s] 81% |███████████████████████████ | (95/117 GB, 150 MB/s) [12m21s:2m27s] 81% |███████████████████████████ | (95/117 GB, 150 MB/s) [12m21s:2m27s] 81% |███████████████████████████ | (95/117 GB, 150 MB/s) [12m21s:2m27s] 81% |███████████████████████████ | (95/117 GB, 150 MB/s) [12m21s:2m26s] 81% |███████████████████████████ | (95/117 GB, 150 MB/s) [12m21s:2m26s] 81% |███████████████████████████ | (95/117 GB, 150 MB/s) [12m21s:2m26s] 81% |███████████████████████████ | (95/117 GB, 163 MB/s) [12m21s:2m15s] 81% |███████████████████████████ | (95/117 GB, 156 MB/s) [12m23s:2m21s] 81% |███████████████████████████ | (95/117 GB, 156 MB/s) [12m23s:2m20s] 81% |███████████████████████████ | (95/117 GB, 156 MB/s) [12m23s:2m20s] 81% |███████████████████████████ | (95/117 GB, 156 MB/s) [12m23s:2m20s] 81% |███████████████████████████ | (95/117 GB, 156 MB/s) [12m23s:2m20s] 81% |███████████████████████████ | (95/117 GB, 156 MB/s) [12m23s:2m20s] 81% |████████████████████████████ | (95/117 GB, 170 MB/s) [12m24s:2m8s] 81% |████████████████████████████ | (95/117 GB, 170 MB/s) [12m24s:2m8s] 81% |████████████████████████████ | (95/117 GB, 170 MB/s) [12m24s:2m8s] 81% |████████████████████████████ | (95/117 GB, 170 MB/s) [12m24s:2m8s] 81% |████████████████████████████ | (95/117 GB, 170 MB/s) [12m24s:2m8s] 81% |████████████████████████████ | (95/117 GB, 174 MB/s) [12m24s:2m5s] 81% |████████████████████████████ | (95/117 GB, 174 MB/s) [12m24s:2m5s] 81% |████████████████████████████ | (95/117 GB, 174 MB/s) [12m24s:2m5s] 81% |████████████████████████████ | (95/117 GB, 174 MB/s) [12m24s:2m5s] 81% |████████████████████████████ | (95/117 GB, 174 MB/s) [12m24s:2m5s] 81% |████████████████████████████ | (95/117 GB, 174 MB/s) [12m24s:2m4s] 81% |████████████████████████████ | (95/117 GB, 174 MB/s) [12m24s:2m4s] 81% |████████████████████████████ | (95/117 GB, 170 MB/s) [12m25s:2m7s] 81% |████████████████████████████ | (95/117 GB, 170 MB/s) [12m25s:2m7s] 81% |███████████████████████████ | (95/117 GB, 148 MB/s) [12m25s:2m26s] 81% |███████████████████████████ | (95/117 GB, 148 MB/s) [12m25s:2m26s] 81% |███████████████████████████ | (95/117 GB, 148 MB/s) [12m25s:2m26s] 81% |███████████████████████████ | (95/117 GB, 148 MB/s) [12m25s:2m25s] 81% |███████████████████████████ | (95/117 GB, 148 MB/s) [12m25s:2m25s] 81% |███████████████████████████ | (96/117 GB, 148 MB/s) [12m25s:2m25s] 81% 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[12m27s:2m38s] 81% |███████████████████████████ | (96/117 GB, 136 MB/s) [12m27s:2m38s] 81% |███████████████████████████ | (96/117 GB, 136 MB/s) [12m27s:2m38s] 81% |███████████████████████████ | (96/117 GB, 136 MB/s) [12m27s:2m38s] 81% |███████████████████████████ | (96/117 GB, 132 MB/s) [12m27s:2m42s] 81% |███████████████████████████ | (96/117 GB, 132 MB/s) [12m27s:2m42s] 81% |███████████████████████████ | (96/117 GB, 132 MB/s) [12m27s:2m42s] 81% |███████████████████████████ | (96/117 GB, 132 MB/s) [12m27s:2m42s] 81% |███████████████████████████ | (96/117 GB, 132 MB/s) [12m28s:2m42s] 81% |███████████████████████████ | (96/117 GB, 122 MB/s) [12m28s:2m55s] 81% |███████████████████████████ | (96/117 GB, 122 MB/s) [12m28s:2m54s] 81% |███████████████████████████ | (96/117 GB, 122 MB/s) [12m28s:2m54s] 81% |███████████████████████████ | (96/117 GB, 122 MB/s) [12m28s:2m54s] 81% |███████████████████████████ | (96/117 GB, 122 MB/s) [12m28s:2m54s] 81% |███████████████████████████ | (96/117 GB, 122 MB/s) [12m28s:2m54s] 81% |███████████████████████████ | (96/117 GB, 132 MB/s) [12m28s:2m40s] 81% |███████████████████████████ | (96/117 GB, 132 MB/s) [12m28s:2m40s] 81% |███████████████████████████ | (96/117 GB, 132 MB/s) [12m29s:2m40s] 81% |███████████████████████████ | (96/117 GB, 132 MB/s) [12m29s:2m40s] 81% |███████████████████████████ | (96/117 GB, 132 MB/s) [12m29s:2m40s] 81% |███████████████████████████ | (96/117 GB, 130 MB/s) [12m29s:2m43s] 81% |███████████████████████████ | (96/117 GB, 130 MB/s) [12m29s:2m43s] 81% |███████████████████████████ | (96/117 GB, 130 MB/s) [12m29s:2m43s] 81% |███████████████████████████ | (96/117 GB, 130 MB/s) [12m29s:2m43s] 81% |███████████████████████████ | (96/117 GB, 130 MB/s) [12m29s:2m43s] 81% |███████████████████████████ | (96/117 GB, 130 MB/s) [12m29s:2m43s] 81% |███████████████████████████ | (96/117 GB, 130 MB/s) [12m29s:2m42s] 81% |███████████████████████████ | (96/117 GB, 128 MB/s) [12m29s:2m45s] 81% |███████████████████████████ | 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[12m32s:2m21s] 82% |███████████████████████████ | (96/117 GB, 150 MB/s) [12m32s:2m17s] 82% |███████████████████████████ | (96/117 GB, 150 MB/s) [12m32s:2m17s] 82% |███████████████████████████ | (96/117 GB, 150 MB/s) [12m32s:2m17s] 82% |███████████████████████████ | (96/117 GB, 150 MB/s) [12m32s:2m17s] 82% |███████████████████████████ | (96/117 GB, 150 MB/s) [12m32s:2m17s] 82% |███████████████████████████ | (96/117 GB, 150 MB/s) [12m32s:2m17s] 82% |███████████████████████████ | (96/117 GB, 150 MB/s) [12m33s:2m17s] 82% |███████████████████████████ | (96/117 GB, 150 MB/s) [12m33s:2m17s] 82% |███████████████████████████ | (96/117 GB, 150 MB/s) [12m33s:2m17s] 82% |███████████████████████████ | (96/117 GB, 150 MB/s) [12m33s:2m17s] 82% |███████████████████████████ | (96/117 GB, 149 MB/s) [12m33s:2m18s] 82% |███████████████████████████ | (96/117 GB, 149 MB/s) [12m33s:2m18s] 82% |███████████████████████████ | (96/117 GB, 149 MB/s) [12m33s:2m18s] 82% |███████████████████████████ | (96/117 GB, 149 MB/s) [12m33s:2m18s] 82% |███████████████████████████ | (96/117 GB, 149 MB/s) [12m33s:2m18s] 82% |███████████████████████████ | (96/117 GB, 141 MB/s) [12m34s:2m25s] 82% |███████████████████████████ | (96/117 GB, 141 MB/s) [12m34s:2m25s] 82% |███████████████████████████ | (96/117 GB, 141 MB/s) [12m34s:2m25s] 82% |███████████████████████████ | (96/117 GB, 141 MB/s) [12m34s:2m25s] 82% |███████████████████████████ | (96/117 GB, 128 MB/s) [12m34s:2m40s] 82% |███████████████████████████ | (96/117 GB, 128 MB/s) [12m34s:2m40s] 82% |███████████████████████████ | (97/117 GB, 128 MB/s) [12m34s:2m40s] 82% |███████████████████████████ | (97/117 GB, 128 MB/s) [12m34s:2m40s] 82% |███████████████████████████ | (97/117 GB, 128 MB/s) [12m34s:2m40s] 82% |███████████████████████████ | (97/117 GB, 128 MB/s) [12m35s:2m40s] 82% |███████████████████████████ | (97/117 GB, 124 MB/s) [12m35s:2m44s] 82% |███████████████████████████ | (97/117 GB, 124 MB/s) [12m35s:2m44s] 82% |███████████████████████████ | 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102 MB/s) [12m38s:3m15s] 82% |███████████████████████████ | (97/117 GB, 102 MB/s) [12m39s:3m15s] 82% |███████████████████████████ | (97/117 GB, 102 MB/s) [12m39s:3m15s] 82% |███████████████████████████ | (97/117 GB, 102 MB/s) [12m39s:3m15s] 82% |███████████████████████████ | (97/117 GB, 117 MB/s) [12m39s:2m49s] 82% |███████████████████████████ | (97/117 GB, 117 MB/s) [12m39s:2m49s] 83% |████████████████████████████ | (97/117 GB, 117 MB/s) [12m39s:2m49s] 83% |████████████████████████████ | (97/117 GB, 117 MB/s) [12m39s:2m49s] 83% |████████████████████████████ | (97/117 GB, 117 MB/s) [12m39s:2m49s] 83% |████████████████████████████ | (97/117 GB, 117 MB/s) [12m39s:2m49s] 83% |████████████████████████████ | (97/117 GB, 133 MB/s) [12m39s:2m28s] 83% |████████████████████████████ | (97/117 GB, 133 MB/s) [12m40s:2m28s] 83% |████████████████████████████ | (97/117 GB, 133 MB/s) [12m40s:2m28s] 83% |████████████████████████████ | (97/117 GB, 133 MB/s) [12m40s:2m28s] 83% 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[15m16s:6s] 99% |███████████████████████████████████ | (116/117 GB, 174 MB/s) [15m16s:6s] 99% |███████████████████████████████████ | (116/117 GB, 174 MB/s) [15m16s:6s] 99% |███████████████████████████████████ | (116/117 GB, 174 MB/s) [15m16s:6s] 99% |███████████████████████████████████ | (116/117 GB, 172 MB/s) [15m16s:6s] 99% |███████████████████████████████████ | (116/117 GB, 172 MB/s) [15m16s:6s] 99% |███████████████████████████████████ | (116/117 GB, 147 MB/s) [15m17s:7s] 99% |███████████████████████████████████ | (116/117 GB, 147 MB/s) [15m17s:7s] 99% |███████████████████████████████████ | (116/117 GB, 147 MB/s) [15m17s:7s] 99% |███████████████████████████████████ | (116/117 GB, 147 MB/s) [15m17s:7s] 99% |███████████████████████████████████ | (116/117 GB, 147 MB/s) [15m17s:6s] 99% |███████████████████████████████████ | (116/117 GB, 151 MB/s) [15m18s:6s] 99% |███████████████████████████████████ | (116/117 GB, 151 MB/s) [15m18s:6s] 99% |███████████████████████████████████ | (116/117 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[15m23s:0s] 99% |███████████████████████████████████ | (117/117 GB, 158 MB/s) [15m24s:0s] 99% |███████████████████████████████████ | (117/117 GB, 158 MB/s) [15m24s:0s] 99% |███████████████████████████████████ | (117/117 GB, 158 MB/s) [15m24s:0s] 99% |███████████████████████████████████ | (117/117 GB, 158 MB/s) [15m24s:0s] 99% |███████████████████████████████████ | (117/117 GB, 158 MB/s) [15m24s:0s] 99% |███████████████████████████████████ | (117/117 GB, 143 MB/s) [15m24s:0s] 99% |███████████████████████████████████ | (117/117 GB, 143 MB/s) [15m24s:0s] 99% |███████████████████████████████████ | (117/117 GB, 143 MB/s) [15m24s:0s] 100% |████████████████████████████████████| (117/117 GB, 127 MB/s) 2026-08-09 23:27:08 [INFO] Writing lidar track file... 2026-08-09 23:27:08 [INFO] Packing lidar frames into a ZIP file... 0% | | (0/146578, 0 it/hr) [0s:0s] 0% | | (5/146578, 73 it/s) [0s:33m39s] 0% | | (8/146578, 26 it/s) [0s:1h32m47s] 0% | | (27/146578, 73 it/s) [0s:33m22s] 0% | | (40/146578, 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(510/146578, 90 it/s) [5s:27m4s] 0% | | (529/146578, 90 it/s) [5s:27m4s] 0% | | (544/146578, 90 it/s) [5s:27m4s] 0% | | (562/146578, 90 it/s) [5s:27m3s] 0% | | (564/146578, 96 it/s) [5s:25m19s] 0% | | (577/146578, 96 it/s) [6s:25m19s] 0% | | (595/146578, 96 it/s) [6s:25m19s] 0% | | (609/146578, 96 it/s) [6s:25m19s] 0% | | (621/146578, 96 it/s) [6s:25m19s] 0% | | (632/146578, 96 it/s) [6s:25m19s] 0% | | (650/146578, 105 it/s) [6s:23m10s] 0% | | (660/146578, 105 it/s) [6s:23m10s] 0% | | (677/146578, 105 it/s) [6s:23m10s] 0% | | (691/146578, 105 it/s) [6s:23m10s] 0% | | (709/146578, 105 it/s) [6s:23m10s] 0% | | (727/146578, 105 it/s) [6s:23m9s] 0% | | (745/146578, 122 it/s) [6s:19m56s] 0% | | (763/146578, 122 it/s) [7s:19m56s] 0% | | (781/146578, 122 it/s) [7s:19m56s] 0% | | (798/146578, 122 it/s) [7s:19m56s] 0% | | (817/146578, 122 it/s) [7s:19m56s] 0% | | (828/146578, 124 it/s) [7s:19m36s] 0% | | (830/146578, 124 it/s) [7s:19m36s] 0% | | (848/146578, 124 it/s) [7s:19m36s] 0% | | (866/146578, 124 it/s) [7s:19m36s] 0% | | (884/146578, 124 it/s) [7s:19m36s] 0% | | (901/146578, 131 it/s) [8s:18m35s] 0% | | (916/146578, 131 it/s) [8s:18m35s] 0% | | (919/146578, 131 it/s) [8s:18m35s] 0% | | (932/146578, 131 it/s) [8s:18m35s] 0% | | (948/146578, 131 it/s) [8s:18m35s] 0% | | (966/146578, 131 it/s) [8s:18m35s] 0% | | (982/146578, 127 it/s) [8s:19m5s] 0% | | (991/146578, 127 it/s) [8s:19m5s] 0% | | (1007/146578, 127 it/s) [8s:19m5s] 0% | | (1016/146578, 127 it/s) [8s:19m4s] 0% | | (1034/146578, 127 it/s) [8s:19m4s] 0% | | (1048/146578, 127 it/s) [8s:19m4s] 0% | | (1061/146578, 127 it/s) [9s:19m4s] 0% | | (1062/146578, 127 it/s) [9s:19m6s] 0% | | (1065/146578, 127 it/s) [9s:19m6s] 0% | | (1081/146578, 127 it/s) [9s:19m6s] 0% | | (1098/146578, 127 it/s) [9s:19m6s] 0% | | (1099/146578, 127 it/s) [9s:19m6s] 0% | | (1111/146578, 129 it/s) [9s:18m51s] 0% | | (1123/146578, 129 it/s) [9s:18m51s] 0% | | (1140/146578, 129 it/s) [9s:18m51s] 0% | | (1159/146578, 129 it/s) [9s:18m51s] 0% | | (1170/146578, 129 it/s) [10s:18m51s] 0% | | (1188/146578, 129 it/s) [10s:18m51s] 0% | | (1190/146578, 140 it/s) [10s:17m18s] 0% | | (1203/146578, 140 it/s) [10s:17m17s] 0% | | (1206/146578, 140 it/s) [10s:17m17s] 0% | | (1210/146578, 140 it/s) [10s:17m17s] 0% | | (1228/146578, 138 it/s) [10s:17m31s] 0% | | (1244/146578, 138 it/s) [10s:17m31s] 0% | | (1262/146578, 138 it/s) [11s:17m31s] 0% | | (1279/146578, 138 it/s) [11s:17m31s] 0% | | (1298/146578, 138 it/s) [11s:17m31s] 0% | | (1314/146578, 138 it/s) [11s:17m31s] 0% | | (1331/146578, 142 it/s) [11s:17m4s] 0% | | (1345/146578, 142 it/s) [11s:17m4s] 0% | | (1362/146578, 142 it/s) [11s:17m4s] 0% | | (1376/146578, 142 it/s) [11s:17m4s] 0% | | (1388/146578, 142 it/s) [11s:17m4s] 0% | | (1406/146578, 142 it/s) [11s:17m4s] 0% | | (1414/146578, 142 it/s) [11s:17m4s] 0% | | (1431/146578, 147 it/s) [11s:16m28s] 0% | | (1442/146578, 147 it/s) [11s:16m28s] 0% | | (1460/146578, 147 it/s) [11s:16m28s] 1% | | (1477/146578, 147 it/s) [12s:16m28s] 1% | | (1493/146578, 147 it/s) [12s:16m28s] 1% | | (1509/146578, 147 it/s) [12s:16m28s] 1% | | (1521/146578, 147 it/s) [12s:16m28s] 1% | | (1539/146578, 147 it/s) [12s:16m28s] 1% | | (1541/146578, 147 it/s) [12s:16m28s] 1% | | (1554/146578, 147 it/s) [12s:16m28s] 1% | | (1556/146578, 147 it/s) [12s:16m28s] 1% | | (1574/146578, 140 it/s) [12s:17m14s] 1% | | (1592/146578, 140 it/s) [12s:17m13s] 1% | | (1609/146578, 140 it/s) [12s:17m13s] 1% | | (1628/146578, 140 it/s) [13s:17m13s] 1% | | (1644/146578, 140 it/s) [13s:17m13s] 1% | | (1652/146578, 140 it/s) [13s:17m13s] 1% | | (1653/146578, 141 it/s) [13s:17m8s] 1% | | (1668/146578, 141 it/s) [13s:17m8s] 1% | | (1684/146578, 141 it/s) [13s:17m8s] 1% | | (1696/146578, 141 it/s) [13s:17m7s] 1% | | (1707/146578, 141 it/s) [13s:17m7s] 1% | | (1725/146578, 141 it/s) [13s:17m7s] 1% | | (1727/146578, 142 it/s) [13s:17m2s] 1% | | (1739/146578, 142 it/s) [14s:17m2s] 1% | | (1744/146578, 142 it/s) [14s:17m2s] 1% | | (1747/146578, 142 it/s) [14s:17m2s] 1% | | (1751/146578, 133 it/s) [14s:18m12s] 1% | | (1756/146578, 133 it/s) [14s:18m12s] 1% | | (1773/146578, 133 it/s) [14s:18m12s] 1% | | (1791/146578, 133 it/s) [14s:18m12s] 1% | | (1810/146578, 133 it/s) [14s:18m12s] 1% | | (1829/146578, 133 it/s) [14s:18m11s] 1% | | (1841/146578, 133 it/s) [14s:18m11s] 1% | | (1856/146578, 142 it/s) [15s:16m56s] 1% | | (1868/146578, 142 it/s) [15s:16m56s] 1% | | (1873/146578, 142 it/s) [15s:16m56s] 1% | | (1891/146578, 142 it/s) [15s:16m56s] 1% | | (1909/146578, 142 it/s) [15s:16m56s] 1% | | (1926/146578, 141 it/s) [15s:17m7s] 1% | | (1941/146578, 141 it/s) [15s:17m6s] 1% | | (1960/146578, 141 it/s) [15s:17m6s] 1% | | (1976/146578, 141 it/s) [15s:17m6s] 1% | | (1977/146578, 147 it/s) [16s:16m26s] 1% | | (1993/146578, 147 it/s) [16s:16m26s] 1% | | (2010/146578, 147 it/s) [16s:16m26s] 1% | | (2026/146578, 147 it/s) [16s:16m26s] 1% | | (2039/146578, 147 it/s) [16s:16m26s] 1% | | (2058/146578, 147 it/s) [16s:16m25s] 1% | | (2061/146578, 142 it/s) [16s:16m56s] 1% | | (2069/146578, 142 it/s) [16s:16m56s] 1% | | (2087/146578, 142 it/s) [16s:16m56s] 1% | | (2105/146578, 142 it/s) [16s:16m56s] 1% | | (2124/146578, 142 it/s) [16s:16m55s] 1% | | (2142/146578, 142 it/s) [16s:16m55s] 1% | | (2150/146578, 136 it/s) [17s:17m39s] 1% | | (2167/146578, 136 it/s) [17s:17m39s] 1% | | (2182/146578, 136 it/s) [17s:17m39s] 1% | | (2183/146578, 136 it/s) [17s:17m39s] 1% | | (2201/146578, 136 it/s) [17s:17m39s] 1% | | (2211/146578, 136 it/s) [17s:17m39s] 1% | | (2222/146578, 128 it/s) [17s:18m46s] 1% | | (2231/146578, 128 it/s) [17s:18m46s] 1% | | (2235/146578, 128 it/s) [18s:18m45s] 1% | | (2237/146578, 128 it/s) [18s:18m45s] 1% | | (2241/146578, 128 it/s) [18s:18m45s] 1% | | (2246/146578, 125 it/s) [18s:19m12s] 1% | | (2260/146578, 125 it/s) [18s:19m12s] 1% | | (2261/146578, 125 it/s) [18s:19m12s] 1% | | (2265/146578, 125 it/s) [18s:19m12s] 1% | | (2277/146578, 115 it/s) [18s:20m52s] 1% | | (2295/146578, 115 it/s) [18s:20m52s] 1% | | (2305/146578, 115 it/s) [18s:20m51s] 1% | | (2323/146578, 115 it/s) [19s:20m51s] 1% | | (2336/146578, 115 it/s) [19s:20m51s] 1% | | (2355/146578, 115 it/s) [19s:20m51s] 1% | | (2369/146578, 115 it/s) [19s:20m51s] 1% | | (2387/146578, 123 it/s) [19s:19m32s] 1% | | (2404/146578, 123 it/s) [19s:19m32s] 1% | | (2423/146578, 123 it/s) [19s:19m32s] 1% | | (2440/146578, 123 it/s) [19s:19m32s] 1% | | (2458/146578, 123 it/s) [19s:19m32s] 1% | | (2475/146578, 123 it/s) [19s:19m32s] 1% | | (2495/146578, 140 it/s) [19s:17m5s] 1% | | (2512/146578, 140 it/s) [19s:17m5s] 1% | | (2522/146578, 140 it/s) [20s:17m5s] 1% | | (2540/146578, 140 it/s) [20s:17m5s] 1% | | (2559/146578, 140 it/s) [20s:17m5s] 1% | | (2578/146578, 140 it/s) [20s:17m5s] 1% | | (2595/146578, 140 it/s) [20s:17m5s] 1% | | (2607/146578, 140 it/s) [20s:17m5s] 1% | | (2624/146578, 140 it/s) [20s:17m5s] 1% | | (2638/146578, 140 it/s) [20s:17m5s] 1% | | (2642/146578, 140 it/s) [20s:17m5s] 1% | | (2643/146578, 140 it/s) [20s:17m5s] 1% | | (2651/146578, 140 it/s) [20s:17m11s] 1% | | (2664/146578, 140 it/s) [20s:17m11s] 1% | | (2683/146578, 140 it/s) [20s:17m11s] 1% | | (2701/146578, 140 it/s) [21s:17m11s] 1% | | (2709/146578, 140 it/s) [21s:17m11s] 1% | | (2711/146578, 138 it/s) [21s:17m20s] 1% | | (2729/146578, 138 it/s) [21s:17m20s] 1% | | (2746/146578, 138 it/s) [21s:17m20s] 1% | | (2763/146578, 138 it/s) [21s:17m20s] 1% | | (2780/146578, 138 it/s) [21s:17m20s] 1% | | (2781/146578, 138 it/s) [21s:17m20s] 1% | | (2788/146578, 135 it/s) [21s:17m48s] 1% | | (2791/146578, 135 it/s) [22s:17m48s] 1% | | (2798/146578, 135 it/s) [22s:17m48s] 1% | | (2805/146578, 124 it/s) [22s:19m15s] 1% | | (2823/146578, 124 it/s) [22s:19m15s] 1% | | (2833/146578, 124 it/s) [22s:19m15s] 1% | | (2843/146578, 124 it/s) [22s:19m15s] 1% | | (2859/146578, 124 it/s) [23s:19m14s] 1% | | (2867/146578, 119 it/s) [23s:20m6s] 1% | | (2885/146578, 119 it/s) [23s:20m6s] 1% | | (2903/146578, 119 it/s) [23s:20m6s] 1% | | (2923/146578, 119 it/s) [23s:20m6s] 2% | | (2940/146578, 119 it/s) [23s:20m6s] 2% | | (2959/146578, 119 it/s) [23s:20m5s] 2% | | (2971/146578, 119 it/s) [23s:20m5s] 2% | | (2989/146578, 119 it/s) [23s:20m5s] 2% | | (2998/146578, 141 it/s) [23s:17m0s] 2% | | (3015/146578, 141 it/s) [24s:17m0s] 2% | | (3034/146578, 141 it/s) [24s:17m0s] 2% | | (3052/146578, 141 it/s) [24s:17m0s] 2% | | (3070/146578, 141 it/s) [24s:17m0s] 2% | | (3080/146578, 153 it/s) [24s:15m40s] 2% | | (3093/146578, 153 it/s) [24s:15m40s] 2% | | (3095/146578, 153 it/s) [24s:15m40s] 2% | | (3108/146578, 153 it/s) [24s:15m40s] 2% | | (3126/146578, 137 it/s) [24s:17m25s] 2% | | (3142/146578, 137 it/s) [24s:17m25s] 2% | | (3159/146578, 137 it/s) [25s:17m25s] 2% | | (3176/146578, 137 it/s) [25s:17m25s] 2% | | (3187/146578, 137 it/s) [25s:17m25s] 2% | | (3204/146578, 137 it/s) [25s:17m24s] 2% | | (3213/146578, 137 it/s) [25s:17m24s] 2% | | (3229/146578, 137 it/s) [25s:17m26s] 2% | | (3241/146578, 137 it/s) [25s:17m26s] 2% | | (3258/146578, 137 it/s) [25s:17m26s] 2% | | (3259/146578, 137 it/s) [25s:17m26s] 2% | | (3278/146578, 137 it/s) [25s:17m25s] 2% | | (3294/146578, 131 it/s) [25s:18m17s] 2% | | (3310/146578, 131 it/s) [25s:18m17s] 2% | | (3328/146578, 131 it/s) [25s:18m17s] 2% | | (3343/146578, 131 it/s) [26s:18m16s] 2% | | (3352/146578, 131 it/s) [26s:18m16s] 2% | | (3362/146578, 131 it/s) [26s:18m16s] 2% | | (3380/146578, 131 it/s) [26s:18m16s] 2% | | (3399/146578, 131 it/s) [26s:18m15s] 2% | | (3416/146578, 131 it/s) [26s:18m15s] 2% | | (3434/146578, 131 it/s) [26s:18m15s] 2% | | (3453/146578, 131 it/s) [26s:18m15s] 2% | | (3466/146578, 131 it/s) [26s:18m15s] 2% | | (3467/146578, 139 it/s) [26s:17m8s] 2% | | (3484/146578, 139 it/s) [27s:17m8s] 2% | | (3503/146578, 139 it/s) [27s:17m8s] 2% | | (3513/146578, 139 it/s) [27s:17m8s] 2% | | (3532/146578, 139 it/s) [27s:17m7s] 2% | | (3544/146578, 139 it/s) [27s:17m7s] 2% | | (3562/146578, 139 it/s) [27s:17m7s] 2% | | (3573/146578, 146 it/s) [27s:16m22s] 2% | | (3587/146578, 146 it/s) [27s:16m22s] 2% | | (3597/146578, 146 it/s) [27s:16m22s] 2% | | (3615/146578, 146 it/s) [27s:16m22s] 2% | | (3633/146578, 146 it/s) [27s:16m21s] 2% | | (3653/146578, 156 it/s) [28s:15m13s] 2% | | (3672/146578, 156 it/s) [28s:15m13s] 2% | | (3690/146578, 156 it/s) [28s:15m13s] 2% | | (3697/146578, 156 it/s) [28s:15m13s] 2% | | (3707/146578, 156 it/s) [28s:15m12s] 2% | | (3727/146578, 164 it/s) [28s:14m32s] 2% | | (3742/146578, 164 it/s) [28s:14m32s] 2% | | (3747/146578, 164 it/s) [28s:14m32s] 2% | | (3764/146578, 164 it/s) [28s:14m32s] 2% | | (3765/146578, 164 it/s) [28s:14m32s] 2% | | (3773/146578, 148 it/s) [29s:16m4s] 2% | | (3778/146578, 148 it/s) [29s:16m4s] 2% | | (3784/146578, 148 it/s) [29s:16m4s] 2% | | (3792/146578, 148 it/s) [29s:16m4s] 2% | | (3800/146578, 148 it/s) [29s:16m4s] 2% | | (3808/146578, 138 it/s) [29s:17m13s] 2% | | (3814/146578, 138 it/s) [29s:17m13s] 2% | | (3819/146578, 138 it/s) [29s:17m13s] 2% | | (3826/146578, 138 it/s) [29s:17m13s] 2% | | (3831/146578, 138 it/s) [30s:17m13s] 2% | | (3838/146578, 137 it/s) [30s:17m24s] 2% | | (3844/146578, 137 it/s) [30s:17m24s] 2% | | (3862/146578, 137 it/s) [30s:17m24s] 2% | | (3879/146578, 137 it/s) [30s:17m24s] 2% | | (3893/146578, 137 it/s) [30s:17m24s] 2% | | (3910/146578, 137 it/s) [30s:17m24s] 2% | | (3929/146578, 137 it/s) [30s:17m24s] 2% | | (3944/146578, 136 it/s) [30s:17m31s] 2% | | (3962/146578, 136 it/s) [30s:17m30s] 2% | | (3977/146578, 136 it/s) [30s:17m30s] 2% | | (3997/146578, 136 it/s) [30s:17m30s] 2% | | (4013/146578, 136 it/s) [30s:17m30s] 2% | | (4031/146578, 136 it/s) [30s:17m30s] 2% | | (4046/146578, 136 it/s) [31s:17m30s] 2% | | (4064/146578, 136 it/s) [31s:17m30s] 2% | | (4079/146578, 148 it/s) [31s:16m0s] 2% | | (4097/146578, 148 it/s) [31s:16m0s] 2% | | (4114/146578, 148 it/s) [31s:16m0s] 2% | | (4131/146578, 148 it/s) [31s:16m0s] 2% | | (4149/146578, 148 it/s) [31s:16m0s] 2% | | (4160/146578, 148 it/s) [31s:16m0s] 2% | | (4177/146578, 148 it/s) [31s:16m0s] 2% | | (4190/146578, 157 it/s) [31s:15m4s] 2% | | (4207/146578, 157 it/s) [31s:15m4s] 2% | | (4221/146578, 157 it/s) [31s:15m4s] 2% | | (4230/146578, 157 it/s) [31s:15m4s] 2% | | (4231/146578, 157 it/s) [32s:15m4s] 2% | | (4250/146578, 157 it/s) [32s:15m4s] 2% | | (4268/146578, 154 it/s) [32s:15m23s] 2% | | (4287/146578, 154 it/s) [32s:15m23s] 2% | | (4304/146578, 154 it/s) [32s:15m23s] 2% | | (4323/146578, 154 it/s) [32s:15m23s] 2% | | (4325/146578, 148 it/s) [32s:16m4s] 2% | | (4343/146578, 148 it/s) [32s:16m3s] 2% | | (4358/146578, 148 it/s) [32s:16m3s] 2% | | (4370/146578, 148 it/s) [32s:16m3s] 2% | | (4384/146578, 148 it/s) [33s:16m3s] 3% |█ | (4402/146578, 148 it/s) [33s:16m3s] 3% |█ | (4418/146578, 150 it/s) [33s:15m45s] 3% |█ | (4436/146578, 150 it/s) [33s:15m45s] 3% |█ | (4451/146578, 150 it/s) [33s:15m45s] 3% |█ | (4469/146578, 150 it/s) [33s:15m45s] 3% |█ | (4487/146578, 150 it/s) [33s:15m45s] 3% |█ | (4504/146578, 150 it/s) [33s:15m44s] 3% |█ | (4514/146578, 152 it/s) [33s:15m33s] 3% |█ | (4533/146578, 152 it/s) [33s:15m33s] 3% |█ | (4550/146578, 152 it/s) [33s:15m33s] 3% |█ | (4569/146578, 152 it/s) [33s:15m33s] 3% |█ | (4586/146578, 152 it/s) [34s:15m33s] 3% |█ | (4600/146578, 152 it/s) [34s:15m33s] 3% |█ | (4609/146578, 152 it/s) [34s:15m33s] 3% |█ | (4610/146578, 161 it/s) [34s:14m42s] 3% |█ | (4629/146578, 161 it/s) [34s:14m42s] 3% |█ | (4647/146578, 161 it/s) [34s:14m42s] 3% |█ | (4664/146578, 161 it/s) [34s:14m42s] 3% |█ | (4676/146578, 161 it/s) [34s:14m42s] 3% |█ | (4694/146578, 161 it/s) [34s:14m41s] 3% |█ | (4708/146578, 173 it/s) [34s:13m38s] 3% |█ | (4718/146578, 173 it/s) [34s:13m38s] 3% |█ | (4732/146578, 173 it/s) [34s:13m38s] 3% |█ | (4743/146578, 173 it/s) [35s:13m38s] 3% |█ | (4751/146578, 173 it/s) [35s:13m38s] 3% |█ | (4765/146578, 173 it/s) [35s:13m38s] 3% |█ | (4767/146578, 178 it/s) [35s:13m15s] 3% |█ | (4774/146578, 178 it/s) [35s:13m15s] 3% |█ | (4782/146578, 178 it/s) [35s:13m15s] 3% |█ | (4788/146578, 178 it/s) [35s:13m15s] 3% |█ | (4794/146578, 178 it/s) [35s:13m15s] 3% |█ | (4799/146578, 164 it/s) [35s:14m26s] 3% |█ | (4812/146578, 164 it/s) [35s:14m26s] 3% |█ | (4828/146578, 164 it/s) [36s:14m25s] 3% |█ | (4846/146578, 164 it/s) [36s:14m25s] 3% |█ | (4863/146578, 164 it/s) [36s:14m25s] 3% |█ | (4882/146578, 164 it/s) [36s:14m25s] 3% |█ | (4895/146578, 164 it/s) [36s:14m25s] 3% |█ | (4899/146578, 164 it/s) [36s:14m25s] 3% |█ | (4910/146578, 160 it/s) [36s:14m47s] 3% |█ | (4917/146578, 160 it/s) [36s:14m47s] 3% |█ | (4933/146578, 160 it/s) [36s:14m47s] 3% |█ | (4953/146578, 160 it/s) [36s:14m47s] 3% |█ | (4961/146578, 148 it/s) [36s:15m55s] 3% |█ | (4974/146578, 148 it/s) [37s:15m55s] 3% |█ | (4982/146578, 148 it/s) [37s:15m55s] 3% |█ | (4996/146578, 138 it/s) [37s:17m5s] 3% |█ | (5012/146578, 138 it/s) [37s:17m5s] 3% |█ | (5029/146578, 138 it/s) [37s:17m4s] 3% |█ | (5036/146578, 138 it/s) [37s:17m4s] 3% |█ | (5051/146578, 138 it/s) [38s:17m4s] 3% |█ | (5069/146578, 139 it/s) [38s:16m56s] 3% |█ | (5075/146578, 139 it/s) [38s:16m56s] 3% |█ | (5091/146578, 139 it/s) [38s:16m56s] 3% |█ | (5100/146578, 139 it/s) [38s:16m56s] 3% |█ | (5106/146578, 130 it/s) [38s:18m4s] 3% |█ | (5111/146578, 130 it/s) [38s:18m4s] 3% |█ | (5117/146578, 130 it/s) [38s:18m4s] 3% |█ | (5124/146578, 130 it/s) [38s:18m4s] 3% |█ | (5131/146578, 130 it/s) [39s:18m4s] 3% |█ | (5138/146578, 119 it/s) [39s:19m48s] 3% |█ | (5145/146578, 119 it/s) [39s:19m48s] 3% |█ | (5150/146578, 119 it/s) [39s:19m48s] 3% |█ | (5168/146578, 119 it/s) [39s:19m48s] 3% |█ | (5186/146578, 119 it/s) [39s:19m48s] 3% |█ | (5202/146578, 119 it/s) [39s:19m47s] 3% |█ | (5219/146578, 119 it/s) [39s:19m47s] 3% |█ | (5236/146578, 117 it/s) [39s:20m11s] 3% |█ | (5254/146578, 117 it/s) [39s:20m11s] 3% |█ | (5273/146578, 117 it/s) [39s:20m11s] 3% |█ | (5291/146578, 117 it/s) [39s:20m10s] 3% |█ | (5308/146578, 117 it/s) [39s:20m10s] 3% |█ | (5324/146578, 117 it/s) [40s:20m10s] 3% |█ | (5342/146578, 117 it/s) [40s:20m10s] 3% |█ | (5361/146578, 124 it/s) [40s:18m59s] 3% |█ | (5379/146578, 124 it/s) [40s:18m59s] 3% |█ | (5397/146578, 124 it/s) [40s:18m59s] 3% |█ | (5409/146578, 124 it/s) [40s:18m59s] 3% |█ | (5414/146578, 124 it/s) [40s:18m59s] 3% |█ | (5430/146578, 127 it/s) [40s:18m33s] 3% |█ | (5447/146578, 127 it/s) [40s:18m33s] 3% |█ | (5464/146578, 127 it/s) [40s:18m33s] 3% |█ | (5483/146578, 127 it/s) [40s:18m33s] 3% |█ | (5500/146578, 127 it/s) [40s:18m32s] 3% |█ | (5515/146578, 127 it/s) [41s:18m32s] 3% |█ | (5533/146578, 127 it/s) [41s:18m32s] 3% |█ | (5539/146578, 137 it/s) [41s:17m7s] 3% |█ | (5557/146578, 137 it/s) [41s:17m7s] 3% |█ | (5574/146578, 137 it/s) [41s:17m7s] 3% |█ | (5590/146578, 137 it/s) [41s:17m7s] 3% |█ | (5601/146578, 137 it/s) [41s:17m7s] 3% |█ | (5619/146578, 137 it/s) [41s:17m7s] 3% |█ | (5624/146578, 137 it/s) [41s:17m7s] 3% |█ | (5634/146578, 133 it/s) [41s:17m38s] 3% |█ | (5635/146578, 133 it/s) [42s:17m38s] 3% |█ | (5651/146578, 133 it/s) [42s:17m38s] 3% |█ | (5669/146578, 133 it/s) [42s:17m38s] 3% |█ | (5685/146578, 133 it/s) [42s:17m38s] 3% |█ | (5704/146578, 133 it/s) [42s:17m37s] 3% |█ | (5718/146578, 139 it/s) [42s:16m55s] 3% |█ | (5727/146578, 139 it/s) [42s:16m55s] 3% |█ | (5728/146578, 139 it/s) [42s:16m55s] 3% |█ | (5729/146578, 136 it/s) [43s:17m12s] 3% |█ | (5746/146578, 136 it/s) [43s:17m12s] 3% |█ | (5761/146578, 136 it/s) [43s:17m12s] 3% |█ | (5779/146578, 136 it/s) [43s:17m12s] 3% |█ | (5794/146578, 136 it/s) [43s:17m12s] 3% |█ | (5813/146578, 136 it/s) [43s:17m12s] 3% |█ | (5820/146578, 141 it/s) [43s:16m37s] 3% |█ | (5839/146578, 141 it/s) [43s:16m37s] 3% |█ | (5853/146578, 141 it/s) [43s:16m37s] 4% |█ | (5866/146578, 141 it/s) [43s:16m37s] 4% |█ | (5881/146578, 141 it/s) [43s:16m36s] 4% |█ | (5898/146578, 141 it/s) [44s:16m36s] 4% |█ | (5917/146578, 149 it/s) [44s:15m42s] 4% |█ | (5931/146578, 149 it/s) [44s:15m42s] 4% |█ | (5950/146578, 149 it/s) [44s:15m42s] 4% |█ | (5965/146578, 149 it/s) [44s:15m42s] 4% |█ | (5983/146578, 149 it/s) [44s:15m42s] 4% |█ | (6001/146578, 149 it/s) [44s:15m42s] 4% |█ | (6013/146578, 164 it/s) [44s:14m16s] 4% |█ | (6014/146578, 164 it/s) [44s:14m16s] 4% |█ | (6032/146578, 164 it/s) [44s:14m16s] 4% |█ | (6050/146578, 164 it/s) [44s:14m16s] 4% |█ | (6068/146578, 164 it/s) [44s:14m16s] 4% |█ | (6086/146578, 164 it/s) [44s:14m16s] 4% |█ | (6104/146578, 164 it/s) [45s:14m16s] 4% |█ | (6117/146578, 168 it/s) [45s:13m56s] 4% |█ | (6135/146578, 168 it/s) [45s:13m56s] 4% |█ | (6148/146578, 168 it/s) [45s:13m56s] 4% |█ | (6166/146578, 168 it/s) [45s:13m56s] 4% |█ | (6183/146578, 168 it/s) [45s:13m56s] 4% |█ | (6195/146578, 168 it/s) [45s:13m56s] 4% |█ | (6212/146578, 168 it/s) [45s:13m56s] 4% |█ | (6225/146578, 168 it/s) [45s:13m56s] 4% |█ | (6243/146578, 164 it/s) [45s:14m13s] 4% |█ | (6253/146578, 164 it/s) [45s:14m13s] 4% |█ | (6262/146578, 164 it/s) [45s:14m13s] 4% |█ | (6263/146578, 164 it/s) [45s:14m13s] 4% |█ | (6279/146578, 164 it/s) [45s:14m13s] 4% |█ | (6296/146578, 164 it/s) [46s:14m13s] 4% |█ | (6315/146578, 166 it/s) [46s:14m7s] 4% |█ | (6328/146578, 166 it/s) [46s:14m7s] 4% |█ | (6334/146578, 166 it/s) [46s:14m7s] 4% |█ | (6339/146578, 166 it/s) [46s:14m7s] 4% |█ | (6346/146578, 158 it/s) [46s:14m49s] 4% |█ | (6352/146578, 158 it/s) [46s:14m49s] 4% |█ | (6359/146578, 158 it/s) [46s:14m49s] 4% |█ | (6366/146578, 158 it/s) [46s:14m49s] 4% |█ | (6373/146578, 146 it/s) [47s:15m59s] 4% |█ | (6380/146578, 146 it/s) [47s:15m59s] 4% |█ | (6386/146578, 146 it/s) [47s:15m59s] 4% |█ | (6391/146578, 146 it/s) [47s:15m59s] 4% |█ | (6396/146578, 146 it/s) [47s:15m59s] 4% |█ | (6399/146578, 133 it/s) [47s:17m34s] 4% |█ | (6411/146578, 133 it/s) [47s:17m34s] 4% |█ | (6429/146578, 133 it/s) [48s:17m34s] 4% |█ | (6444/146578, 133 it/s) [48s:17m34s] 4% |█ | (6449/146578, 133 it/s) [48s:17m34s] 4% |█ | (6457/146578, 141 it/s) [48s:16m35s] 4% |█ | (6474/146578, 141 it/s) [48s:16m35s] 4% |█ | (6491/146578, 141 it/s) [48s:16m35s] 4% |█ | (6497/146578, 141 it/s) [48s:16m35s] 4% |█ | (6510/146578, 141 it/s) [48s:16m35s] 4% |█ | (6517/146578, 134 it/s) [48s:17m24s] 4% |█ | (6523/146578, 134 it/s) [49s:17m24s] 4% |█ | (6539/146578, 134 it/s) [49s:17m24s] 4% |█ | (6557/146578, 134 it/s) [49s:17m24s] 4% |█ | (6573/146578, 134 it/s) [49s:17m23s] 4% |█ | (6589/146578, 134 it/s) [49s:17m23s] 4% |█ | (6603/146578, 134 it/s) [49s:17m23s] 4% |█ | (6622/146578, 138 it/s) [49s:16m50s] 4% |█ | (6640/146578, 138 it/s) [49s:16m50s] 4% |█ | (6658/146578, 138 it/s) [49s:16m50s] 4% |█ | (6671/146578, 138 it/s) [49s:16m50s] 4% |█ | (6689/146578, 138 it/s) [49s:16m50s] 4% |█ | (6704/146578, 138 it/s) [49s:16m49s] 4% |█ | (6722/146578, 138 it/s) [49s:16m49s] 4% |█ | (6736/146578, 138 it/s) [49s:16m49s] 4% |█ | (6754/146578, 142 it/s) [50s:16m25s] 4% |█ | (6770/146578, 142 it/s) [50s:16m25s] 4% |█ | (6787/146578, 142 it/s) [50s:16m25s] 4% |█ | (6805/146578, 142 it/s) [50s:16m25s] 4% |█ | (6818/146578, 142 it/s) [50s:16m25s] 4% |█ | (6835/146578, 142 it/s) [50s:16m24s] 4% |█ | (6850/146578, 142 it/s) [50s:16m24s] 4% |█ | (6866/146578, 145 it/s) [50s:16m5s] 4% |█ | (6881/146578, 145 it/s) [50s:16m5s] 4% |█ | (6899/146578, 145 it/s) [50s:16m5s] 4% |█ | (6914/146578, 145 it/s) [50s:16m5s] 4% |█ | (6930/146578, 145 it/s) [50s:16m5s] 4% |█ | (6946/146578, 145 it/s) [50s:16m5s] 4% |█ | (6964/146578, 145 it/s) [50s:16m4s] 4% |█ | (6982/146578, 146 it/s) [50s:15m55s] 4% |█ | (6995/146578, 146 it/s) [51s:15m55s] 4% |█ | (6996/146578, 146 it/s) [51s:15m55s] 4% |█ | (7010/146578, 146 it/s) [51s:15m55s] 4% |█ | (7027/146578, 146 it/s) [51s:15m55s] 4% |█ | (7045/146578, 146 it/s) [51s:15m55s] 4% |█ | (7063/146578, 147 it/s) [51s:15m49s] 4% |█ | (7078/146578, 147 it/s) [51s:15m49s] 4% |█ | (7090/146578, 147 it/s) [51s:15m49s] 4% |█ | (7106/146578, 149 it/s) [51s:15m37s] 4% |█ | (7125/146578, 149 it/s) [52s:15m37s] 4% |█ | (7142/146578, 149 it/s) [52s:15m37s] 4% |█ | (7159/146578, 149 it/s) [52s:15m37s] 4% |█ | (7177/146578, 149 it/s) [52s:15m37s] 4% |█ | (7193/146578, 149 it/s) [52s:15m37s] 4% |█ | (7198/146578, 161 it/s) [52s:14m24s] 4% |█ | (7211/146578, 161 it/s) [52s:14m24s] 4% |█ | (7212/146578, 161 it/s) [52s:14m24s] 4% |█ | (7228/146578, 161 it/s) [52s:14m24s] 4% |█ | (7238/146578, 161 it/s) [52s:14m24s] 4% |█ | (7255/146578, 167 it/s) [53s:13m56s] 4% |█ | (7260/146578, 167 it/s) [53s:13m56s] 4% |█ | (7261/146578, 167 it/s) [53s:13m56s] 4% |█ | (7278/146578, 167 it/s) [53s:13m56s] 4% |█ | (7292/146578, 167 it/s) [53s:13m56s] 4% |█ | (7303/146578, 166 it/s) [53s:13m57s] 4% |█ | (7314/146578, 166 it/s) [53s:13m57s] 5% |█ | (7332/146578, 166 it/s) [53s:13m57s] 5% |█ | (7338/146578, 166 it/s) [53s:13m57s] 5% |█ | (7348/146578, 164 it/s) [54s:14m8s] 5% |█ | (7367/146578, 164 it/s) [54s:14m8s] 5% |█ | (7384/146578, 164 it/s) [54s:14m8s] 5% |█ | (7402/146578, 164 it/s) [54s:14m8s] 5% |█ | (7418/146578, 164 it/s) [54s:14m8s] 5% |█ | (7436/146578, 164 it/s) [54s:14m8s] 5% |█ | (7442/146578, 162 it/s) [54s:14m18s] 5% |█ | (7457/146578, 162 it/s) [54s:14m18s] 5% |█ | (7475/146578, 162 it/s) [54s:14m18s] 5% |█ | (7491/146578, 162 it/s) [54s:14m18s] 5% |█ | (7504/146578, 162 it/s) [54s:14m18s] 5% |█ | (7511/146578, 151 it/s) [55s:15m23s] 5% |█ | (7525/146578, 151 it/s) [55s:15m23s] 5% |█ | (7538/146578, 151 it/s) [55s:15m23s] 5% |█ | (7554/146578, 151 it/s) [55s:15m23s] 5% |█ | (7567/146578, 151 it/s) [55s:15m23s] 5% |█ | (7584/146578, 151 it/s) [55s:15m23s] 5% |█ | (7585/146578, 151 it/s) [55s:15m23s] 5% |█ | (7601/146578, 143 it/s) [55s:16m14s] 5% |█ | (7607/146578, 143 it/s) [55s:16m14s] 5% |█ | (7613/146578, 143 it/s) [56s:16m14s] 5% |█ | (7620/146578, 124 it/s) [56s:18m36s] 5% |█ | (7625/146578, 124 it/s) [56s:18m36s] 5% |█ | (7631/146578, 124 it/s) [56s:18m36s] 5% |█ | (7643/146578, 124 it/s) [56s:18m36s] 5% |█ | (7659/146578, 124 it/s) [56s:18m36s] 5% |█ | (7673/146578, 124 it/s) [56s:18m36s] 5% |█ | (7684/146578, 120 it/s) [56s:19m15s] 5% |█ | (7698/146578, 120 it/s) [56s:19m15s] 5% |█ | (7715/146578, 120 it/s) [56s:19m15s] 5% |█ | (7726/146578, 120 it/s) [56s:19m15s] 5% |█ | (7740/146578, 122 it/s) [57s:18m57s] 5% |█ | (7747/146578, 122 it/s) [57s:18m56s] 5% |█ | (7753/146578, 122 it/s) [57s:18m56s] 5% |█ | (7759/146578, 122 it/s) [57s:18m56s] 5% |█ | (7765/146578, 122 it/s) [57s:18m56s] 5% |█ | (7770/146578, 110 it/s) [57s:21m7s] 5% |█ | (7787/146578, 110 it/s) [57s:21m7s] 5% |█ | (7791/146578, 110 it/s) [58s:21m7s] 5% |█ | (7806/146578, 110 it/s) [58s:21m6s] 5% |█ | (7824/146578, 110 it/s) [58s:21m6s] 5% |█ | (7839/146578, 112 it/s) [58s:20m35s] 5% |█ | (7856/146578, 112 it/s) [58s:20m35s] 5% |█ | (7870/146578, 112 it/s) [58s:20m35s] 5% |█ | (7888/146578, 112 it/s) [58s:20m35s] 5% |█ | (7902/146578, 112 it/s) [58s:20m35s] 5% |█ | (7917/146578, 112 it/s) [58s:20m35s] 5% |█ | (7931/146578, 112 it/s) [58s:20m34s] 5% |█ | (7948/146578, 124 it/s) [58s:18m33s] 5% |█ | (7962/146578, 124 it/s) [58s:18m33s] 5% |█ | (7979/146578, 124 it/s) [58s:18m33s] 5% |█ | (7996/146578, 124 it/s) [58s:18m33s] 5% |█ | (8013/146578, 124 it/s) [59s:18m33s] 5% |█ | (8030/146578, 124 it/s) [59s:18m33s] 5% |█ | (8046/146578, 124 it/s) [59s:18m33s] 5% |█ | (8063/146578, 124 it/s) [59s:18m33s] 5% |█ | (8079/146578, 140 it/s) [59s:16m30s] 5% |█ | (8095/146578, 140 it/s) [59s:16m30s] 5% |█ | (8113/146578, 140 it/s) [59s:16m30s] 5% |█ | (8129/146578, 140 it/s) [59s:16m30s] 5% |█ | (8144/146578, 140 it/s) [59s:16m29s] 5% |█ | (8160/146578, 140 it/s) [59s:16m29s] 5% |█ | (8178/146578, 140 it/s) [59s:16m29s] 5% |█ | (8190/146578, 145 it/s) [59s:15m53s] 5% |█ | (8207/146578, 145 it/s) [59s:15m53s] 5% |█ | (8220/146578, 145 it/s) [59s:15m53s] 5% |█ | (8229/146578, 145 it/s) [1m0s:15m53s] 5% |█ | (8243/146578, 145 it/s) [1m0s:15m53s] 5% |█ | (8260/146578, 147 it/s) [1m0s:15m41s] 5% |█ | (8275/146578, 147 it/s) [1m0s:15m41s] 5% |█ | (8286/146578, 147 it/s) [1m0s:15m41s] 5% |█ | (8297/146578, 147 it/s) [1m0s:15m41s] 5% |█ | (8315/146578, 147 it/s) [1m0s:15m41s] 5% |█ | (8320/146578, 147 it/s) [1m0s:15m41s] 5% |█ | (8338/146578, 147 it/s) [1m0s:15m37s] 5% |█ | (8339/146578, 147 it/s) [1m0s:15m37s] 5% |█ | (8347/146578, 147 it/s) [1m1s:15m37s] 5% |█ | (8351/146578, 147 it/s) [1m1s:15m37s] 5% |█ | (8359/146578, 147 it/s) [1m1s:15m37s] 5% |█ | (8365/146578, 147 it/s) [1m1s:15m39s] 5% |█ | (8371/146578, 147 it/s) [1m1s:15m39s] 5% |█ | (8374/146578, 147 it/s) [1m1s:15m39s] 5% |█ | (8391/146578, 147 it/s) [1m1s:15m39s] 5% |█ | (8395/146578, 147 it/s) [1m1s:15m39s] 5% |█ | (8412/146578, 143 it/s) [1m1s:16m6s] 5% |█ | (8431/146578, 143 it/s) [1m1s:16m6s] 5% |█ | (8447/146578, 143 it/s) [1m2s:16m6s] 5% |█ | (8448/146578, 143 it/s) [1m2s:16m6s] 5% |█ | (8466/146578, 143 it/s) [1m2s:16m6s] 5% |█ | (8483/146578, 147 it/s) [1m2s:15m38s] 5% |█ | (8500/146578, 147 it/s) [1m2s:15m38s] 5% |█ | (8517/146578, 147 it/s) [1m2s:15m37s] 5% |█ | (8530/146578, 147 it/s) [1m2s:15m37s] 5% |█ | (8547/146578, 147 it/s) [1m2s:15m37s] 5% |█ | (8554/146578, 147 it/s) [1m2s:15m37s] 5% |█ | (8559/146578, 157 it/s) [1m2s:14m41s] 5% |█ | (8578/146578, 157 it/s) [1m2s:14m41s] 5% |█ | (8596/146578, 157 it/s) [1m2s:14m41s] 5% |█ | (8609/146578, 157 it/s) [1m2s:14m41s] 5% |█ | (8626/146578, 157 it/s) [1m3s:14m41s] 5% |█ | (8633/146578, 159 it/s) [1m3s:14m25s] 5% |█ | (8647/146578, 159 it/s) [1m3s:14m24s] 5% |█ | (8659/146578, 159 it/s) [1m3s:14m24s] 5% |█ | (8676/146578, 159 it/s) [1m3s:14m24s] 5% |█ | (8693/146578, 159 it/s) [1m3s:14m24s] 5% |█ | (8707/146578, 159 it/s) [1m3s:14m24s] 5% |█ | (8724/146578, 159 it/s) [1m3s:14m24s] 5% |█ | (8736/146578, 155 it/s) [1m3s:14m50s] 5% |█ | (8754/146578, 155 it/s) [1m3s:14m50s] 5% |█ | (8767/146578, 155 it/s) [1m3s:14m50s] 5% |█ | (8779/146578, 155 it/s) [1m4s:14m49s] 5% |█ | (8793/146578, 155 it/s) [1m4s:14m49s] 6% |█ | (8809/146578, 155 it/s) [1m4s:14m49s] 6% |█ | (8827/146578, 155 it/s) [1m4s:14m49s] 6% |██ | (8843/146578, 152 it/s) [1m4s:15m5s] 6% |██ | (8861/146578, 152 it/s) [1m4s:15m5s] 6% |██ | (8875/146578, 152 it/s) [1m4s:15m5s] 6% |██ | (8882/146578, 152 it/s) [1m4s:15m5s] 6% |██ | (8900/146578, 152 it/s) [1m4s:15m5s] 6% |█ | (8915/146578, 144 it/s) [1m4s:15m57s] 6% |█ | (8933/146578, 144 it/s) [1m4s:15m57s] 6% |█ | (8945/146578, 144 it/s) [1m4s:15m57s] 6% |█ | (8962/146578, 144 it/s) [1m5s:15m57s] 6% |█ | (8963/146578, 144 it/s) [1m5s:15m57s] 6% |█ | (8980/146578, 144 it/s) [1m5s:15m57s] 6% |█ | (8981/146578, 141 it/s) [1m5s:16m14s] 6% |█ | (8988/146578, 141 it/s) [1m5s:16m14s] 6% |█ | (8995/146578, 141 it/s) [1m5s:16m14s] 6% |█ | (9000/146578, 141 it/s) [1m5s:16m14s] 6% |█ | (9007/146578, 141 it/s) [1m5s:16m14s] 6% |█ | (9013/146578, 131 it/s) [1m5s:17m27s] 6% |█ | (9021/146578, 131 it/s) [1m6s:17m27s] 6% |█ | (9028/146578, 131 it/s) [1m6s:17m27s] 6% |█ | (9033/146578, 131 it/s) [1m6s:17m27s] 6% |█ | (9041/146578, 131 it/s) [1m6s:17m27s] 6% |█ | (9046/146578, 131 it/s) [1m6s:17m25s] 6% |█ | (9052/146578, 131 it/s) [1m6s:17m25s] 6% |█ | (9057/146578, 131 it/s) [1m6s:17m25s] 6% |█ | (9076/146578, 131 it/s) [1m6s:17m25s] 6% |█ | (9093/146578, 131 it/s) [1m6s:17m25s] 6% |█ | (9112/146578, 131 it/s) [1m6s:17m25s] 6% |█ | (9130/146578, 131 it/s) [1m6s:17m25s] 6% |█ | (9146/146578, 141 it/s) [1m7s:16m11s] 6% |█ | (9163/146578, 141 it/s) [1m7s:16m11s] 6% |█ | (9175/146578, 141 it/s) [1m7s:16m11s] 6% |█ | (9193/146578, 141 it/s) [1m7s:16m11s] 6% |█ | (9208/146578, 141 it/s) [1m7s:16m11s] 6% |█ | (9227/146578, 141 it/s) [1m7s:16m11s] 6% |█ | (9240/146578, 141 it/s) [1m7s:16m11s] 6% |█ | (9259/146578, 149 it/s) [1m7s:15m19s] 6% |█ | (9277/146578, 149 it/s) [1m7s:15m19s] 6% |█ | (9289/146578, 149 it/s) [1m7s:15m19s] 6% |█ | (9305/146578, 149 it/s) [1m7s:15m19s] 6% |█ | (9324/146578, 149 it/s) [1m7s:15m18s] 6% |█ | (9341/146578, 149 it/s) [1m8s:15m18s] 6% |█ | (9360/146578, 149 it/s) [1m8s:15m18s] 6% |█ | (9371/146578, 149 it/s) [1m8s:15m18s] 6% |█ | (9372/146578, 149 it/s) [1m8s:15m18s] 6% |█ | (9386/146578, 145 it/s) [1m8s:15m48s] 6% |█ | (9404/146578, 145 it/s) [1m8s:15m48s] 6% |█ | (9421/146578, 145 it/s) [1m8s:15m48s] 6% |█ | (9439/146578, 145 it/s) [1m8s:15m48s] 6% |█ | (9457/146578, 145 it/s) [1m8s:15m48s] 6% |█ | (9475/146578, 145 it/s) [1m8s:15m48s] 6% |█ | (9491/146578, 148 it/s) [1m9s:15m23s] 6% |█ | (9510/146578, 148 it/s) [1m9s:15m23s] 6% |█ | (9529/146578, 148 it/s) [1m9s:15m22s] 6% |█ | (9546/146578, 148 it/s) [1m9s:15m22s] 6% |█ | (9547/146578, 148 it/s) [1m9s:15m22s] 6% |█ | (9566/146578, 148 it/s) [1m9s:15m22s] 6% |██ | (9584/146578, 142 it/s) [1m9s:16m2s] 6% |██ | (9602/146578, 142 it/s) [1m9s:16m1s] 6% |██ | (9620/146578, 142 it/s) [1m9s:16m1s] 6% |██ | (9634/146578, 142 it/s) [1m9s:16m1s] 6% |██ | (9646/146578, 142 it/s) [1m9s:16m1s] 6% |█ | (9662/146578, 145 it/s) [1m10s:15m43s] 6% |█ | (9669/146578, 145 it/s) [1m10s:15m43s] 6% |█ | (9676/146578, 145 it/s) [1m10s:15m43s] 6% |█ | (9683/146578, 145 it/s) [1m10s:15m43s] 6% |█ | (9689/146578, 138 it/s) [1m10s:16m28s] 6% |█ | (9696/146578, 138 it/s) [1m10s:16m28s] 6% |█ | (9702/146578, 138 it/s) [1m10s:16m28s] 6% |█ | (9710/146578, 138 it/s) [1m10s:16m28s] 6% |█ | (9715/146578, 138 it/s) [1m11s:16m31s] 6% |█ | (9722/146578, 138 it/s) [1m11s:16m31s] 6% |█ | (9738/146578, 138 it/s) [1m11s:16m31s] 6% |█ | (9754/146578, 138 it/s) [1m11s:16m30s] 6% |█ | (9768/146578, 143 it/s) [1m11s:15m59s] 6% |█ | (9784/146578, 143 it/s) [1m11s:15m59s] 6% |█ | (9800/146578, 143 it/s) [1m11s:15m59s] 6% |█ | (9818/146578, 143 it/s) [1m11s:15m59s] 6% |█ | (9831/146578, 143 it/s) [1m11s:15m58s] 6% |█ | (9848/146578, 143 it/s) [1m11s:15m58s] 6% |█ | (9862/146578, 143 it/s) [1m11s:15m58s] 6% |█ | (9877/146578, 143 it/s) [1m12s:15m55s] 6% |█ | (9884/146578, 143 it/s) [1m12s:15m55s] 6% |█ | (9890/146578, 143 it/s) [1m12s:15m55s] 6% |█ | (9908/146578, 143 it/s) [1m12s:15m55s] 6% |█ | (9926/146578, 143 it/s) [1m12s:15m55s] 6% |█ | (9942/146578, 143 it/s) [1m12s:15m55s] 6% |█ | (9961/146578, 135 it/s) [1m12s:16m51s] 6% |█ | (9975/146578, 135 it/s) [1m12s:16m50s] 6% |█ | (9993/146578, 135 it/s) [1m12s:16m50s] 6% |█ | (10007/146578, 135 it/s) [1m12s:16m50s] 6% |█ | (10024/146578, 135 it/s) [1m12s:16m50s] 6% |█ | (10039/146578, 135 it/s) [1m13s:16m50s] 6% |█ | (10056/146578, 135 it/s) [1m13s:16m50s] 6% |█ | (10071/146578, 135 it/s) [1m13s:16m50s] 6% |█ | (10090/146578, 144 it/s) [1m13s:15m49s] 6% |█ | (10107/146578, 144 it/s) [1m13s:15m48s] 6% |█ | (10113/146578, 144 it/s) [1m13s:15m48s] 6% |█ | (10126/146578, 144 it/s) [1m13s:15m48s] 6% |█ | (10143/146578, 147 it/s) [1m13s:15m29s] 6% |█ | (10159/146578, 147 it/s) [1m13s:15m29s] 6% |█ | (10177/146578, 147 it/s) [1m13s:15m29s] 6% |█ | (10191/146578, 147 it/s) [1m13s:15m29s] 6% |█ | (10209/146578, 147 it/s) [1m13s:15m29s] 6% |█ | (10223/146578, 147 it/s) [1m14s:15m28s] 6% |█ | (10241/146578, 147 it/s) [1m14s:15m28s] 6% |█ | (10259/146578, 147 it/s) [1m14s:15m28s] 7% |██ | (10276/146578, 149 it/s) [1m14s:15m14s] 7% |██ | (10289/146578, 149 it/s) [1m14s:15m14s] 7% |██ | (10306/146578, 149 it/s) [1m14s:15m13s] 7% |██ | 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150 it/s) [1m38s:14m47s] 9% |██ | (13824/146578, 150 it/s) [1m38s:14m47s] 9% |██ | (13837/146578, 150 it/s) [1m38s:14m44s] 9% |██ | (13854/146578, 150 it/s) [1m38s:14m44s] 9% |██ | (13855/146578, 150 it/s) [1m38s:14m44s] 9% |██ | (13864/146578, 142 it/s) [1m39s:15m32s] 9% |██ | (13876/146578, 142 it/s) [1m39s:15m31s] 9% |██ | (13883/146578, 142 it/s) [1m39s:15m31s] 9% |██ | (13884/146578, 142 it/s) [1m39s:15m31s] 9% |██ | (13890/146578, 142 it/s) [1m39s:15m31s] 9% |██ | (13897/146578, 138 it/s) [1m39s:16m3s] 9% |██ | (13902/146578, 138 it/s) [1m39s:16m3s] 9% |██ | (13909/146578, 138 it/s) [1m40s:16m3s] 9% |██ | (13915/146578, 138 it/s) [1m40s:16m3s] 9% |██ | (13923/146578, 138 it/s) [1m40s:16m3s] 9% |██ | (13929/146578, 134 it/s) [1m40s:16m28s] 9% |██ | (13936/146578, 134 it/s) [1m40s:16m28s] 9% |██ | (13942/146578, 134 it/s) [1m40s:16m28s] 9% |██ | (13950/146578, 134 it/s) [1m40s:16m28s] 9% |██ | (13973/146578, 134 it/s) [1m40s:16m27s] 9% |██ | (13976/146578, 134 it/s) [1m40s:16m27s] 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196 it/s) [2m0s:11m0s] 11% |███ | (17244/146578, 196 it/s) [2m0s:11m0s] 11% |███ | (17254/146578, 184 it/s) [2m0s:11m43s] 11% |███ | (17271/146578, 184 it/s) [2m0s:11m43s] 11% |███ | (17292/146578, 184 it/s) [2m0s:11m43s] 11% |███ | (17301/146578, 184 it/s) [2m0s:11m43s] 11% |███ | (17321/146578, 184 it/s) [2m1s:11m43s] 11% |███ | (17325/146578, 184 it/s) [2m1s:11m43s] 11% |███ | (17331/146578, 167 it/s) [2m1s:12m54s] 11% |███ | (17344/146578, 167 it/s) [2m1s:12m54s] 11% |███ | (17365/146578, 167 it/s) [2m1s:12m54s] 11% |███ | (17388/146578, 167 it/s) [2m1s:12m54s] 11% |███ | (17408/146578, 167 it/s) [2m1s:12m54s] 11% |███ | (17430/146578, 171 it/s) [2m1s:12m33s] 11% |███ | (17446/146578, 171 it/s) [2m1s:12m33s] 11% |███ | (17447/146578, 171 it/s) [2m2s:12m33s] 11% |███ | (17453/146578, 171 it/s) [2m2s:12m33s] 11% |███ | (17460/146578, 171 it/s) [2m2s:12m33s] 11% |███ | (17468/146578, 157 it/s) [2m2s:13m40s] 11% |███ | (17477/146578, 157 it/s) [2m2s:13m40s] 11% |███ | (17483/146578, 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(23444/146578, 172 it/s) [2m41s:11m56s] 16% |████ | (23466/146578, 152 it/s) [2m41s:13m30s] 16% |████ | (23485/146578, 152 it/s) [2m41s:13m29s] 16% |████ | (23504/146578, 152 it/s) [2m41s:13m29s] 16% |████ | (23523/146578, 152 it/s) [2m41s:13m29s] 16% |████ | (23537/146578, 152 it/s) [2m41s:13m29s] 16% |████ | (23555/146578, 152 it/s) [2m41s:13m29s] 16% |████ | (23568/146578, 152 it/s) [2m41s:13m29s] 16% |█████ | (23572/146578, 157 it/s) [2m42s:13m5s] 16% |█████ | (23577/146578, 157 it/s) [2m42s:13m5s] 16% |█████ | (23593/146578, 157 it/s) [2m42s:13m5s] 16% |█████ | (23611/146578, 157 it/s) [2m42s:13m5s] 16% |█████ | (23622/146578, 157 it/s) [2m42s:13m5s] 16% |█████ | (23635/146578, 157 it/s) [2m42s:13m5s] 16% |████ | (23643/146578, 152 it/s) [2m42s:13m31s] 16% |████ | (23648/146578, 152 it/s) [2m42s:13m31s] 16% |████ | (23664/146578, 152 it/s) [2m42s:13m31s] 16% |████ | (23681/146578, 152 it/s) [2m42s:13m31s] 16% |████ | (23688/146578, 152 it/s) [2m42s:13m30s] 16% |████ | (23705/146578, 152 it/s) [2m42s:13m30s] 16% |████ | (23706/146578, 148 it/s) [2m43s:13m52s] 16% |████ | (23720/146578, 148 it/s) [2m43s:13m52s] 16% |████ | (23734/146578, 148 it/s) [2m43s:13m52s] 16% |████ | (23752/146578, 148 it/s) [2m43s:13m51s] 16% |████ | (23766/146578, 148 it/s) [2m43s:13m51s] 16% |████ | (23783/146578, 148 it/s) [2m43s:13m51s] 16% |████ | (23784/146578, 141 it/s) [2m43s:14m28s] 16% |████ | (23789/146578, 141 it/s) [2m43s:14m28s] 16% |████ | (23797/146578, 141 it/s) [2m43s:14m28s] 16% |████ | (23815/146578, 141 it/s) [2m43s:14m28s] 16% |████ | (23836/146578, 141 it/s) [2m44s:14m28s] 16% |████ | (23856/146578, 141 it/s) [2m44s:14m28s] 16% |█████ | (23861/146578, 145 it/s) [2m44s:14m5s] 16% |█████ | (23862/146578, 145 it/s) [2m44s:14m5s] 16% |█████ | (23868/146578, 145 it/s) [2m44s:14m5s] 16% |█████ | (23887/146578, 145 it/s) [2m44s:14m4s] 16% |█████ | (23908/146578, 145 it/s) [2m44s:14m4s] 16% |█████ | (23916/146578, 145 it/s) [2m44s:14m4s] 16% |████ | (23936/146578, 143 it/s) [2m44s:14m16s] 16% |████ | (23947/146578, 143 it/s) [2m44s:14m16s] 16% |████ | (23961/146578, 143 it/s) [2m44s:14m16s] 16% |████ | (23977/146578, 143 it/s) [2m44s:14m16s] 16% |████ | (23998/146578, 143 it/s) [2m45s:14m15s] 16% |████ | (24014/146578, 143 it/s) [2m45s:14m15s] 16% |████ | (24033/146578, 143 it/s) [2m45s:14m15s] 16% |████ | (24049/146578, 142 it/s) [2m45s:14m21s] 16% |████ | (24050/146578, 142 it/s) [2m45s:14m21s] 16% |████ | (24051/146578, 142 it/s) [2m45s:14m21s] 16% |████ | (24071/146578, 142 it/s) [2m45s:14m21s] 16% |████ | (24094/146578, 142 it/s) [2m45s:14m21s] 16% |████ | (24113/146578, 142 it/s) [2m45s:14m21s] 16% |████ | (24134/146578, 142 it/s) [2m45s:14m21s] 16% |█████ | (24153/146578, 144 it/s) [2m46s:14m7s] 16% |█████ | (24172/146578, 144 it/s) [2m46s:14m7s] 16% |█████ | (24191/146578, 144 it/s) [2m46s:14m7s] 16% |█████ | (24212/146578, 144 it/s) [2m46s:14m7s] 16% |█████ | (24229/146578, 144 it/s) [2m46s:14m7s] 16% |████ | 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17% |█████ | (25584/146578, 123 it/s) [2m55s:16m20s] 17% |█████ | (25607/146578, 123 it/s) [2m55s:16m20s] 17% |█████ | (25630/146578, 123 it/s) [2m56s:16m20s] 17% |█████ | (25650/146578, 123 it/s) [2m56s:16m19s] 17% |█████ | (25670/146578, 123 it/s) [2m56s:16m19s] 17% |█████ | (25684/146578, 123 it/s) [2m56s:16m19s] 17% |█████ | (25692/146578, 123 it/s) [2m56s:16m19s] 17% |█████ | (25693/146578, 133 it/s) [2m56s:15m8s] 17% |█████ | (25710/146578, 133 it/s) [2m56s:15m8s] 17% |█████ | (25719/146578, 133 it/s) [2m56s:15m8s] 17% |█████ | (25735/146578, 133 it/s) [2m56s:15m8s] 17% |█████ | (25754/146578, 133 it/s) [2m56s:15m7s] 17% |█████ | (25774/146578, 133 it/s) [2m56s:15m7s] 17% |█████ | (25795/146578, 133 it/s) [2m56s:15m7s] 17% |█████ | (25815/146578, 133 it/s) [2m56s:15m7s] 17% |█████ | (25835/146578, 145 it/s) [2m56s:13m51s] 17% |█████ | (25839/146578, 145 it/s) [2m57s:13m51s] 17% |█████ | (25840/146578, 145 it/s) [2m57s:13m51s] 17% |█████ | (25860/146578, 145 it/s) [2m57s:13m51s] 17% |█████ | (25880/146578, 145 it/s) [2m57s:13m51s] 17% |█████ | (25901/146578, 145 it/s) [2m57s:13m51s] 17% |█████ | (25921/146578, 149 it/s) [2m57s:13m28s] 17% |█████ | (25940/146578, 149 it/s) [2m57s:13m28s] 17% |█████ | (25944/146578, 149 it/s) [2m57s:13m28s] 17% |█████ | (25964/146578, 149 it/s) [2m57s:13m28s] 17% |█████ | (25983/146578, 149 it/s) [2m57s:13m28s] 17% |█████ | (26005/146578, 149 it/s) [2m57s:13m28s] 17% |█████ | (26025/146578, 149 it/s) [2m57s:13m28s] 17% |█████ | (26045/146578, 155 it/s) [2m58s:12m56s] 17% |█████ | (26066/146578, 155 it/s) [2m58s:12m56s] 17% |█████ | (26082/146578, 155 it/s) [2m58s:12m56s] 17% |█████ | (26101/146578, 155 it/s) [2m58s:12m56s] 17% |█████ | (26115/146578, 155 it/s) [2m58s:12m56s] 17% |█████ | (26133/146578, 155 it/s) [2m58s:12m56s] 17% |█████ | (26144/146578, 155 it/s) [2m58s:12m56s] 17% |█████ | (26155/146578, 166 it/s) [2m58s:12m6s] 17% |█████ | (26168/146578, 166 it/s) [2m58s:12m6s] 17% |█████ | (26169/146578, 166 it/s) [2m58s:12m6s] 17% |█████ | (26186/146578, 166 it/s) [2m58s:12m6s] 17% |█████ | (26203/146578, 166 it/s) [2m58s:12m6s] 17% |█████ | (26221/146578, 166 it/s) [2m58s:12m6s] 17% |█████ | (26239/146578, 176 it/s) [2m58s:11m24s] 17% |█████ | (26257/146578, 176 it/s) [2m59s:11m24s] 17% |█████ | (26267/146578, 176 it/s) [2m59s:11m24s] 17% |█████ | (26286/146578, 176 it/s) [2m59s:11m24s] 17% |█████ | (26305/146578, 176 it/s) [2m59s:11m24s] 17% |█████ | (26324/146578, 176 it/s) [2m59s:11m23s] 17% |█████ | (26343/146578, 176 it/s) [2m59s:11m23s] 17% |█████ | (26359/146578, 181 it/s) [2m59s:11m3s] 17% |█████ | (26376/146578, 181 it/s) [2m59s:11m3s] 18% |█████ | (26393/146578, 181 it/s) [2m59s:11m3s] 18% |█████ | (26407/146578, 181 it/s) [2m59s:11m3s] 18% |█████ | (26423/146578, 181 it/s) [2m59s:11m3s] 18% |█████ | (26437/146578, 181 it/s) [2m59s:11m2s] 18% |█████ | (26454/146578, 181 it/s) [2m59s:11m2s] 18% |█████ | (26470/146578, 181 it/s) [2m59s:11m2s] 18% |█████ | (26484/146578, 192 it/s) [3m0s:10m26s] 18% |█████ | (26485/146578, 192 it/s) [3m0s:10m26s] 18% |█████ | (26499/146578, 192 it/s) [3m0s:10m26s] 18% |█████ | (26515/146578, 192 it/s) [3m0s:10m26s] 18% |█████ | (26531/146578, 192 it/s) [3m0s:10m26s] 18% |█████ | (26548/146578, 194 it/s) [3m0s:10m17s] 18% |█████ | (26550/146578, 194 it/s) [3m0s:10m17s] 18% |█████ | (26551/146578, 194 it/s) [3m0s:10m17s] 18% |█████ | (26564/146578, 194 it/s) [3m0s:10m17s] 18% |█████ | (26581/146578, 194 it/s) [3m0s:10m17s] 18% |█████ | (26598/146578, 198 it/s) [3m1s:10m7s] 18% |█████ | (26616/146578, 198 it/s) [3m1s:10m7s] 18% |█████ | (26631/146578, 198 it/s) [3m1s:10m7s] 18% |█████ | (26650/146578, 198 it/s) [3m1s:10m7s] 18% |█████ | (26670/146578, 198 it/s) [3m1s:10m6s] 18% |█████ | (26691/146578, 198 it/s) [3m1s:10m6s] 18% |█████ | (26711/146578, 198 it/s) [3m1s:10m4s] 18% |█████ | (26730/146578, 198 it/s) [3m1s:10m4s] 18% |█████ | (26741/146578, 198 it/s) [3m1s:10m4s] 18% |█████ | (26743/146578, 198 it/s) [3m1s:10m4s] 18% |█████ | (26748/146578, 198 it/s) [3m1s:10m4s] 18% |█████ | (26762/146578, 183 it/s) [3m2s:10m53s] 18% |█████ | (26763/146578, 183 it/s) [3m2s:10m53s] 18% |█████ | (26768/146578, 183 it/s) [3m2s:10m53s] 18% |█████ | (26777/146578, 183 it/s) [3m2s:10m53s] 18% |█████ | (26784/146578, 171 it/s) [3m2s:11m41s] 18% |█████ | (26793/146578, 171 it/s) [3m2s:11m41s] 18% |█████ | (26801/146578, 171 it/s) [3m2s:11m41s] 18% |█████ | (26811/146578, 171 it/s) [3m2s:11m41s] 18% |█████ | (26819/146578, 171 it/s) [3m2s:11m41s] 18% |█████ | (26827/146578, 157 it/s) [3m3s:12m43s] 18% |█████ | (26835/146578, 157 it/s) [3m3s:12m43s] 18% |█████ | (26841/146578, 157 it/s) [3m3s:12m43s] 18% |█████ | (26849/146578, 157 it/s) [3m3s:12m43s] 18% |█████ | (26855/146578, 157 it/s) [3m3s:12m43s] 18% |█████ | (26875/146578, 157 it/s) [3m3s:12m43s] 18% |█████ | (26895/146578, 142 it/s) [3m3s:14m0s] 18% |█████ | (26911/146578, 142 it/s) [3m3s:14m0s] 18% |█████ | (26930/146578, 142 it/s) [3m3s:14m0s] 18% |█████ | (26946/146578, 142 it/s) [3m3s:14m0s] 18% |█████ | (26964/146578, 142 it/s) [3m3s:14m0s] 18% |█████ | (26979/146578, 142 it/s) [3m3s:14m0s] 18% |█████ | (26998/146578, 142 it/s) [3m4s:13m59s] 18% |█████ | (27014/146578, 153 it/s) [3m4s:13m2s] 18% |█████ | (27031/146578, 153 it/s) [3m4s:13m2s] 18% |█████ | (27051/146578, 153 it/s) [3m4s:13m1s] 18% |█████ | (27071/146578, 153 it/s) [3m4s:13m1s] 18% |█████ | (27090/146578, 153 it/s) [3m4s:13m1s] 18% |█████ | (27110/146578, 153 it/s) [3m4s:13m1s] 18% |█████ | (27132/146578, 153 it/s) [3m4s:13m1s] 18% |█████ | (27155/146578, 157 it/s) [3m4s:12m41s] 18% |█████ | (27178/146578, 157 it/s) [3m4s:12m41s] 18% |█████ | (27196/146578, 157 it/s) [3m4s:12m41s] 18% |█████ | (27218/146578, 157 it/s) [3m4s:12m41s] 18% |█████ | (27240/146578, 157 it/s) [3m5s:12m41s] 18% |█████ | (27263/146578, 153 it/s) [3m5s:12m58s] 18% |█████ | (27285/146578, 153 it/s) [3m5s:12m58s] 18% |█████ | (27304/146578, 153 it/s) [3m5s:12m58s] 18% |█████ | (27317/146578, 153 it/s) [3m5s:12m57s] 18% |█████ | (27318/146578, 149 it/s) [3m5s:13m19s] 18% |█████ | (27320/146578, 149 it/s) [3m5s:13m19s] 18% |█████ | (27333/146578, 149 it/s) [3m6s:13m19s] 18% |█████ | (27349/146578, 149 it/s) [3m6s:13m19s] 18% |█████ | (27370/146578, 149 it/s) [3m6s:13m19s] 18% |█████ | (27377/146578, 153 it/s) [3m6s:12m58s] 18% |█████ | (27381/146578, 153 it/s) [3m6s:12m58s] 18% |█████ | (27396/146578, 153 it/s) [3m6s:12m58s] 18% |█████ | (27402/146578, 153 it/s) [3m6s:12m58s] 18% |█████ | (27409/146578, 153 it/s) [3m6s:12m58s] 18% |█████ | (27415/146578, 138 it/s) [3m6s:14m22s] 18% |█████ | (27420/146578, 138 it/s) [3m6s:14m22s] 18% |█████ | (27429/146578, 138 it/s) [3m7s:14m22s] 18% |█████ | (27437/146578, 138 it/s) [3m7s:14m22s] 18% |█████ | (27457/146578, 138 it/s) [3m7s:14m22s] 18% |█████ | (27478/146578, 138 it/s) [3m7s:14m22s] 18% |█████ | (27493/146578, 141 it/s) [3m7s:14m4s] 18% |█████ | (27502/146578, 141 it/s) [3m7s:14m3s] 18% |█████ | (27503/146578, 141 it/s) [3m7s:14m3s] 18% |█████ | (27525/146578, 141 it/s) [3m7s:14m3s] 18% |█████ | (27547/146578, 141 it/s) [3m7s:14m3s] 18% |█████ | (27569/146578, 141 it/s) [3m7s:14m3s] 18% |█████ | (27589/146578, 155 it/s) [3m7s:12m49s] 18% |█████ | (27607/146578, 155 it/s) [3m7s:12m49s] 18% |█████ | (27611/146578, 155 it/s) [3m8s:12m49s] 18% |█████ | (27630/146578, 155 it/s) [3m8s:12m49s] 18% |█████ | (27650/146578, 155 it/s) [3m8s:12m49s] 18% |█████ | (27670/146578, 155 it/s) [3m8s:12m49s] 18% |█████ | (27691/146578, 168 it/s) [3m8s:11m49s] 18% |█████ | (27711/146578, 168 it/s) [3m8s:11m49s] 18% |█████ | (27724/146578, 168 it/s) [3m8s:11m49s] 18% |█████ | (27745/146578, 168 it/s) [3m8s:11m49s] 18% |█████ | (27760/146578, 168 it/s) [3m8s:11m49s] 18% |█████ | (27782/146578, 168 it/s) [3m8s:11m48s] 18% |█████ | (27803/146578, 178 it/s) [3m8s:11m6s] 18% |█████ | (27818/146578, 178 it/s) [3m8s:11m6s] 18% |█████ | (27827/146578, 178 it/s) [3m9s:11m6s] 18% |█████ | (27829/146578, 178 it/s) [3m9s:11m6s] 19% |██████ | (27850/146578, 178 it/s) [3m9s:11m6s] 19% |██████ | (27869/146578, 178 it/s) [3m9s:11m6s] 19% |██████ | (27887/146578, 178 it/s) [3m9s:11m6s] 19% |██████ | (27907/146578, 172 it/s) [3m9s:11m30s] 19% |██████ | (27925/146578, 172 it/s) [3m9s:11m30s] 19% |██████ | (27934/146578, 172 it/s) [3m9s:11m30s] 19% |██████ | (27944/146578, 172 it/s) [3m9s:11m30s] 19% |██████ | (27962/146578, 157 it/s) [3m9s:12m36s] 19% |██████ | (27974/146578, 157 it/s) [3m9s:12m36s] 19% |██████ | (27982/146578, 157 it/s) [3m9s:12m36s] 19% |█████ | (27997/146578, 157 it/s) [3m10s:12m36s] 19% |█████ | (28003/146578, 157 it/s) [3m10s:12m36s] 19% |█████ | (28011/146578, 146 it/s) [3m10s:13m31s] 19% |█████ | (28018/146578, 146 it/s) [3m10s:13m31s] 19% |█████ | (28025/146578, 138 it/s) [3m10s:14m19s] 19% |█████ | (28039/146578, 138 it/s) [3m11s:14m19s] 19% |█████ | (28046/146578, 138 it/s) [3m11s:14m19s] 19% |█████ | (28057/146578, 138 it/s) [3m11s:14m18s] 19% |█████ | (28069/146578, 138 it/s) [3m11s:14m18s] 19% |█████ | (28086/146578, 138 it/s) [3m11s:14m16s] 19% |█████ | (28104/146578, 138 it/s) [3m11s:14m15s] 19% |█████ | (28122/146578, 138 it/s) [3m11s:14m15s] 19% |█████ | (28140/146578, 138 it/s) [3m11s:14m15s] 19% |█████ | (28155/146578, 146 it/s) [3m11s:13m30s] 19% |█████ | (28172/146578, 146 it/s) [3m12s:13m30s] 19% |█████ | (28189/146578, 146 it/s) [3m12s:13m30s] 19% |█████ | (28206/146578, 146 it/s) [3m12s:13m30s] 19% |█████ | (28224/146578, 146 it/s) [3m12s:13m30s] 19% |█████ | (28243/146578, 146 it/s) [3m12s:13m29s] 19% |██████ | (28249/146578, 151 it/s) [3m12s:13m5s] 19% |██████ | (28260/146578, 151 it/s) [3m12s:13m5s] 19% |██████ | (28277/146578, 151 it/s) [3m12s:13m5s] 19% |██████ | (28292/146578, 151 it/s) [3m12s:13m5s] 19% |██████ | (28304/146578, 151 it/s) [3m12s:13m5s] 19% |██████ | (28317/146578, 151 it/s) [3m12s:13m5s] 19% |██████ | (28332/146578, 151 it/s) [3m12s:13m5s] 19% |██████ | (28348/146578, 150 it/s) [3m12s:13m7s] 19% |██████ | (28367/146578, 150 it/s) [3m13s:13m7s] 19% |██████ | (28383/146578, 150 it/s) [3m13s:13m7s] 19% |██████ | (28397/146578, 150 it/s) [3m13s:13m6s] 19% |██████ | (28413/146578, 150 it/s) [3m13s:13m6s] 19% |██████ | (28427/146578, 150 it/s) [3m13s:13m6s] 19% |██████ | (28446/146578, 150 it/s) [3m13s:13m6s] 19% |██████ | (28460/146578, 150 it/s) [3m13s:13m6s] 19% |█████ | (28478/146578, 153 it/s) [3m13s:12m49s] 19% |█████ | (28496/146578, 153 it/s) [3m13s:12m49s] 19% |█████ | (28510/146578, 153 it/s) [3m13s:12m49s] 19% |█████ | (28529/146578, 153 it/s) [3m13s:12m49s] 19% |█████ | (28542/146578, 153 it/s) [3m13s:12m49s] 19% |█████ | (28558/146578, 153 it/s) [3m13s:12m49s] 19% |█████ | (28575/146578, 153 it/s) [3m13s:12m49s] 19% |█████ | (28588/146578, 156 it/s) [3m13s:12m35s] 19% |█████ | (28605/146578, 156 it/s) [3m14s:12m34s] 19% |█████ | (28622/146578, 156 it/s) [3m14s:12m34s] 19% |█████ | (28640/146578, 156 it/s) [3m14s:12m34s] 19% |█████ | (28654/146578, 156 it/s) [3m14s:12m34s] 19% |█████ | (28672/146578, 156 it/s) [3m14s:12m34s] 19% |█████ | (28690/146578, 156 it/s) [3m14s:12m34s] 19% |█████ | (28702/146578, 156 it/s) [3m14s:12m34s] 19% |█████ | (28711/146578, 160 it/s) [3m14s:12m14s] 19% |█████ | (28712/146578, 160 it/s) [3m14s:12m14s] 19% |█████ | (28727/146578, 160 it/s) [3m14s:12m14s] 19% |█████ | (28745/146578, 160 it/s) [3m14s:12m14s] 19% |█████ | (28763/146578, 160 it/s) [3m14s:12m14s] 19% |█████ | (28779/146578, 160 it/s) [3m14s:12m14s] 19% |██████ | (28792/146578, 162 it/s) [3m15s:12m6s] 19% |██████ | (28809/146578, 162 it/s) [3m15s:12m6s] 19% |██████ | (28825/146578, 162 it/s) [3m15s:12m6s] 19% |██████ | (28842/146578, 162 it/s) [3m15s:12m6s] 19% |██████ | (28860/146578, 162 it/s) [3m15s:12m6s] 19% |█████ | (28875/146578, 171 it/s) [3m15s:11m29s] 19% |█████ | (28883/146578, 171 it/s) [3m15s:11m28s] 19% |█████ | (28902/146578, 171 it/s) [3m15s:11m28s] 19% |█████ | (28910/146578, 171 it/s) [3m15s:11m28s] 19% |█████ | (28928/146578, 171 it/s) [3m15s:11m28s] 19% |█████ | (28950/146578, 182 it/s) [3m15s:10m46s] 19% |█████ | (28972/146578, 182 it/s) [3m16s:10m46s] 19% |█████ | (28987/146578, 182 it/s) [3m16s:10m46s] 19% |█████ | (29009/146578, 182 it/s) [3m16s:10m46s] 19% |█████ | (29024/146578, 182 it/s) [3m16s:10m46s] 19% |█████ | (29046/146578, 182 it/s) [3m16s:10m45s] 19% |█████ | (29062/146578, 182 it/s) [3m16s:10m45s] 19% |██████ | (29076/146578, 195 it/s) [3m16s:10m1s] 19% |██████ | (29078/146578, 195 it/s) [3m16s:10m1s] 19% |██████ | (29085/146578, 195 it/s) [3m16s:10m1s] 19% |██████ | (29092/146578, 195 it/s) [3m16s:10m1s] 19% |██████ | (29101/146578, 195 it/s) [3m16s:10m1s] 19% |█████ | (29108/146578, 186 it/s) [3m17s:10m30s] 19% |█████ | (29114/146578, 186 it/s) [3m17s:10m30s] 19% |█████ | (29122/146578, 186 it/s) [3m17s:10m30s] 19% |█████ | (29130/146578, 186 it/s) [3m17s:10m30s] 19% |█████ | (29139/146578, 186 it/s) [3m17s:10m30s] 19% |█████ | (29163/146578, 178 it/s) [3m17s:10m58s] 19% |█████ | (29184/146578, 178 it/s) [3m17s:10m58s] 19% 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[3m36s:14m24s] 21% |██████ | (31796/146578, 133 it/s) [3m36s:14m24s] 21% |██████ | (31797/146578, 145 it/s) [3m37s:13m13s] 21% |██████ | (31814/146578, 145 it/s) [3m37s:13m13s] 21% |██████ | (31831/146578, 145 it/s) [3m37s:13m13s] 21% |██████ | (31849/146578, 145 it/s) [3m37s:13m13s] 21% |██████ | (31867/146578, 145 it/s) [3m37s:13m13s] 21% |██████ | (31881/146578, 145 it/s) [3m37s:13m13s] 21% |██████ | (31884/146578, 145 it/s) [3m37s:13m13s] 21% |██████ | (31894/146578, 145 it/s) [3m37s:13m9s] 21% |██████ | (31911/146578, 145 it/s) [3m37s:13m9s] 21% |██████ | (31929/146578, 145 it/s) [3m37s:13m9s] 21% |██████ | (31940/146578, 145 it/s) [3m37s:13m9s] 21% |██████ | (31952/146578, 145 it/s) [3m37s:13m9s] 21% |██████ | (31961/146578, 152 it/s) [3m38s:12m34s] 21% |██████ | (31967/146578, 152 it/s) [3m38s:12m34s] 21% |██████ | (31979/146578, 152 it/s) [3m38s:12m34s] 21% |██████ | (31991/146578, 152 it/s) [3m38s:12m34s] 21% |██████ | (31997/146578, 152 it/s) [3m38s:12m34s] 21% |██████ | (32011/146578, 155 it/s) [3m38s:12m18s] 21% |██████ | (32029/146578, 155 it/s) [3m38s:12m18s] 21% |██████ | (32045/146578, 155 it/s) [3m38s:12m17s] 21% |██████ | (32064/146578, 155 it/s) [3m38s:12m17s] 21% |██████ | (32081/146578, 155 it/s) [3m38s:12m17s] 21% |██████ | (32097/146578, 166 it/s) [3m39s:11m31s] 21% |██████ | (32104/146578, 166 it/s) [3m39s:11m31s] 21% |██████ | (32111/146578, 166 it/s) [3m39s:11m31s] 21% |██████ | (32119/146578, 166 it/s) [3m39s:11m31s] 21% |██████ | (32137/146578, 166 it/s) [3m39s:11m31s] 21% |██████ | (32139/146578, 166 it/s) [3m39s:11m31s] 21% |██████ | (32140/146578, 161 it/s) [3m39s:11m48s] 21% |██████ | (32152/146578, 161 it/s) [3m39s:11m48s] 21% |██████ | (32167/146578, 161 it/s) [3m39s:11m48s] 21% |██████ | (32184/146578, 161 it/s) [3m39s:11m48s] 21% |██████ | (32203/146578, 161 it/s) [3m39s:11m48s] 21% |██████ | (32220/146578, 161 it/s) [3m40s:11m48s] 21% |██████ | (32224/146578, 157 it/s) [3m40s:12m6s] 21% |██████ | (32237/146578, 157 it/s) [3m40s:12m6s] 22% |███████ | (32255/146578, 157 it/s) [3m40s:12m6s] 22% |███████ | (32273/146578, 157 it/s) [3m40s:12m6s] 22% |███████ | (32281/146578, 157 it/s) [3m40s:12m6s] 22% |███████ | (32297/146578, 157 it/s) [3m40s:12m6s] 22% |██████ | (32298/146578, 141 it/s) [3m40s:13m30s] 22% |██████ | (32314/146578, 141 it/s) [3m40s:13m29s] 22% |██████ | (32334/146578, 141 it/s) [3m40s:13m29s] 22% |██████ | (32352/146578, 141 it/s) [3m41s:13m29s] 22% |██████ | (32367/146578, 141 it/s) [3m41s:13m29s] 22% |██████ | (32368/146578, 132 it/s) [3m41s:14m25s] 22% |██████ | (32369/146578, 132 it/s) [3m41s:14m25s] 22% |██████ | (32370/146578, 132 it/s) [3m41s:14m25s] 22% |██████ | (32391/146578, 132 it/s) [3m41s:14m25s] 22% |██████ | (32412/146578, 132 it/s) [3m41s:14m24s] 22% |██████ | (32431/146578, 132 it/s) [3m41s:14m24s] 22% |██████ | (32450/146578, 132 it/s) [3m41s:14m24s] 22% |██████ | (32466/146578, 138 it/s) [3m42s:13m47s] 22% |██████ | (32470/146578, 138 it/s) [3m42s:13m47s] 22% |██████ | (32489/146578, 138 it/s) [3m42s:13m46s] 22% |██████ | (32497/146578, 138 it/s) [3m42s:13m46s] 22% |██████ | (32519/146578, 138 it/s) [3m42s:13m46s] 22% |██████ | (32534/146578, 138 it/s) [3m42s:13m46s] 22% |██████ | (32547/146578, 139 it/s) [3m42s:13m41s] 22% |██████ | (32567/146578, 139 it/s) [3m42s:13m41s] 22% |██████ | (32568/146578, 139 it/s) [3m42s:13m41s] 22% |██████ | (32588/146578, 139 it/s) [3m42s:13m41s] 22% |██████ | (32610/146578, 133 it/s) [3m43s:14m15s] 22% |██████ | (32630/146578, 133 it/s) [3m43s:14m15s] 22% |██████ | (32650/146578, 133 it/s) [3m43s:14m15s] 22% |██████ | (32670/146578, 133 it/s) [3m43s:14m15s] 22% |██████ | (32692/146578, 133 it/s) [3m43s:14m15s] 22% |██████ | (32709/146578, 133 it/s) [3m43s:14m14s] 22% |██████ | (32730/146578, 133 it/s) [3m43s:14m14s] 22% |██████ | (32747/146578, 133 it/s) [3m43s:14m14s] 22% |██████ | (32758/146578, 149 it/s) [3m43s:12m44s] 22% |██████ | (32759/146578, 149 it/s) [3m43s:12m44s] 22% |██████ | (32767/146578, 149 it/s) [3m43s:12m44s] 22% |██████ | (32786/146578, 149 it/s) [3m43s:12m44s] 22% |██████ | (32810/146578, 149 it/s) [3m43s:12m44s] 22% |██████ | (32823/146578, 151 it/s) [3m44s:12m30s] 22% |██████ | (32838/146578, 151 it/s) [3m44s:12m30s] 22% |██████ | (32849/146578, 151 it/s) [3m44s:12m30s] 22% |██████ | (32860/146578, 151 it/s) [3m44s:12m30s] 22% |██████ | (32882/146578, 151 it/s) [3m44s:12m30s] 22% |██████ | (32904/146578, 152 it/s) [3m44s:12m27s] 22% |██████ | (32925/146578, 152 it/s) [3m44s:12m27s] 22% |██████ | (32944/146578, 152 it/s) [3m44s:12m27s] 22% |██████ | (32948/146578, 152 it/s) [3m44s:12m27s] 22% |██████ | (32949/146578, 152 it/s) [3m44s:12m27s] 22% |██████ | (32956/146578, 155 it/s) [3m45s:12m11s] 22% |██████ | (32978/146578, 155 it/s) [3m45s:12m10s] 22% |██████ | (32992/146578, 155 it/s) [3m45s:12m10s] 22% |██████ | (33011/146578, 155 it/s) [3m45s:12m10s] 22% |██████ | (33025/146578, 155 it/s) [3m45s:12m10s] 22% |██████ | (33039/146578, 155 it/s) [3m45s:12m10s] 22% |██████ | (33060/146578, 155 it/s) [3m45s:12m10s] 22% |██████ | (33061/146578, 158 it/s) [3m45s:11m57s] 22% |██████ | (33081/146578, 158 it/s) [3m45s:11m57s] 22% |██████ | (33104/146578, 158 it/s) [3m45s:11m57s] 22% |██████ | (33124/146578, 158 it/s) [3m45s:11m57s] 22% |██████ | (33146/146578, 158 it/s) [3m45s:11m57s] 22% |██████ | (33162/146578, 158 it/s) [3m45s:11m57s] 22% |██████ | (33176/146578, 166 it/s) [3m46s:11m22s] 22% |██████ | (33189/146578, 166 it/s) [3m46s:11m22s] 22% |██████ | (33212/146578, 166 it/s) [3m46s:11m22s] 22% |██████ | (33213/146578, 166 it/s) [3m46s:11m22s] 22% |██████ | (33215/146578, 166 it/s) [3m46s:11m22s] 22% |██████ | (33217/146578, 164 it/s) [3m46s:11m30s] 22% |██████ | (33240/146578, 164 it/s) [3m46s:11m30s] 22% |██████ | (33258/146578, 164 it/s) [3m46s:11m30s] 22% |██████ | (33280/146578, 164 it/s) [3m46s:11m30s] 22% |██████ | (33299/146578, 164 it/s) [3m46s:11m30s] 22% |██████ | (33322/146578, 164 it/s) [3m47s:11m30s] 22% |██████ | (33327/146578, 169 it/s) [3m47s:11m10s] 22% |██████ | (33337/146578, 169 it/s) [3m47s:11m10s] 22% |██████ | (33357/146578, 169 it/s) [3m47s:11m10s] 22% |██████ | (33378/146578, 169 it/s) [3m47s:11m10s] 22% |██████ | (33385/146578, 169 it/s) [3m47s:11m10s] 22% |██████ | (33404/146578, 166 it/s) [3m47s:11m21s] 22% |██████ | (33412/146578, 166 it/s) [3m47s:11m21s] 22% |██████ | (33420/146578, 166 it/s) [3m47s:11m21s] 22% |██████ | (33427/146578, 166 it/s) [3m48s:11m21s] 22% |██████ | (33434/146578, 166 it/s) [3m48s:11m21s] 22% |██████ | (33441/146578, 160 it/s) [3m48s:11m47s] 22% |██████ | (33449/146578, 160 it/s) [3m48s:11m47s] 22% |██████ | (33456/146578, 160 it/s) [3m48s:11m47s] 22% |██████ | (33477/146578, 160 it/s) [3m48s:11m47s] 22% |██████ | (33496/146578, 160 it/s) [3m48s:11m46s] 22% |███████ | (33510/146578, 144 it/s) [3m48s:13m2s] 22% |███████ | (33511/146578, 144 it/s) [3m48s:13m2s] 22% |███████ | (33534/146578, 144 it/s) [3m48s:13m2s] 22% |███████ | (33553/146578, 144 it/s) [3m49s:13m2s] 22% |███████ | (33576/146578, 144 it/s) [3m49s:13m2s] 22% |███████ | (33593/146578, 144 it/s) [3m49s:13m2s] 22% |██████ | (33614/146578, 150 it/s) [3m49s:12m33s] 22% |██████ | (33627/146578, 150 it/s) [3m49s:12m33s] 22% |██████ | (33647/146578, 150 it/s) [3m49s:12m33s] 22% |██████ | (33669/146578, 150 it/s) [3m49s:12m32s] 22% |██████ | (33690/146578, 150 it/s) [3m49s:12m32s] 22% |██████ | (33712/146578, 150 it/s) [3m49s:12m32s] 23% |███████ | (33730/146578, 150 it/s) [3m49s:12m32s] 23% |███████ | (33754/146578, 160 it/s) [3m49s:11m44s] 23% |███████ | (33774/146578, 160 it/s) [3m49s:11m44s] 23% |███████ | (33796/146578, 160 it/s) [3m49s:11m44s] 23% |███████ | (33810/146578, 160 it/s) [3m50s:11m43s] 23% |███████ | (33830/146578, 160 it/s) [3m50s:11m43s] 23% |███████ | (33846/146578, 160 it/s) [3m50s:11m43s] 23% |███████ | (33867/146578, 160 it/s) [3m50s:11m43s] 23% |███████ | (33883/146578, 160 it/s) [3m50s:11m43s] 23% |███████ | (33904/146578, 178 it/s) [3m50s:10m33s] 23% |███████ | (33922/146578, 178 it/s) [3m50s:10m33s] 23% |███████ | (33934/146578, 178 it/s) [3m50s:10m33s] 23% |███████ | (33935/146578, 178 it/s) [3m50s:10m33s] 23% |███████ | (33943/146578, 178 it/s) [3m50s:10m33s] 23% |███████ | (33952/146578, 171 it/s) [3m50s:11m0s] 23% |███████ | (33960/146578, 171 it/s) [3m51s:11m0s] 23% |███████ | (33967/146578, 171 it/s) [3m51s:11m0s] 23% |███████ | (33974/146578, 171 it/s) [3m51s:11m0s] 23% |███████ | (33982/146578, 155 it/s) [3m51s:12m7s] 23% |███████ | (33983/146578, 155 it/s) [3m51s:12m7s] 23% |███████ | (33984/146578, 155 it/s) [3m51s:12m7s] 23% |███████ | (33985/146578, 155 it/s) [3m51s:12m7s] 23% |███████ | (34004/146578, 155 it/s) [3m51s:12m7s] 23% |███████ | (34023/146578, 154 it/s) [3m51s:12m10s] 23% |███████ | (34043/146578, 154 it/s) [3m51s:12m10s] 23% |███████ | (34060/146578, 154 it/s) [3m52s:12m10s] 23% |███████ | (34082/146578, 154 it/s) [3m52s:12m10s] 23% |███████ | (34084/146578, 154 it/s) [3m52s:12m10s] 23% |███████ | (34088/146578, 154 it/s) [3m52s:12m10s] 23% |███████ | (34096/146578, 154 it/s) [3m52s:12m10s] 23% |███████ | (34117/146578, 149 it/s) [3m52s:12m35s] 23% |███████ | (34137/146578, 149 it/s) [3m52s:12m35s] 23% |███████ | (34149/146578, 149 it/s) [3m52s:12m34s] 23% |███████ | (34166/146578, 149 it/s) [3m52s:12m34s] 23% |███████ | (34167/146578, 149 it/s) [3m52s:12m34s] 23% |███████ | (34175/146578, 149 it/s) [3m52s:12m33s] 23% |███████ | (34184/146578, 149 it/s) [3m53s:12m33s] 23% |███████ | (34192/146578, 149 it/s) [3m53s:12m33s] 23% |███████ | (34199/146578, 149 it/s) [3m53s:12m33s] 23% |███████ | (34208/146578, 149 it/s) [3m53s:12m33s] 23% |███████ | (34231/146578, 153 it/s) [3m53s:12m12s] 23% |███████ | (34253/146578, 153 it/s) [3m53s:12m12s] 23% |███████ | (34270/146578, 153 it/s) [3m53s:12m12s] 23% |███████ | (34292/146578, 153 it/s) [3m53s:12m12s] 23% |███████ | (34310/146578, 153 it/s) [3m53s:12m12s] 23% |███████ | (34331/146578, 153 it/s) [3m53s:12m12s] 23% |███████ | (34347/146578, 153 it/s) [3m53s:12m12s] 23% |███████ | (34368/146578, 153 it/s) [3m53s:12m12s] 23% |███████ | (34389/146578, 169 it/s) [3m53s:11m2s] 23% |███████ | (34412/146578, 169 it/s) [3m54s:11m2s] 23% |███████ | (34434/146578, 169 it/s) [3m54s:11m2s] 23% |███████ | (34456/146578, 169 it/s) [3m54s:11m2s] 23% |███████ | (34478/146578, 169 it/s) [3m54s:11m2s] 23% |███████ | (34500/146578, 169 it/s) [3m54s:11m2s] 23% |███████ | (34521/146578, 169 it/s) [3m54s:11m2s] 23% |███████ | (34544/146578, 184 it/s) [3m54s:10m7s] 23% |███████ | (34566/146578, 184 it/s) [3m54s:10m7s] 23% |███████ | (34587/146578, 184 it/s) [3m54s:10m7s] 23% |███████ | (34609/146578, 184 it/s) [3m54s:10m7s] 23% |███████ | (34627/146578, 184 it/s) [3m54s:10m6s] 23% |███████ | (34643/146578, 184 it/s) [3m54s:10m6s] 23% |███████ | (34661/146578, 184 it/s) [3m54s:10m6s] 23% |███████ | (34682/146578, 184 it/s) [3m54s:10m6s] 23% |███████ | (34706/146578, 187 it/s) [3m54s:9m58s] 23% |███████ | (34722/146578, 187 it/s) [3m55s:9m58s] 23% |███████ | (34738/146578, 187 it/s) [3m55s:9m58s] 23% |███████ | (34757/146578, 187 it/s) [3m55s:9m57s] 23% |███████ | (34779/146578, 187 it/s) [3m55s:9m57s] 23% |███████ | (34795/146578, 187 it/s) [3m55s:9m57s] 23% |███████ | (34813/146578, 178 it/s) [3m55s:10m27s] 23% |███████ | (34823/146578, 178 it/s) [3m55s:10m27s] 23% |███████ | (34831/146578, 178 it/s) [3m55s:10m27s] 23% |███████ | (34840/146578, 178 it/s) [3m55s:10m27s] 23% |███████ | (34847/146578, 178 it/s) [3m55s:10m27s] 23% |███████ | (34855/146578, 174 it/s) [3m56s:10m41s] 23% |███████ | (34876/146578, 174 it/s) [3m56s:10m41s] 23% |███████ | (34897/146578, 174 it/s) [3m56s:10m41s] 23% |███████ | (34912/146578, 174 it/s) [3m56s:10m41s] 23% |███████ | (34934/146578, 174 it/s) [3m56s:10m40s] 23% |███████ | (34946/146578, 174 it/s) [3m56s:10m40s] 23% |███████ | (34957/146578, 188 it/s) [3m56s:9m52s] 23% |███████ | (34975/146578, 188 it/s) [3m56s:9m52s] 23% |███████ | (34981/146578, 188 it/s) [3m56s:9m52s] 23% |███████ | (35003/146578, 188 it/s) [3m56s:9m52s] 23% |███████ | (35024/146578, 188 it/s) [3m56s:9m52s] 23% |███████ | (35047/146578, 188 it/s) [3m57s:9m52s] 23% |███████ | (35067/146578, 202 it/s) [3m57s:9m10s] 23% |███████ | (35076/146578, 202 it/s) [3m57s:9m10s] 23% |███████ | (35081/146578, 202 it/s) [3m57s:9m10s] 23% |███████ | (35089/146578, 202 it/s) [3m57s:9m10s] 23% |███████ | (35096/146578, 192 it/s) [3m57s:9m39s] 23% |███████ | (35102/146578, 192 it/s) [3m57s:9m39s] 23% |███████ | (35108/146578, 192 it/s) [3m57s:9m39s] 23% |███████ | (35130/146578, 192 it/s) [3m57s:9m39s] 23% |███████ | (35134/146578, 192 it/s) [3m58s:9m39s] 23% |███████ | (35142/146578, 186 it/s) [3m58s:9m58s] 23% |███████ | (35160/146578, 186 it/s) [3m58s:9m58s] 24% |███████ | (35182/146578, 186 it/s) [3m58s:9m58s] 24% |███████ | (35202/146578, 186 it/s) [3m58s:9m58s] 24% |███████ | (35218/146578, 186 it/s) [3m58s:9m58s] 24% |███████ | (35235/146578, 186 it/s) [3m58s:9m58s] 24% |███████ | (35236/146578, 186 it/s) [3m58s:9m58s] 24% |███████ | (35248/146578, 196 it/s) [3m58s:9m27s] 24% |███████ | (35271/146578, 196 it/s) [3m58s:9m27s] 24% |███████ | (35292/146578, 196 it/s) [3m58s:9m27s] 24% |███████ | (35303/146578, 196 it/s) [3m58s:9m27s] 24% |███████ | (35323/146578, 182 it/s) [3m59s:10m9s] 24% |███████ | (35332/146578, 182 it/s) [3m59s:10m9s] 24% |███████ | (35339/146578, 182 it/s) [3m59s:10m9s] 24% |███████ | (35347/146578, 182 it/s) [3m59s:10m9s] 24% |███████ | (35354/146578, 182 it/s) [3m59s:10m9s] 24% |███████ | (35363/146578, 157 it/s) [3m59s:11m49s] 24% |███████ | (35371/146578, 157 it/s) [3m59s:11m49s] 24% |███████ | (35378/146578, 157 it/s) [3m59s:11m49s] 24% |███████ | (35385/146578, 157 it/s) [4m0s:11m49s] 24% |███████ | (35405/146578, 157 it/s) [4m0s:11m48s] 24% |███████ | (35425/146578, 157 it/s) [4m0s:11m48s] 24% |███████ | (35444/146578, 142 it/s) [4m0s:13m4s] 24% |███████ | (35463/146578, 142 it/s) [4m0s:13m4s] 24% |███████ | (35482/146578, 142 it/s) [4m0s:13m4s] 24% |███████ | (35504/146578, 142 it/s) [4m0s:13m4s] 24% |███████ | (35521/146578, 142 it/s) [4m0s:13m4s] 24% |███████ | (35542/146578, 142 it/s) [4m0s:13m4s] 24% |███████ | (35559/146578, 142 it/s) [4m0s:13m4s] 24% |███████ | (35576/146578, 149 it/s) [4m0s:12m24s] 24% |███████ | (35577/146578, 149 it/s) [4m0s:12m24s] 24% |███████ | (35597/146578, 149 it/s) [4m0s:12m24s] 24% |███████ | (35617/146578, 149 it/s) [4m1s:12m24s] 24% |███████ | (35637/146578, 149 it/s) [4m1s:12m24s] 24% |███████ | (35656/146578, 149 it/s) [4m1s:12m23s] 24% |███████ | (35671/146578, 149 it/s) [4m1s:12m23s] 24% |███████ | (35690/146578, 161 it/s) [4m1s:11m29s] 24% |███████ | (35692/146578, 161 it/s) [4m1s:11m29s] 24% |███████ | (35711/146578, 161 it/s) [4m1s:11m29s] 24% |███████ | (35712/146578, 161 it/s) [4m1s:11m29s] 24% |███████ | (35730/146578, 161 it/s) [4m1s:11m29s] 24% |███████ | (35750/146578, 152 it/s) [4m1s:12m7s] 24% |███████ | (35757/146578, 152 it/s) [4m1s:12m7s] 24% |███████ | (35769/146578, 152 it/s) [4m2s:12m7s] 24% |███████ | (35789/146578, 152 it/s) [4m2s:12m7s] 24% |███████ | (35807/146578, 152 it/s) [4m2s:12m7s] 24% |███████ | (35825/146578, 149 it/s) [4m2s:12m25s] 24% |███████ | (35845/146578, 149 it/s) [4m2s:12m25s] 24% |███████ | (35862/146578, 149 it/s) [4m2s:12m25s] 24% |███████ | (35880/146578, 149 it/s) [4m2s:12m25s] 24% |███████ | (35898/146578, 149 it/s) [4m2s:12m25s] 24% |███████ | (35909/146578, 149 it/s) [4m2s:12m25s] 24% |███████ | (35910/146578, 158 it/s) [4m2s:11m39s] 24% |███████ | (35917/146578, 158 it/s) [4m2s:11m39s] 24% |███████ | (35931/146578, 158 it/s) [4m2s:11m39s] 24% |███████ | (35947/146578, 158 it/s) [4m3s:11m39s] 24% |███████ | (35953/146578, 158 it/s) [4m3s:11m39s] 24% |███████ | (35967/146578, 161 it/s) [4m3s:11m28s] 24% |███████ | (35974/146578, 161 it/s) [4m3s:11m27s] 24% |███████ | (35980/146578, 161 it/s) [4m3s:11m27s] 24% |███████ | (35988/146578, 161 it/s) [4m3s:11m27s] 24% |███████ | (35992/146578, 161 it/s) [4m3s:11m27s] 24% |███████ | (35999/146578, 146 it/s) [4m3s:12m38s] 24% |███████ | (36007/146578, 146 it/s) [4m3s:12m38s] 24% |███████ | (36014/146578, 146 it/s) [4m4s:12m38s] 24% |███████ | (36021/146578, 146 it/s) [4m4s:12m38s] 24% |███████ | (36027/146578, 146 it/s) [4m4s:12m38s] 24% |███████ | (36034/146578, 136 it/s) [4m4s:13m31s] 24% |███████ | (36041/146578, 136 it/s) [4m4s:13m31s] 24% |███████ | (36048/146578, 136 it/s) [4m4s:13m31s] 24% |███████ | (36065/146578, 136 it/s) [4m4s:13m30s] 24% |███████ | (36083/146578, 136 it/s) [4m4s:13m30s] 24% |███████ | (36097/146578, 136 it/s) [4m4s:13m30s] 24% |███████ | (36114/146578, 136 it/s) [4m4s:13m30s] 24% |███████ | (36133/146578, 146 it/s) [4m4s:12m36s] 24% |███████ | (36146/146578, 146 it/s) [4m5s:12m36s] 24% |███████ | (36164/146578, 146 it/s) [4m5s:12m36s] 24% |███████ | (36179/146578, 146 it/s) [4m5s:12m36s] 24% |███████ | (36197/146578, 146 it/s) [4m5s:12m36s] 24% |███████ | (36214/146578, 146 it/s) [4m5s:12m36s] 24% |███████ | (36233/146578, 146 it/s) [4m5s:12m35s] 24% |███████ | (36247/146578, 155 it/s) [4m5s:11m49s] 24% |███████ | (36264/146578, 155 it/s) [4m5s:11m49s] 24% |███████ | (36278/146578, 155 it/s) [4m5s:11m49s] 24% |███████ | (36295/146578, 155 it/s) [4m5s:11m49s] 24% |███████ | (36310/146578, 155 it/s) [4m5s:11m49s] 24% |███████ | (36327/146578, 155 it/s) [4m5s:11m49s] 24% |███████ | (36343/146578, 155 it/s) [4m5s:11m49s] 24% |███████ | (36361/146578, 155 it/s) [4m5s:11m48s] 24% |███████ | (36380/146578, 153 it/s) [4m5s:12m1s] 24% |███████ | (36398/146578, 153 it/s) [4m6s:12m1s] 24% |███████ | (36414/146578, 153 it/s) [4m6s:12m1s] 24% |███████ | (36432/146578, 153 it/s) [4m6s:12m1s] 24% |███████ | (36446/146578, 153 it/s) [4m6s:12m0s] 24% |███████ | (36465/146578, 153 it/s) [4m6s:12m0s] 24% |███████ | (36479/146578, 153 it/s) [4m6s:12m0s] 24% |███████ | (36498/146578, 158 it/s) [4m6s:11m37s] 24% |███████ | (36512/146578, 158 it/s) [4m6s:11m37s] 24% |███████ | (36528/146578, 158 it/s) [4m6s:11m36s] 24% |███████ | (36544/146578, 158 it/s) [4m6s:11m36s] 24% |███████ | (36561/146578, 158 it/s) [4m6s:11m36s] 24% |███████ | (36580/146578, 165 it/s) [4m6s:11m5s] 24% |███████ | (36591/146578, 165 it/s) [4m7s:11m5s] 24% |███████ | (36592/146578, 165 it/s) [4m7s:11m5s] 24% |███████ | (36608/146578, 165 it/s) [4m7s:11m5s] 24% |███████ | (36625/146578, 165 it/s) [4m7s:11m5s] 24% |███████ | (36641/146578, 165 it/s) [4m7s:11m5s] 25% |████████ | (36660/146578, 161 it/s) [4m7s:11m23s] 25% |████████ | (36661/146578, 161 it/s) [4m7s:11m23s] 25% |████████ | (36672/146578, 161 it/s) [4m7s:11m23s] 25% |████████ | (36676/146578, 161 it/s) [4m7s:11m23s] 25% |████████ | (36683/146578, 152 it/s) [4m7s:12m2s] 25% |████████ | (36691/146578, 152 it/s) [4m8s:12m2s] 25% |████████ | (36697/146578, 152 it/s) [4m8s:12m2s] 25% |████████ | (36702/146578, 152 it/s) [4m8s:12m2s] 25% |████████ | (36721/146578, 152 it/s) [4m8s:12m2s] 25% |████████ | (36738/146578, 152 it/s) [4m8s:12m2s] 25% |████████ | (36756/146578, 153 it/s) [4m8s:11m56s] 25% |████████ | (36762/146578, 153 it/s) [4m8s:11m56s] 25% |████████ | (36778/146578, 153 it/s) [4m8s:11m56s] 25% |████████ | (36796/146578, 153 it/s) [4m8s:11m56s] 25% |████████ | (36813/146578, 153 it/s) [4m8s:11m56s] 25% |████████ | (36830/146578, 163 it/s) [4m8s:11m12s] 25% |████████ | (36842/146578, 163 it/s) [4m9s:11m12s] 25% |████████ | (36847/146578, 163 it/s) [4m9s:11m12s] 25% |████████ | (36865/146578, 163 it/s) [4m9s:11m12s] 25% |████████ | (36883/146578, 163 it/s) [4m9s:11m12s] 25% |████████ | (36898/146578, 163 it/s) [4m9s:11m11s] 25% |████████ | (36915/146578, 173 it/s) [4m9s:10m33s] 25% |████████ | (36927/146578, 173 it/s) [4m9s:10m32s] 25% |████████ | (36940/146578, 173 it/s) [4m9s:10m32s] 25% |████████ | (36951/146578, 173 it/s) [4m9s:10m32s] 25% |████████ | (36969/146578, 173 it/s) [4m9s:10m32s] 25% |████████ | (36987/146578, 170 it/s) [4m9s:10m44s] 25% |███████ | (36995/146578, 170 it/s) [4m10s:10m43s] 25% |███████ | (37011/146578, 170 it/s) [4m10s:10m43s] 25% |███████ | (37026/146578, 170 it/s) [4m10s:10m43s] 25% |███████ | (37043/146578, 170 it/s) [4m10s:10m43s] 25% |███████ | (37061/146578, 170 it/s) [4m10s:10m43s] 25% |███████ | (37075/146578, 170 it/s) [4m10s:10m43s] 25% |███████ | (37089/146578, 167 it/s) [4m10s:10m55s] 25% |███████ | (37101/146578, 167 it/s) [4m10s:10m55s] 25% |███████ | (37114/146578, 167 it/s) [4m10s:10m55s] 25% |███████ | (37132/146578, 167 it/s) [4m10s:10m55s] 25% |███████ | (37150/146578, 167 it/s) [4m10s:10m55s] 25% |███████ | (37167/146578, 157 it/s) [4m11s:11m36s] 25% |███████ | (37181/146578, 157 it/s) [4m11s:11m36s] 25% |███████ | (37198/146578, 157 it/s) [4m11s:11m36s] 25% |███████ | (37202/146578, 157 it/s) [4m11s:11m36s] 25% |███████ | (37204/146578, 157 it/s) [4m11s:11m36s] 25% |███████ | (37213/146578, 157 it/s) [4m11s:11m36s] 25% |███████ | (37231/146578, 147 it/s) [4m11s:12m23s] 25% |███████ | (37250/146578, 147 it/s) [4m11s:12m23s] 25% |███████ | (37264/146578, 147 it/s) [4m11s:12m23s] 25% |███████ | (37282/146578, 147 it/s) [4m11s:12m23s] 25% |███████ | (37294/146578, 147 it/s) [4m11s:12m23s] 25% |███████ | (37296/146578, 140 it/s) [4m12s:12m57s] 25% |███████ | (37305/146578, 140 it/s) [4m12s:12m57s] 25% |███████ | (37316/146578, 140 it/s) [4m12s:12m57s] 25% |███████ | (37328/146578, 140 it/s) [4m12s:12m57s] 25% |███████ | (37347/146578, 140 it/s) [4m12s:12m57s] 25% |███████ | (37362/146578, 140 it/s) [4m12s:12m57s] 25% |███████ | (37372/146578, 140 it/s) [4m12s:12m57s] 25% |███████ | (37376/146578, 142 it/s) [4m12s:12m46s] 25% |███████ | (37383/146578, 142 it/s) [4m12s:12m46s] 25% |███████ | (37401/146578, 142 it/s) [4m12s:12m46s] 25% |███████ | (37419/146578, 142 it/s) [4m12s:12m46s] 25% |███████ | (37428/146578, 142 it/s) [4m12s:12m46s] 25% |███████ | (37446/146578, 142 it/s) [4m12s:12m45s] 25% |███████ | (37447/146578, 149 it/s) [4m13s:12m12s] 25% |███████ | (37454/146578, 149 it/s) [4m13s:12m12s] 25% |███████ | (37465/146578, 149 it/s) [4m13s:12m12s] 25% |███████ | (37482/146578, 149 it/s) [4m13s:12m12s] 25% |███████ | (37496/146578, 149 it/s) [4m13s:12m12s] 25% |███████ | (37511/146578, 149 it/s) [4m13s:12m12s] 25% |███████ | (37528/146578, 153 it/s) [4m13s:11m53s] 25% |███████ | (37542/146578, 153 it/s) [4m13s:11m53s] 25% |███████ | (37553/146578, 153 it/s) [4m13s:11m52s] 25% |███████ | (37568/146578, 153 it/s) [4m13s:11m52s] 25% |███████ | (37575/146578, 153 it/s) [4m13s:11m52s] 25% |███████ | (37586/146578, 153 it/s) [4m14s:11m52s] 25% |████████ | (37596/146578, 150 it/s) [4m14s:12m8s] 25% |████████ | (37614/146578, 150 it/s) [4m14s:12m8s] 25% |████████ | (37632/146578, 150 it/s) [4m14s:12m8s] 25% |████████ | (37646/146578, 150 it/s) [4m14s:12m8s] 25% |████████ | (37662/146578, 150 it/s) [4m14s:12m8s] 25% |████████ | (37664/146578, 150 it/s) [4m14s:12m8s] 25% |███████ | (37673/146578, 148 it/s) [4m14s:12m14s] 25% |███████ | (37690/146578, 148 it/s) [4m14s:12m14s] 25% |███████ | (37708/146578, 148 it/s) [4m14s:12m14s] 25% |███████ | (37717/146578, 148 it/s) [4m14s:12m14s] 25% |███████ | (37734/146578, 148 it/s) [4m14s:12m14s] 25% |███████ | (37735/146578, 148 it/s) [4m15s:12m14s] 25% |███████ | (37742/146578, 147 it/s) [4m15s:12m18s] 25% |███████ | (37752/146578, 147 it/s) [4m15s:12m18s] 25% |███████ | (37766/146578, 147 it/s) [4m15s:12m18s] 25% |███████ | (37779/146578, 147 it/s) [4m15s:12m18s] 25% |███████ | (37795/146578, 147 it/s) [4m15s:12m18s] 25% |███████ | (37806/146578, 137 it/s) [4m15s:13m16s] 25% |███████ | (37822/146578, 137 it/s) [4m15s:13m16s] 25% |███████ | (37840/146578, 137 it/s) [4m15s:13m16s] 25% |███████ | (37858/146578, 137 it/s) [4m15s:13m16s] 25% |███████ | (37873/146578, 137 it/s) [4m15s:13m16s] 25% |███████ | (37887/146578, 137 it/s) [4m16s:13m16s] 25% |███████ | (37888/146578, 141 it/s) [4m16s:12m52s] 25% |███████ | (37899/146578, 141 it/s) [4m16s:12m52s] 25% |███████ | (37916/146578, 141 it/s) [4m16s:12m52s] 25% |███████ | (37933/146578, 141 it/s) [4m16s:12m51s] 25% |███████ | (37950/146578, 141 it/s) [4m16s:12m51s] 25% |███████ | (37967/146578, 141 it/s) [4m16s:12m51s] 25% |███████ | (37977/146578, 141 it/s) [4m16s:12m52s] 25% |███████ | (37994/146578, 141 it/s) [4m16s:12m52s] 25% |███████ | (38008/146578, 141 it/s) [4m16s:12m52s] 25% |███████ | (38021/146578, 141 it/s) [4m17s:12m51s] 25% |███████ | (38032/146578, 141 it/s) [4m17s:12m51s] 25% |███████ | (38034/146578, 141 it/s) [4m17s:12m51s] 25% |███████ | (38035/146578, 141 it/s) [4m17s:12m51s] 25% |███████ | (38043/146578, 141 it/s) [4m17s:12m49s] 25% |███████ | (38050/146578, 141 it/s) [4m17s:12m49s] 25% |███████ | (38056/146578, 141 it/s) [4m17s:12m49s] 25% |███████ | (38063/146578, 141 it/s) [4m17s:12m49s] 25% |███████ | (38070/146578, 132 it/s) [4m17s:13m42s] 25% |███████ | (38077/146578, 132 it/s) [4m17s:13m42s] 25% |███████ | (38085/146578, 132 it/s) [4m18s:13m42s] 25% |███████ | (38090/146578, 132 it/s) [4m18s:13m42s] 25% |███████ | (38095/146578, 132 it/s) [4m18s:13m42s] 25% |███████ | 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158 it/s) [4m22s:11m23s] 26% |████████ | (38911/146578, 158 it/s) [4m22s:11m23s] 26% |████████ | (38930/146578, 158 it/s) [4m22s:11m23s] 26% |████████ | (38952/146578, 158 it/s) [4m23s:11m22s] 26% |████████ | (38968/146578, 158 it/s) [4m23s:11m22s] 26% |████████ | (38983/146578, 176 it/s) [4m23s:10m13s] 26% |████████ | (39002/146578, 176 it/s) [4m23s:10m12s] 26% |████████ | (39018/146578, 176 it/s) [4m23s:10m12s] 26% |████████ | (39019/146578, 176 it/s) [4m23s:10m12s] 26% |████████ | (39037/146578, 176 it/s) [4m23s:10m12s] 26% |████████ | (39059/146578, 176 it/s) [4m23s:10m12s] 26% |████████ | (39080/146578, 188 it/s) [4m23s:9m31s] 26% |████████ | (39099/146578, 188 it/s) [4m23s:9m31s] 26% |████████ | (39117/146578, 188 it/s) [4m23s:9m31s] 26% |████████ | (39129/146578, 188 it/s) [4m23s:9m31s] 26% |████████ | (39142/146578, 188 it/s) [4m24s:9m31s] 26% |████████ | (39162/146578, 196 it/s) [4m24s:9m9s] 26% |████████ | (39181/146578, 196 it/s) [4m24s:9m9s] 26% |████████ | (39193/146578, 196 it/s) [4m24s:9m9s] 26% |████████ | (39215/146578, 196 it/s) [4m24s:9m9s] 26% |████████ | (39216/146578, 196 it/s) [4m24s:9m9s] 26% |████████ | (39224/146578, 196 it/s) [4m24s:9m9s] 26% |████████ | (39232/146578, 196 it/s) [4m24s:9m8s] 26% |████████ | (39239/146578, 196 it/s) [4m24s:9m8s] 26% |████████ | (39245/146578, 196 it/s) [4m24s:9m8s] 26% |████████ | (39252/146578, 196 it/s) [4m25s:9m8s] 26% |████████ | (39260/146578, 196 it/s) [4m25s:9m8s] 26% |████████ | (39267/146578, 187 it/s) [4m25s:9m32s] 26% |████████ | (39274/146578, 187 it/s) [4m25s:9m32s] 26% |████████ | (39295/146578, 187 it/s) [4m25s:9m32s] 26% |████████ | (39317/146578, 187 it/s) [4m25s:9m32s] 26% |████████ | (39339/146578, 187 it/s) [4m25s:9m32s] 26% |████████ | (39343/146578, 177 it/s) [4m25s:10m5s] 26% |████████ | (39352/146578, 177 it/s) [4m25s:10m5s] 26% |████████ | (39370/146578, 177 it/s) [4m25s:10m5s] 26% |████████ | (39390/146578, 177 it/s) [4m26s:10m5s] 26% |████████ | (39391/146578, 177 it/s) 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it/s) [4m27s:13m4s] 27% |████████ | (39597/146578, 136 it/s) [4m28s:13m4s] 27% |████████ | (39612/146578, 136 it/s) [4m28s:13m4s] 27% |████████ | (39633/146578, 136 it/s) [4m28s:13m4s] 27% |████████ | (39649/146578, 136 it/s) [4m28s:13m4s] 27% |████████ | (39670/146578, 136 it/s) [4m28s:13m4s] 27% |████████ | (39687/146578, 136 it/s) [4m28s:13m3s] 27% |████████ | (39708/146578, 136 it/s) [4m28s:13m3s] 27% |████████ | (39722/146578, 141 it/s) [4m28s:12m37s] 27% |████████ | (39738/146578, 141 it/s) [4m28s:12m37s] 27% |████████ | (39739/146578, 141 it/s) [4m28s:12m37s] 27% |████████ | (39745/146578, 141 it/s) [4m28s:12m37s] 27% |████████ | (39767/146578, 141 it/s) [4m28s:12m37s] 27% |████████ | (39786/146578, 135 it/s) [4m29s:13m11s] 27% |████████ | (39788/146578, 135 it/s) [4m29s:13m11s] 27% |████████ | (39799/146578, 135 it/s) [4m29s:13m11s] 27% |████████ | (39807/146578, 135 it/s) [4m29s:13m11s] 27% |████████ | (39827/146578, 128 it/s) [4m29s:13m55s] 27% |████████ | (39851/146578, 128 it/s) [4m29s:13m55s] 27% |████████ | (39871/146578, 128 it/s) [4m29s:13m55s] 27% |████████ | (39895/146578, 128 it/s) [4m29s:13m54s] 27% |████████ | (39917/146578, 128 it/s) [4m29s:13m54s] 27% |████████ | (39940/146578, 128 it/s) [4m29s:13m54s] 27% |████████ | (39959/146578, 128 it/s) [4m29s:13m54s] 27% |████████ | (39975/146578, 141 it/s) [4m30s:12m34s] 27% |████████ | (39977/146578, 141 it/s) [4m30s:12m34s] 27% |████████ | (39983/146578, 141 it/s) [4m30s:12m34s] 27% |████████ | (39990/146578, 141 it/s) [4m30s:12m34s] 27% |████████ | (40010/146578, 141 it/s) [4m30s:12m34s] 27% |████████ | (40033/146578, 141 it/s) [4m30s:12m34s] 27% |████████ | (40056/146578, 149 it/s) [4m30s:11m52s] 27% |████████ | (40060/146578, 149 it/s) [4m30s:11m52s] 27% |████████ | (40080/146578, 149 it/s) [4m30s:11m52s] 27% |████████ | (40103/146578, 149 it/s) [4m30s:11m52s] 27% |████████ | (40123/146578, 149 it/s) [4m31s:11m52s] 27% |████████ | (40145/146578, 153 it/s) [4m31s:11m37s] 27% |████████ | 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181 it/s) [4m33s:9m45s] 27% |████████ | (40703/146578, 181 it/s) [4m34s:9m45s] 27% |████████ | (40718/146578, 184 it/s) [4m34s:9m36s] 27% |████████ | (40737/146578, 184 it/s) [4m34s:9m36s] 27% |████████ | (40754/146578, 184 it/s) [4m34s:9m35s] 27% |████████ | (40774/146578, 184 it/s) [4m34s:9m35s] 27% |████████ | (40788/146578, 184 it/s) [4m34s:9m35s] 27% |████████ | (40789/146578, 188 it/s) [4m34s:9m23s] 27% |████████ | (40809/146578, 188 it/s) [4m34s:9m23s] 27% |████████ | (40831/146578, 188 it/s) [4m34s:9m22s] 27% |████████ | (40852/146578, 188 it/s) [4m34s:9m22s] 27% |████████ | (40873/146578, 188 it/s) [4m34s:9m22s] 27% |████████ | (40891/146578, 188 it/s) [4m34s:9m22s] 27% |████████ | (40904/146578, 188 it/s) [4m35s:9m22s] 27% |████████ | (40907/146578, 184 it/s) [4m35s:9m33s] 27% |████████ | (40919/146578, 184 it/s) [4m35s:9m33s] 27% |████████ | (40937/146578, 184 it/s) [4m35s:9m33s] 27% |████████ | (40960/146578, 184 it/s) [4m35s:9m33s] 27% |████████ | (40969/146578, 184 it/s) 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[4m37s:10m47s] 28% |████████ | (41220/146578, 163 it/s) [4m37s:10m46s] 28% |████████ | (41230/146578, 163 it/s) [4m37s:10m46s] 28% |████████ | (41236/146578, 163 it/s) [4m37s:10m46s] 28% |████████ | (41243/146578, 146 it/s) [4m37s:12m2s] 28% |████████ | (41248/146578, 146 it/s) [4m37s:12m2s] 28% |████████ | (41255/146578, 146 it/s) [4m37s:12m2s] 28% |████████ | (41262/146578, 146 it/s) [4m38s:12m2s] 28% |████████ | (41268/146578, 146 it/s) [4m38s:12m2s] 28% |████████ | (41275/146578, 136 it/s) [4m38s:12m54s] 28% |████████ | (41282/146578, 136 it/s) [4m38s:12m54s] 28% |████████ | (41288/146578, 136 it/s) [4m38s:12m54s] 28% |████████ | (41294/146578, 136 it/s) [4m38s:12m53s] 28% |████████ | (41301/146578, 136 it/s) [4m38s:12m53s] 28% |████████ | (41307/146578, 129 it/s) [4m38s:13m34s] 28% |████████ | (41312/146578, 129 it/s) [4m38s:13m34s] 28% |████████ | (41319/146578, 129 it/s) [4m39s:13m34s] 28% |████████ | (41323/146578, 129 it/s) [4m39s:13m34s] 28% |████████ | (41330/146578, 129 it/s) [4m39s:13m34s] 28% |████████ | (41348/146578, 122 it/s) [4m39s:14m22s] 28% |████████ | (41366/146578, 122 it/s) [4m39s:14m22s] 28% |████████ | (41384/146578, 122 it/s) [4m39s:14m21s] 28% |████████ | (41402/146578, 122 it/s) [4m39s:14m21s] 28% |████████ | (41420/146578, 122 it/s) [4m39s:14m21s] 28% |████████ | (41437/146578, 122 it/s) [4m39s:14m21s] 28% |████████ | (41454/146578, 122 it/s) [4m39s:14m21s] 28% |████████ | (41470/146578, 131 it/s) [4m39s:13m23s] 28% |████████ | (41488/146578, 131 it/s) [4m40s:13m23s] 28% |████████ | (41506/146578, 131 it/s) [4m40s:13m23s] 28% |████████ | (41520/146578, 131 it/s) [4m40s:13m23s] 28% |████████ | (41537/146578, 131 it/s) [4m40s:13m22s] 28% |████████ | (41553/146578, 131 it/s) [4m40s:13m22s] 28% |████████ | (41570/146578, 131 it/s) [4m40s:13m22s] 28% |████████ | (41587/146578, 132 it/s) [4m40s:13m12s] 28% |████████ | (41605/146578, 132 it/s) [4m40s:13m12s] 28% |████████ | (41623/146578, 132 it/s) [4m40s:13m12s] 28% |████████ | (41641/146578, 132 it/s) [4m40s:13m11s] 28% |████████ | (41660/146578, 132 it/s) [4m40s:13m11s] 28% |████████ | (41677/146578, 132 it/s) [4m40s:13m11s] 28% |████████ | (41695/146578, 132 it/s) [4m40s:13m11s] 28% |████████ | (41714/146578, 132 it/s) [4m40s:13m11s] 28% |████████ | (41730/146578, 139 it/s) [4m40s:12m34s] 28% |████████ | (41743/146578, 139 it/s) [4m41s:12m34s] 28% |████████ | (41754/146578, 139 it/s) [4m41s:12m34s] 28% |████████ | (41755/146578, 139 it/s) [4m41s:12m34s] 28% |████████ | (41760/146578, 139 it/s) [4m41s:12m34s] 28% |████████ | (41766/146578, 128 it/s) [4m41s:13m37s] 28% |████████ | (41772/146578, 128 it/s) [4m41s:13m37s] 28% |████████ | (41778/146578, 128 it/s) [4m41s:13m37s] 28% |████████ | (41783/146578, 128 it/s) [4m41s:13m37s] 28% |████████ | (41790/146578, 128 it/s) [4m41s:13m37s] 28% |████████ | (41797/146578, 117 it/s) [4m42s:14m57s] 28% |████████ | (41812/146578, 117 it/s) [4m42s:14m57s] 28% |████████ | (41813/146578, 117 it/s) [4m42s:14m57s] 28% 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it/s) [4m45s:11m38s] 28% |████████ | (42364/146578, 149 it/s) [4m45s:11m38s] 28% |████████ | (42381/146578, 149 it/s) [4m45s:11m38s] 28% |████████ | (42397/146578, 149 it/s) [4m45s:11m38s] 28% |████████ | (42414/146578, 149 it/s) [4m45s:11m38s] 28% |████████ | (42430/146578, 149 it/s) [4m45s:11m37s] 28% |████████ | (42440/146578, 149 it/s) [4m45s:11m37s] 28% |████████ | (42451/146578, 149 it/s) [4m46s:11m37s] 28% |████████ | (42468/146578, 145 it/s) [4m46s:11m56s] 28% |████████ | (42481/146578, 145 it/s) [4m46s:11m56s] 28% |████████ | (42499/146578, 145 it/s) [4m46s:11m56s] 29% |████████ | (42516/146578, 145 it/s) [4m46s:11m56s] 29% |████████ | (42533/146578, 145 it/s) [4m46s:11m56s] 29% |████████ | (42547/146578, 145 it/s) [4m46s:11m56s] 29% |████████ | (42564/146578, 145 it/s) [4m46s:11m55s] 29% |████████ | (42576/146578, 159 it/s) [4m46s:10m53s] 29% |████████ | (42593/146578, 159 it/s) [4m46s:10m53s] 29% |████████ | (42606/146578, 159 it/s) [4m46s:10m53s] 29% |████████ | 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119 it/s) [4m52s:14m28s] 29% |████████ | (43204/146578, 119 it/s) [4m52s:14m28s] 29% |████████ | (43211/146578, 109 it/s) [4m52s:15m50s] 29% |████████ | (43225/146578, 109 it/s) [4m52s:15m50s] 29% |████████ | (43244/146578, 109 it/s) [4m52s:15m50s] 29% |████████ | (43261/146578, 109 it/s) [4m52s:15m49s] 29% |████████ | (43281/146578, 109 it/s) [4m52s:15m49s] 29% |████████ | (43297/146578, 109 it/s) [4m52s:15m49s] 29% |████████ | (43315/146578, 109 it/s) [4m52s:15m49s] 29% |████████ | (43328/146578, 109 it/s) [4m52s:15m49s] 29% |█████████ | (43346/146578, 123 it/s) [4m52s:14m0s] 29% |█████████ | (43363/146578, 123 it/s) [4m53s:14m0s] 29% |█████████ | (43376/146578, 123 it/s) [4m53s:14m0s] 29% |█████████ | (43395/146578, 123 it/s) [4m53s:14m0s] 29% |████████ | (43410/146578, 123 it/s) [4m53s:13m59s] 29% |████████ | (43428/146578, 123 it/s) [4m53s:13m59s] 29% |████████ | (43442/146578, 123 it/s) [4m53s:13m59s] 29% |█████████ | (43459/146578, 132 it/s) [4m53s:13m2s] 29% |█████████ | (43469/146578, 132 it/s) [4m53s:13m2s] 29% |█████████ | (43486/146578, 132 it/s) [4m53s:13m2s] 29% |█████████ | (43504/146578, 132 it/s) [4m53s:13m2s] 29% |█████████ | (43518/146578, 132 it/s) [4m53s:13m2s] 29% |█████████ | (43536/146578, 132 it/s) [4m53s:13m1s] 29% |█████████ | (43552/146578, 132 it/s) [4m53s:13m1s] 29% |█████████ | (43570/146578, 132 it/s) [4m53s:13m1s] 29% |████████ | (43583/146578, 139 it/s) [4m53s:12m20s] 29% |████████ | (43600/146578, 139 it/s) [4m54s:12m20s] 29% |████████ | (43615/146578, 139 it/s) [4m54s:12m20s] 29% |████████ | (43628/146578, 139 it/s) [4m54s:12m20s] 29% |████████ | (43643/146578, 139 it/s) [4m54s:12m20s] 29% |████████ | (43661/146578, 128 it/s) [4m54s:13m21s] 29% |████████ | (43677/146578, 128 it/s) [4m54s:13m21s] 29% |████████ | (43695/146578, 128 it/s) [4m54s:13m21s] 29% |████████ | (43713/146578, 128 it/s) [4m54s:13m21s] 29% |████████ | (43717/146578, 128 it/s) [4m54s:13m21s] 29% |████████ | (43726/146578, 140 it/s) [4m54s:12m17s] 29% |████████ | (43743/146578, 140 it/s) [4m55s:12m17s] 29% |████████ | (43757/146578, 140 it/s) [4m55s:12m17s] 29% |████████ | (43765/146578, 140 it/s) [4m55s:12m16s] 29% |████████ | (43781/146578, 140 it/s) [4m55s:12m16s] 29% |████████ | (43787/146578, 145 it/s) [4m55s:11m48s] 29% |████████ | (43794/146578, 145 it/s) [4m55s:11m48s] 29% |████████ | (43802/146578, 145 it/s) [4m55s:11m48s] 29% |████████ | (43812/146578, 145 it/s) [4m55s:11m48s] 29% |████████ | (43815/146578, 145 it/s) [4m55s:11m48s] 29% |████████ | (43822/146578, 145 it/s) [4m56s:11m49s] 29% |████████ | (43839/146578, 145 it/s) [4m56s:11m49s] 29% |████████ | (43856/146578, 145 it/s) [4m56s:11m49s] 29% |████████ | (43876/146578, 145 it/s) [4m56s:11m48s] 29% |████████ | (43894/146578, 145 it/s) [4m56s:11m48s] 29% |████████ | (43908/146578, 145 it/s) [4m56s:11m48s] 29% |████████ | (43926/146578, 145 it/s) [4m56s:11m48s] 29% |████████ | (43942/146578, 145 it/s) [4m56s:11m48s] 29% |████████ | (43959/146578, 156 it/s) [4m56s:10m59s] 29% |████████ | (43968/146578, 156 it/s) [4m56s:10m59s] 29% |████████ | (43969/146578, 156 it/s) [4m56s:10m59s] 30% |█████████ | (43987/146578, 156 it/s) [4m56s:10m59s] 30% |█████████ | (44004/146578, 156 it/s) [4m57s:10m59s] 30% |█████████ | (44022/146578, 162 it/s) [4m57s:10m31s] 30% |█████████ | (44039/146578, 162 it/s) [4m57s:10m31s] 30% |█████████ | (44054/146578, 162 it/s) [4m57s:10m31s] 30% |█████████ | (44055/146578, 166 it/s) [4m57s:10m18s] 30% |█████████ | (44056/146578, 166 it/s) [4m57s:10m18s] 30% |█████████ | (44073/146578, 166 it/s) [4m57s:10m18s] 30% |█████████ | (44085/146578, 166 it/s) [4m57s:10m18s] 30% |█████████ | (44094/146578, 166 it/s) [4m58s:10m18s] 30% |█████████ | (44109/146578, 166 it/s) [4m58s:10m18s] 30% |█████████ | (44127/146578, 153 it/s) [4m58s:11m8s] 30% |█████████ | (44141/146578, 153 it/s) [4m58s:11m8s] 30% |█████████ | (44160/146578, 153 it/s) [4m58s:11m8s] 30% |█████████ | (44173/146578, 153 it/s) [4m58s:11m8s] 30% |█████████ | (44191/146578, 153 it/s) [4m58s:11m8s] 30% |█████████ | (44206/146578, 153 it/s) [4m58s:11m8s] 30% |█████████ | (44216/146578, 153 it/s) [4m58s:11m7s] 30% |█████████ | (44231/146578, 151 it/s) [4m58s:11m15s] 30% |█████████ | (44246/146578, 151 it/s) [4m58s:11m15s] 30% |█████████ | (44252/146578, 151 it/s) [4m58s:11m15s] 30% |█████████ | (44270/146578, 151 it/s) [4m59s:11m15s] 30% |█████████ | (44286/146578, 137 it/s) [4m59s:12m26s] 30% |█████████ | (44287/146578, 137 it/s) [4m59s:12m26s] 30% |█████████ | (44306/146578, 137 it/s) [4m59s:12m26s] 30% |█████████ | (44325/146578, 137 it/s) [4m59s:12m26s] 30% |█████████ | (44343/146578, 137 it/s) [4m59s:12m26s] 30% |█████████ | (44361/146578, 137 it/s) [4m59s:12m26s] 30% |█████████ | (44380/146578, 137 it/s) [4m59s:12m26s] 30% |█████████ | (44392/146578, 137 it/s) [4m59s:12m26s] 30% |█████████ | (44396/146578, 143 it/s) [4m59s:11m53s] 30% |█████████ | (44397/146578, 143 it/s) [4m59s:11m53s] 30% |█████████ | (44416/146578, 143 it/s) [5m0s:11m53s] 30% |█████████ | (44434/146578, 143 it/s) [5m0s:11m52s] 30% |█████████ | (44440/146578, 143 it/s) [5m0s:11m52s] 30% |█████████ | (44456/146578, 140 it/s) [5m0s:12m10s] 30% |█████████ | (44457/146578, 140 it/s) [5m0s:12m10s] 30% |█████████ | (44460/146578, 140 it/s) [5m0s:12m10s] 30% |█████████ | (44468/146578, 140 it/s) [5m0s:12m10s] 30% |█████████ | (44473/146578, 140 it/s) [5m0s:12m10s] 30% |█████████ | (44480/146578, 134 it/s) [5m0s:12m43s] 30% |█████████ | (44486/146578, 134 it/s) [5m0s:12m43s] 30% |█████████ | (44492/146578, 134 it/s) [5m1s:12m43s] 30% |█████████ | (44499/146578, 134 it/s) [5m1s:12m43s] 30% |█████████ | (44506/146578, 133 it/s) [5m1s:12m48s] 30% |█████████ | (44511/146578, 133 it/s) [5m1s:12m48s] 30% |█████████ | (44523/146578, 133 it/s) [5m1s:12m48s] 30% |█████████ | (44540/146578, 133 it/s) [5m1s:12m48s] 30% |█████████ | (44557/146578, 133 it/s) [5m1s:12m48s] 30% |█████████ | (44572/146578, 133 it/s) [5m1s:12m48s] 30% |█████████ | (44580/146578, 133 it/s) [5m1s:12m48s] 30% |█████████ | (44595/146578, 125 it/s) [5m1s:13m32s] 30% |█████████ | (44613/146578, 125 it/s) [5m1s:13m32s] 30% |█████████ | (44631/146578, 125 it/s) [5m1s:13m32s] 30% |█████████ | (44646/146578, 125 it/s) [5m2s:13m32s] 30% |█████████ | (44663/146578, 125 it/s) [5m2s:13m32s] 30% |█████████ | (44678/146578, 125 it/s) [5m2s:13m31s] 30% |█████████ | (44697/146578, 125 it/s) [5m2s:13m31s] 30% |█████████ | (44712/146578, 134 it/s) [5m2s:12m39s] 30% |█████████ | (44729/146578, 134 it/s) [5m2s:12m38s] 30% |█████████ | (44743/146578, 134 it/s) [5m2s:12m38s] 30% |█████████ | (44745/146578, 134 it/s) [5m2s:12m38s] 30% |█████████ | (44758/146578, 134 it/s) [5m2s:12m38s] 30% |█████████ | (44776/146578, 139 it/s) [5m2s:12m12s] 30% |█████████ | (44789/146578, 139 it/s) [5m2s:12m12s] 30% |█████████ | (44807/146578, 139 it/s) [5m2s:12m12s] 30% |█████████ | (44822/146578, 139 it/s) [5m3s:12m12s] 30% |█████████ | (44840/146578, 139 it/s) [5m3s:12m12s] 30% |█████████ | (44856/146578, 139 it/s) [5m3s:12m12s] 30% |█████████ | (44868/146578, 139 it/s) [5m3s:12m12s] 30% |█████████ | (44869/146578, 143 it/s) [5m3s:11m51s] 30% |█████████ | (44876/146578, 143 it/s) [5m3s:11m51s] 30% |█████████ | (44895/146578, 143 it/s) [5m3s:11m51s] 30% |█████████ | (44914/146578, 143 it/s) [5m3s:11m51s] 30% |█████████ | (44921/146578, 143 it/s) [5m3s:11m51s] 30% |█████████ | (44938/146578, 133 it/s) [5m3s:12m41s] 30% |█████████ | (44955/146578, 133 it/s) [5m3s:12m41s] 30% |█████████ | (44973/146578, 133 it/s) [5m4s:12m41s] 30% |█████████ | (44984/146578, 133 it/s) [5m4s:12m41s] 30% |█████████ | (44985/146578, 133 it/s) [5m4s:12m41s] 30% |█████████ | (44990/146578, 134 it/s) [5m4s:12m35s] 30% |█████████ | (44997/146578, 134 it/s) [5m4s:12m35s] 30% |█████████ | (45002/146578, 134 it/s) [5m4s:12m35s] 30% |█████████ | (45009/146578, 134 it/s) [5m4s:12m35s] 30% |█████████ | (45015/146578, 134 it/s) [5m4s:12m35s] 30% |█████████ | (45022/146578, 119 it/s) [5m4s:14m11s] 30% |█████████ | (45029/146578, 119 it/s) [5m5s:14m11s] 30% |█████████ | (45037/146578, 119 it/s) [5m5s:14m11s] 30% |█████████ | (45043/146578, 119 it/s) [5m5s:14m11s] 30% |█████████ | (45051/146578, 119 it/s) [5m5s:14m11s] 30% |█████████ | (45056/146578, 114 it/s) [5m5s:14m48s] 30% |█████████ | (45062/146578, 114 it/s) [5m5s:14m48s] 30% |█████████ | (45068/146578, 114 it/s) [5m5s:14m48s] 30% |█████████ | (45076/146578, 114 it/s) [5m5s:14m47s] 30% |█████████ | (45083/146578, 114 it/s) [5m5s:14m47s] 30% |█████████ | (45089/146578, 115 it/s) [5m6s:14m41s] 30% |█████████ | (45094/146578, 115 it/s) [5m6s:14m41s] 30% |█████████ | (45101/146578, 115 it/s) [5m6s:14m41s] 30% |█████████ | (45107/146578, 115 it/s) [5m6s:14m41s] 30% |█████████ | (45113/146578, 115 it/s) [5m6s:14m41s] 30% |█████████ | (45119/146578, 115 it/s) [5m6s:14m40s] 30% |█████████ | (45131/146578, 115 it/s) [5m6s:14m40s] 30% |█████████ | (45150/146578, 115 it/s) [5m6s:14m40s] 30% |█████████ | (45167/146578, 115 it/s) [5m6s:14m40s] 30% |█████████ | (45186/146578, 115 it/s) [5m6s:14m39s] 30% |█████████ | (45205/146578, 115 it/s) [5m6s:14m39s] 30% |█████████ | (45224/146578, 115 it/s) [5m7s:14m39s] 30% |█████████ | (45237/146578, 115 it/s) [5m7s:14m39s] 30% |█████████ | (45258/146578, 123 it/s) [5m7s:13m44s] 30% |█████████ | (45274/146578, 123 it/s) [5m7s:13m44s] 30% |█████████ | (45295/146578, 123 it/s) [5m7s:13m44s] 30% |█████████ | (45311/146578, 123 it/s) [5m7s:13m44s] 30% |█████████ | (45330/146578, 123 it/s) [5m7s:13m43s] 30% |█████████ | (45345/146578, 123 it/s) [5m7s:13m43s] 30% |█████████ | (45361/146578, 120 it/s) [5m7s:14m0s] 30% |█████████ | (45378/146578, 120 it/s) [5m7s:14m0s] 30% |█████████ | (45399/146578, 120 it/s) [5m7s:14m0s] 30% |█████████ | (45414/146578, 120 it/s) [5m7s:14m0s] 30% |█████████ | (45434/146578, 120 it/s) [5m7s:14m0s] 31% |██████████ | (45450/146578, 120 it/s) [5m8s:14m0s] 31% |█████████ | (45472/146578, 120 it/s) [5m8s:13m59s] 31% |█████████ | (45494/146578, 120 it/s) [5m8s:13m59s] 31% |█████████ | (45516/146578, 137 it/s) [5m8s:12m15s] 31% |█████████ | (45530/146578, 137 it/s) [5m8s:12m15s] 31% |█████████ | (45553/146578, 137 it/s) [5m8s:12m15s] 31% |█████████ | (45571/146578, 137 it/s) [5m8s:12m15s] 31% |█████████ | (45596/146578, 137 it/s) [5m8s:12m15s] 31% |█████████ | (45617/146578, 137 it/s) [5m8s:12m15s] 31% |█████████ | (45635/146578, 146 it/s) [5m8s:11m33s] 31% |█████████ | (45636/146578, 146 it/s) [5m8s:11m33s] 31% |█████████ | (45656/146578, 146 it/s) [5m8s:11m33s] 31% |█████████ | (45676/146578, 146 it/s) [5m8s:11m33s] 31% |█████████ | (45698/146578, 146 it/s) [5m9s:11m32s] 31% |█████████ | (45716/146578, 146 it/s) [5m9s:11m32s] 31% |█████████ | (45738/146578, 146 it/s) [5m9s:11m32s] 31% |█████████ | (45739/146578, 150 it/s) [5m9s:11m11s] 31% |█████████ | (45750/146578, 150 it/s) [5m9s:11m11s] 31% |█████████ | (45767/146578, 150 it/s) [5m9s:11m11s] 31% |█████████ | (45789/146578, 150 it/s) [5m9s:11m10s] 31% |█████████ | (45797/146578, 150 it/s) [5m9s:11m10s] 31% |█████████ | (45819/146578, 155 it/s) [5m9s:10m51s] 31% |█████████ | (45827/146578, 155 it/s) [5m9s:10m51s] 31% |█████████ | (45849/146578, 155 it/s) [5m10s:10m51s] 31% |█████████ | (45869/146578, 155 it/s) [5m10s:10m51s] 31% |█████████ | (45882/146578, 155 it/s) [5m10s:10m51s] 31% |█████████ | (45883/146578, 161 it/s) [5m10s:10m23s] 31% |█████████ | (45892/146578, 161 it/s) [5m10s:10m23s] 31% |█████████ | (45913/146578, 161 it/s) [5m10s:10m23s] 31% |█████████ | (45933/146578, 161 it/s) [5m10s:10m23s] 31% |█████████ | (45955/146578, 161 it/s) [5m10s:10m23s] 31% |█████████ | (45977/146578, 161 it/s) [5m10s:10m23s] 31% |█████████ | (45991/146578, 172 it/s) [5m11s:9m45s] 31% |█████████ | (46010/146578, 172 it/s) [5m11s:9m45s] 31% |█████████ | (46026/146578, 172 it/s) [5m11s:9m45s] 31% |█████████ | (46048/146578, 172 it/s) [5m11s:9m45s] 31% |█████████ | (46071/146578, 172 it/s) [5m11s:9m44s] 31% |█████████ | (46092/146578, 172 it/s) [5m11s:9m44s] 31% |██████████ | (46106/146578, 184 it/s) [5m11s:9m5s] 31% |██████████ | (46128/146578, 184 it/s) [5m11s:9m5s] 31% |██████████ | (46150/146578, 184 it/s) [5m11s:9m5s] 31% |██████████ | (46173/146578, 184 it/s) [5m11s:9m4s] 31% |██████████ | (46180/146578, 184 it/s) [5m11s:9m4s] 31% |██████████ | (46189/146578, 184 it/s) [5m12s:9m4s] 31% |█████████ | (46210/146578, 196 it/s) [5m12s:8m32s] 31% |█████████ | (46211/146578, 196 it/s) [5m12s:8m32s] 31% |█████████ | (46232/146578, 196 it/s) [5m12s:8m32s] 31% |█████████ | (46233/146578, 178 it/s) [5m12s:9m24s] 31% |█████████ | (46234/146578, 178 it/s) [5m12s:9m24s] 31% |█████████ | (46256/146578, 178 it/s) [5m13s:9m23s] 31% |█████████ | (46272/146578, 178 it/s) [5m13s:9m23s] 31% |█████████ | (46293/146578, 178 it/s) [5m13s:9m23s] 31% |█████████ | (46316/146578, 178 it/s) [5m13s:9m23s] 31% |█████████ | (46340/146578, 177 it/s) [5m13s:9m27s] 31% |█████████ | (46346/146578, 177 it/s) [5m13s:9m27s] 31% |█████████ | (46347/146578, 177 it/s) [5m13s:9m27s] 31% |█████████ | (46356/146578, 177 it/s) [5m13s:9m27s] 31% |█████████ | (46379/146578, 177 it/s) [5m13s:9m27s] 31% |█████████ | (46401/146578, 177 it/s) [5m13s:9m27s] 31% |█████████ | (46409/146578, 163 it/s) [5m13s:10m16s] 31% |█████████ | (46429/146578, 163 it/s) [5m14s:10m15s] 31% |█████████ | (46437/146578, 163 it/s) [5m14s:10m15s] 31% |█████████ | (46446/146578, 163 it/s) [5m14s:10m15s] 31% |█████████ | (46454/146578, 147 it/s) [5m14s:11m23s] 31% |█████████ | (46463/146578, 147 it/s) [5m14s:11m23s] 31% |█████████ | (46470/146578, 147 it/s) [5m14s:11m23s] 31% |█████████ | (46478/146578, 147 it/s) [5m14s:11m23s] 31% |█████████ | (46500/146578, 147 it/s) [5m14s:11m22s] 31% |█████████ | (46521/146578, 147 it/s) [5m14s:11m22s] 31% |█████████ | (46536/146578, 144 it/s) [5m14s:11m35s] 31% |█████████ | (46557/146578, 144 it/s) [5m14s:11m35s] 31% |█████████ | (46574/146578, 144 it/s) [5m15s:11m35s] 31% |█████████ | (46597/146578, 144 it/s) [5m15s:11m35s] 31% |█████████ | 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it/s) [11m25s:1m58s] 78% |███████████████████████ | (114873/146578, 268 it/s) [11m25s:1m58s] 78% |███████████████████████ | (114891/146578, 268 it/s) [11m25s:1m58s] 78% |███████████████████████ | (114911/146578, 268 it/s) [11m25s:1m58s] 78% |███████████████████████ | (114931/146578, 268 it/s) [11m25s:1m58s] 78% |███████████████████████ | (114952/146578, 268 it/s) [11m25s:1m58s] 78% |███████████████████████ | (114971/146578, 268 it/s) [11m25s:1m58s] 78% |███████████████████████ | (114990/146578, 268 it/s) [11m25s:1m57s] 78% |███████████████████████ | (115011/146578, 271 it/s) [11m26s:1m56s] 78% |███████████████████████ | (115029/146578, 271 it/s) [11m26s:1m56s] 78% |███████████████████████ | (115048/146578, 271 it/s) [11m26s:1m56s] 78% |███████████████████████ | (115066/146578, 271 it/s) [11m26s:1m56s] 78% |███████████████████████ | (115086/146578, 271 it/s) [11m26s:1m56s] 78% |███████████████████████ | (115104/146578, 271 it/s) [11m26s:1m56s] 78% |███████████████████████ | (115123/146578, 271 it/s) [11m26s:1m56s] 78% |███████████████████████ | (115142/146578, 274 it/s) [11m26s:1m54s] 78% |███████████████████████ | (115161/146578, 274 it/s) [11m26s:1m54s] 78% |███████████████████████ | (115178/146578, 274 it/s) [11m26s:1m54s] 78% |███████████████████████ | (115196/146578, 274 it/s) [11m26s:1m54s] 78% |███████████████████████ | (115215/146578, 274 it/s) [11m26s:1m54s] 78% |███████████████████████ | (115234/146578, 274 it/s) [11m26s:1m54s] 78% |███████████████████████ | (115253/146578, 274 it/s) [11m26s:1m54s] 78% |███████████████████████ | (115270/146578, 274 it/s) [11m26s:1m54s] 78% |███████████████████████ | (115287/146578, 276 it/s) [11m27s:1m53s] 78% |███████████████████████ | (115304/146578, 276 it/s) [11m27s:1m53s] 78% |███████████████████████ | (115323/146578, 276 it/s) [11m27s:1m53s] 78% |███████████████████████ | (115342/146578, 276 it/s) [11m27s:1m53s] 78% |███████████████████████ | (115360/146578, 276 it/s) [11m27s:1m53s] 78% 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[11m28s:1m50s] 78% |███████████████████████ | (115635/146578, 279 it/s) [11m28s:1m50s] 78% |███████████████████████ | (115652/146578, 279 it/s) [11m28s:1m50s] 78% |███████████████████████ | (115670/146578, 279 it/s) [11m28s:1m50s] 78% |███████████████████████ | (115690/146578, 281 it/s) [11m28s:1m49s] 78% |███████████████████████ | (115708/146578, 281 it/s) [11m28s:1m49s] 78% |███████████████████████ | (115730/146578, 281 it/s) [11m28s:1m49s] 78% |███████████████████████ | (115749/146578, 281 it/s) [11m28s:1m49s] 78% |███████████████████████ | (115769/146578, 281 it/s) [11m28s:1m49s] 78% |███████████████████████ | (115787/146578, 281 it/s) [11m28s:1m49s] 79% |███████████████████████ | (115806/146578, 281 it/s) [11m28s:1m49s] 79% |███████████████████████ | (115824/146578, 281 it/s) [11m28s:1m49s] 79% |███████████████████████ | (115845/146578, 282 it/s) [11m29s:1m48s] 79% |███████████████████████ | (115863/146578, 282 it/s) [11m29s:1m48s] 79% |███████████████████████ | (115882/146578, 282 it/s) [11m29s:1m48s] 79% |███████████████████████ | (115899/146578, 282 it/s) [11m29s:1m48s] 79% |███████████████████████ | (115918/146578, 282 it/s) [11m29s:1m48s] 79% |███████████████████████ | (115938/146578, 282 it/s) [11m29s:1m48s] 79% |███████████████████████ | (115958/146578, 282 it/s) [11m29s:1m48s] 79% |███████████████████████ | (115975/146578, 281 it/s) [11m29s:1m48s] 79% |███████████████████████ | (115990/146578, 281 it/s) [11m29s:1m48s] 79% |███████████████████████ | (116006/146578, 281 it/s) [11m29s:1m48s] 79% |███████████████████████ | (116024/146578, 281 it/s) [11m29s:1m48s] 79% |███████████████████████ | (116041/146578, 281 it/s) [11m29s:1m48s] 79% |███████████████████████ | (116057/146578, 281 it/s) [11m29s:1m48s] 79% |███████████████████████ | (116063/146578, 281 it/s) [11m29s:1m48s] 79% |███████████████████████ | (116081/146578, 274 it/s) [11m29s:1m51s] 79% |███████████████████████ | (116096/146578, 274 it/s) [11m30s:1m51s] 79% |███████████████████████ | (116111/146578, 274 it/s) [11m30s:1m51s] 79% |███████████████████████ | (116126/146578, 274 it/s) [11m30s:1m50s] 79% |███████████████████████ | (116143/146578, 274 it/s) [11m30s:1m50s] 79% |███████████████████████ | (116159/146578, 274 it/s) [11m30s:1m50s] 79% |███████████████████████ | (116176/146578, 274 it/s) [11m30s:1m50s] 79% |███████████████████████ | (116191/146578, 274 it/s) [11m30s:1m50s] 79% |███████████████████████ | (116208/146578, 270 it/s) [11m30s:1m52s] 79% |███████████████████████ | (116223/146578, 270 it/s) [11m30s:1m52s] 79% |███████████████████████ | (116239/146578, 270 it/s) [11m30s:1m52s] 79% |███████████████████████ | (116255/146578, 270 it/s) [11m30s:1m52s] 79% |███████████████████████ | (116270/146578, 270 it/s) [11m30s:1m52s] 79% |███████████████████████ | (116286/146578, 270 it/s) [11m30s:1m52s] 79% |███████████████████████ | (116302/146578, 270 it/s) [11m30s:1m52s] 79% |███████████████████████ | (116319/146578, 265 it/s) [11m30s:1m54s] 79% 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249 it/s) [11m32s:1m59s] 79% |███████████████████████ | (116767/146578, 249 it/s) [11m32s:1m59s] 79% |████████████████████████ | (116783/146578, 244 it/s) [11m33s:2m1s] 79% |████████████████████████ | (116798/146578, 244 it/s) [11m33s:2m1s] 79% |████████████████████████ | (116814/146578, 244 it/s) [11m33s:2m1s] 79% |████████████████████████ | (116830/146578, 244 it/s) [11m33s:2m1s] 79% |████████████████████████ | (116845/146578, 244 it/s) [11m33s:2m1s] 79% |████████████████████████ | (116861/146578, 244 it/s) [11m33s:2m1s] 79% |████████████████████████ | (116877/146578, 244 it/s) [11m33s:2m1s] 79% |████████████████████████ | (116893/146578, 244 it/s) [11m33s:2m1s] 79% |████████████████████████ | (116909/146578, 242 it/s) [11m33s:2m2s] 79% |████████████████████████ | (116924/146578, 242 it/s) [11m33s:2m2s] 79% |████████████████████████ | (116939/146578, 242 it/s) [11m33s:2m2s] 79% |████████████████████████ | (116954/146578, 242 it/s) [11m33s:2m2s] 79% |████████████████████████ | 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[12m1s:1m27s] 84% |██████████████████████████ | (123978/146578, 259 it/s) [12m1s:1m27s] 84% |██████████████████████████ | (123996/146578, 259 it/s) [12m1s:1m27s] 84% |██████████████████████████ | (124012/146578, 259 it/s) [12m1s:1m27s] 84% |██████████████████████████ | (124028/146578, 259 it/s) [12m1s:1m27s] 84% |██████████████████████████ | (124044/146578, 259 it/s) [12m1s:1m27s] 84% |██████████████████████████ | (124060/146578, 260 it/s) [12m1s:1m26s] 84% |██████████████████████████ | (124076/146578, 260 it/s) [12m1s:1m26s] 84% |██████████████████████████ | (124091/146578, 260 it/s) [12m1s:1m26s] 84% |██████████████████████████ | (124106/146578, 260 it/s) [12m1s:1m26s] 84% |██████████████████████████ | (124121/146578, 260 it/s) [12m1s:1m26s] 84% |██████████████████████████ | (124136/146578, 260 it/s) [12m1s:1m26s] 84% |██████████████████████████ | (124151/146578, 260 it/s) [12m2s:1m26s] 84% |██████████████████████████ | (124167/146578, 255 it/s) [12m2s:1m27s] 84% 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[12m3s:1m24s] 85% |██████████████████████████ | (124644/146578, 258 it/s) [12m4s:1m24s] 85% |██████████████████████████ | (124661/146578, 258 it/s) [12m4s:1m24s] 85% |██████████████████████████ | (124678/146578, 255 it/s) [12m4s:1m25s] 85% |██████████████████████████ | (124693/146578, 255 it/s) [12m4s:1m25s] 85% |██████████████████████████ | (124709/146578, 255 it/s) [12m4s:1m25s] 85% |██████████████████████████ | (124727/146578, 255 it/s) [12m4s:1m25s] 85% |██████████████████████████ | (124743/146578, 255 it/s) [12m4s:1m25s] 85% |██████████████████████████ | (124759/146578, 255 it/s) [12m4s:1m25s] 85% |██████████████████████████ | (124776/146578, 255 it/s) [12m4s:1m25s] 85% |██████████████████████████ | (124792/146578, 252 it/s) [12m4s:1m26s] 85% |██████████████████████████ | (124808/146578, 252 it/s) [12m4s:1m26s] 85% |██████████████████████████ | (124824/146578, 252 it/s) [12m4s:1m26s] 85% |██████████████████████████ | (124839/146578, 252 it/s) [12m4s:1m26s] 85% 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[12m9s:1m24s] 85% |██████████████████████████ | (125962/146578, 245 it/s) [12m9s:1m24s] 85% |██████████████████████████ | (125979/146578, 245 it/s) [12m9s:1m24s] 85% |██████████████████████████ | (125996/146578, 245 it/s) [12m9s:1m23s] 85% |██████████████████████████ | (126012/146578, 245 it/s) [12m9s:1m23s] 85% |██████████████████████████ | (126028/146578, 245 it/s) [12m9s:1m23s] 85% |██████████████████████████ | (126044/146578, 245 it/s) [12m9s:1m23s] 86% |██████████████████████████ | (126059/146578, 245 it/s) [12m9s:1m23s] 86% |██████████████████████████ | (126077/146578, 245 it/s) [12m9s:1m23s] 86% |██████████████████████████ | (126094/146578, 245 it/s) [12m9s:1m23s] 86% |██████████████████████████ | (126110/146578, 245 it/s) [12m9s:1m23s] 86% |█████████████████████████ | (126118/146578, 245 it/s) [12m10s:1m23s] 86% |█████████████████████████ | (126133/146578, 245 it/s) [12m10s:1m23s] 86% |█████████████████████████ | (126151/146578, 247 it/s) [12m10s:1m22s] 86% 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(126382/146578, 245 it/s) [12m11s:1m22s] 86% |█████████████████████████ | (126399/146578, 245 it/s) [12m11s:1m22s] 86% |█████████████████████████ | (126415/146578, 245 it/s) [12m11s:1m22s] 86% |█████████████████████████ | (126431/146578, 245 it/s) [12m11s:1m22s] 86% |█████████████████████████ | (126447/146578, 245 it/s) [12m11s:1m22s] 86% |█████████████████████████ | (126464/146578, 245 it/s) [12m11s:1m22s] 86% |█████████████████████████ | (126482/146578, 245 it/s) [12m11s:1m21s] 86% |█████████████████████████ | (126499/146578, 245 it/s) [12m11s:1m21s] 86% |█████████████████████████ | (126517/146578, 245 it/s) [12m11s:1m21s] 86% |█████████████████████████ | (126534/146578, 245 it/s) [12m11s:1m21s] 86% |█████████████████████████ | (126551/146578, 245 it/s) [12m11s:1m21s] 86% |█████████████████████████ | (126568/146578, 245 it/s) [12m11s:1m21s] 86% |█████████████████████████ | (126585/146578, 245 it/s) [12m11s:1m21s] 86% |█████████████████████████ | (126601/146578, 245 it/s) [12m11s:1m21s] 86% |█████████████████████████ | (126618/146578, 245 it/s) [12m12s:1m21s] 86% |█████████████████████████ | (126635/146578, 245 it/s) [12m12s:1m21s] 86% |█████████████████████████ | (126653/146578, 246 it/s) [12m12s:1m20s] 86% |█████████████████████████ | (126670/146578, 246 it/s) [12m12s:1m20s] 86% |█████████████████████████ | (126688/146578, 246 it/s) [12m12s:1m20s] 86% |█████████████████████████ | (126706/146578, 246 it/s) [12m12s:1m20s] 86% |█████████████████████████ | (126724/146578, 246 it/s) [12m12s:1m20s] 86% |█████████████████████████ | (126742/146578, 246 it/s) [12m12s:1m20s] 86% |█████████████████████████ | (126760/146578, 246 it/s) [12m12s:1m20s] 86% |█████████████████████████ | (126778/146578, 247 it/s) [12m12s:1m20s] 86% |█████████████████████████ | (126794/146578, 247 it/s) [12m12s:1m19s] 86% |█████████████████████████ | (126813/146578, 247 it/s) [12m12s:1m19s] 86% |█████████████████████████ | (126830/146578, 247 it/s) [12m12s:1m19s] 86% 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(127067/146578, 249 it/s) [12m13s:1m18s] 86% |█████████████████████████ | (127085/146578, 249 it/s) [12m13s:1m18s] 86% |█████████████████████████ | (127104/146578, 249 it/s) [12m13s:1m18s] 86% |█████████████████████████ | (127121/146578, 249 it/s) [12m14s:1m18s] 86% |█████████████████████████ | (127137/146578, 249 it/s) [12m14s:1m18s] 86% |█████████████████████████ | (127153/146578, 249 it/s) [12m14s:1m18s] 86% |█████████████████████████ | (127171/146578, 250 it/s) [12m14s:1m17s] 86% |█████████████████████████ | (127188/146578, 250 it/s) [12m14s:1m17s] 86% |█████████████████████████ | (127206/146578, 250 it/s) [12m14s:1m17s] 86% |█████████████████████████ | (127223/146578, 250 it/s) [12m14s:1m17s] 86% |█████████████████████████ | (127241/146578, 250 it/s) [12m14s:1m17s] 86% |█████████████████████████ | (127258/146578, 250 it/s) [12m14s:1m17s] 86% |█████████████████████████ | (127276/146578, 250 it/s) [12m14s:1m17s] 86% |█████████████████████████ | (127292/146578, 252 it/s) [12m14s:1m16s] 86% |█████████████████████████ | (127309/146578, 252 it/s) [12m14s:1m16s] 86% |█████████████████████████ | (127325/146578, 252 it/s) [12m14s:1m16s] 86% |█████████████████████████ | (127342/146578, 252 it/s) [12m14s:1m16s] 86% |█████████████████████████ | (127357/146578, 252 it/s) [12m14s:1m16s] 86% |█████████████████████████ | (127375/146578, 252 it/s) [12m15s:1m16s] 86% |█████████████████████████ | (127388/146578, 252 it/s) [12m15s:1m16s] 86% |█████████████████████████ | (127404/146578, 252 it/s) [12m15s:1m16s] 86% |█████████████████████████ | (127419/146578, 253 it/s) [12m15s:1m15s] 86% |█████████████████████████ | (127435/146578, 253 it/s) [12m15s:1m15s] 86% |█████████████████████████ | (127451/146578, 253 it/s) [12m15s:1m15s] 86% |█████████████████████████ | (127467/146578, 253 it/s) [12m15s:1m15s] 86% |█████████████████████████ | (127484/146578, 253 it/s) [12m15s:1m15s] 86% |█████████████████████████ | (127499/146578, 253 it/s) [12m15s:1m15s] 86% 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(128868/146578, 257 it/s) [12m20s:1m8s] 87% |██████████████████████████ | (128887/146578, 257 it/s) [12m20s:1m8s] 87% |██████████████████████████ | (128906/146578, 257 it/s) [12m20s:1m8s] 87% |██████████████████████████ | (128923/146578, 257 it/s) [12m21s:1m8s] 87% |██████████████████████████ | (128940/146578, 257 it/s) [12m21s:1m8s] 87% |██████████████████████████ | (128956/146578, 257 it/s) [12m21s:1m8s] 87% |██████████████████████████ | (128973/146578, 259 it/s) [12m21s:1m7s] 88% |███████████████████████████ | (128990/146578, 259 it/s) [12m21s:1m7s] 88% |███████████████████████████ | (129007/146578, 259 it/s) [12m21s:1m7s] 88% |███████████████████████████ | (129023/146578, 259 it/s) [12m21s:1m7s] 88% |███████████████████████████ | (129040/146578, 259 it/s) [12m21s:1m7s] 88% |███████████████████████████ | (129055/146578, 259 it/s) [12m21s:1m7s] 88% |███████████████████████████ | (129072/146578, 259 it/s) [12m21s:1m7s] 88% |███████████████████████████ | (129090/146578, 260 it/s) [12m21s:1m7s] 88% |███████████████████████████ | (129104/146578, 260 it/s) [12m21s:1m7s] 88% |███████████████████████████ | (129120/146578, 260 it/s) [12m21s:1m7s] 88% |███████████████████████████ | (129137/146578, 260 it/s) [12m21s:1m7s] 88% |███████████████████████████ | (129154/146578, 260 it/s) [12m21s:1m7s] 88% |███████████████████████████ | (129170/146578, 260 it/s) [12m22s:1m7s] 88% |███████████████████████████ | (129186/146578, 260 it/s) [12m22s:1m7s] 88% |███████████████████████████ | (129204/146578, 259 it/s) [12m22s:1m7s] 88% |███████████████████████████ | (129220/146578, 259 it/s) [12m22s:1m6s] 88% |███████████████████████████ | (129238/146578, 259 it/s) [12m22s:1m6s] 88% |███████████████████████████ | (129255/146578, 259 it/s) [12m22s:1m6s] 88% |███████████████████████████ | (129272/146578, 259 it/s) [12m22s:1m6s] 88% |███████████████████████████ | (129288/146578, 259 it/s) [12m22s:1m6s] 88% |███████████████████████████ | (129304/146578, 259 it/s) [12m22s:1m6s] 88% 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97% |███████████████████████████████ | (142215/146578, 298 it/s) [13m10s:14s] 97% |███████████████████████████████ | (142232/146578, 298 it/s) [13m10s:14s] 97% |███████████████████████████████ | (142250/146578, 298 it/s) [13m10s:14s] 97% |███████████████████████████████ | (142269/146578, 298 it/s) [13m10s:14s] 97% |███████████████████████████████ | (142288/146578, 298 it/s) [13m10s:14s] 97% |███████████████████████████████ | (142306/146578, 298 it/s) [13m10s:14s] 97% |███████████████████████████████ | (142324/146578, 293 it/s) [13m10s:14s] 97% |███████████████████████████████ | (142342/146578, 293 it/s) [13m10s:14s] 97% |███████████████████████████████ | (142360/146578, 293 it/s) [13m11s:14s] 97% |███████████████████████████████ | (142379/146578, 293 it/s) [13m11s:14s] 97% |███████████████████████████████ | (142397/146578, 293 it/s) [13m11s:14s] 97% |███████████████████████████████ | (142415/146578, 293 it/s) [13m11s:14s] 97% |███████████████████████████████ | (142434/146578, 293 it/s) [13m11s:14s] 97% |███████████████████████████████ | (142452/146578, 288 it/s) [13m11s:14s] 97% |███████████████████████████████ | (142472/146578, 288 it/s) [13m11s:14s] 97% |███████████████████████████████ | (142491/146578, 288 it/s) [13m11s:14s] 97% |███████████████████████████████ | (142511/146578, 288 it/s) [13m11s:14s] 97% |███████████████████████████████ | (142532/146578, 288 it/s) [13m11s:14s] 97% |███████████████████████████████ | (142554/146578, 288 it/s) [13m11s:13s] 97% |███████████████████████████████ | (142574/146578, 288 it/s) [13m11s:13s] 97% |███████████████████████████████ | (142594/146578, 288 it/s) [13m11s:13s] 97% |███████████████████████████████ | (142614/146578, 288 it/s) [13m11s:13s] 97% |███████████████████████████████ | (142633/146578, 288 it/s) [13m11s:13s] 97% |███████████████████████████████ | (142653/146578, 288 it/s) [13m12s:13s] 97% |███████████████████████████████ | (142672/146578, 288 it/s) [13m12s:13s] 97% |███████████████████████████████ | (142692/146578, 288 it/s) [13m12s:13s] 97% |███████████████████████████████ | (142711/146578, 288 it/s) [13m12s:13s] 97% |███████████████████████████████ | (142730/146578, 288 it/s) [13m12s:13s] 97% |███████████████████████████████ | (142749/146578, 286 it/s) [13m12s:13s] 97% |███████████████████████████████ | (142768/146578, 286 it/s) [13m12s:13s] 97% |███████████████████████████████ | (142787/146578, 286 it/s) [13m12s:13s] 97% |███████████████████████████████ | (142804/146578, 286 it/s) [13m12s:13s] 97% |███████████████████████████████ | (142823/146578, 286 it/s) [13m12s:13s] 97% |███████████████████████████████ | (142840/146578, 286 it/s) [13m12s:13s] 97% |███████████████████████████████ | (142859/146578, 286 it/s) [13m12s:12s] 97% |███████████████████████████████ | (142878/146578, 286 it/s) [13m12s:12s] 97% |███████████████████████████████ | (142896/146578, 284 it/s) [13m12s:12s] 97% |███████████████████████████████ | (142914/146578, 284 it/s) [13m12s:12s] 97% 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[13m13s:12s] 97% |███████████████████████████████ | (143175/146578, 284 it/s) [13m13s:11s] 97% |███████████████████████████████ | (143193/146578, 284 it/s) [13m13s:11s] 97% |███████████████████████████████ | (143211/146578, 284 it/s) [13m14s:11s] 97% |███████████████████████████████ | (143229/146578, 284 it/s) [13m14s:11s] 97% |███████████████████████████████ | (143247/146578, 284 it/s) [13m14s:11s] 97% |███████████████████████████████ | (143265/146578, 284 it/s) [13m14s:11s] 97% |███████████████████████████████ | (143283/146578, 284 it/s) [13m14s:11s] 97% |███████████████████████████████ | (143302/146578, 279 it/s) [13m14s:11s] 97% |███████████████████████████████ | (143321/146578, 279 it/s) [13m14s:11s] 97% |███████████████████████████████ | (143339/146578, 279 it/s) [13m14s:11s] 97% |███████████████████████████████ | (143358/146578, 279 it/s) [13m14s:11s] 97% |███████████████████████████████ | (143378/146578, 279 it/s) [13m14s:11s] 97% |███████████████████████████████ | (143397/146578, 279 it/s) [13m14s:11s] 97% |███████████████████████████████ | (143415/146578, 279 it/s) [13m14s:11s] 97% |███████████████████████████████ | (143433/146578, 279 it/s) [13m14s:11s] 97% |███████████████████████████████ | (143451/146578, 278 it/s) [13m14s:11s] 97% |███████████████████████████████ | (143469/146578, 278 it/s) [13m14s:11s] 97% |███████████████████████████████ | (143486/146578, 278 it/s) [13m15s:11s] 97% |███████████████████████████████ | (143506/146578, 278 it/s) [13m15s:11s] 97% |███████████████████████████████ | (143514/146578, 278 it/s) [13m15s:11s] 97% |███████████████████████████████ | (143532/146578, 278 it/s) [13m15s:10s] 97% |███████████████████████████████ | (143551/146578, 278 it/s) [13m15s:10s] 97% |███████████████████████████████ | (143571/146578, 279 it/s) [13m15s:10s] 97% |███████████████████████████████ | (143589/146578, 279 it/s) [13m15s:10s] 97% |███████████████████████████████ | (143608/146578, 279 it/s) [13m15s:10s] 97% |███████████████████████████████ | (143626/146578, 279 it/s) [13m15s:10s] 97% |███████████████████████████████ | (143645/146578, 279 it/s) [13m15s:10s] 98% |███████████████████████████████ | (143662/146578, 279 it/s) [13m15s:10s] 98% |███████████████████████████████ | (143681/146578, 279 it/s) [13m15s:10s] 98% |███████████████████████████████ | (143698/146578, 279 it/s) [13m15s:10s] 98% |███████████████████████████████ | (143717/146578, 278 it/s) [13m15s:10s] 98% |███████████████████████████████ | (143735/146578, 278 it/s) [13m15s:10s] 98% |███████████████████████████████ | (143755/146578, 278 it/s) [13m16s:10s] 98% |███████████████████████████████ | (143774/146578, 278 it/s) [13m16s:10s] 98% |███████████████████████████████ | (143792/146578, 278 it/s) [13m16s:10s] 98% |████████████████████████████████ | (143811/146578, 278 it/s) [13m16s:9s] 98% |████████████████████████████████ | (143830/146578, 278 it/s) [13m16s:9s] 98% |████████████████████████████████ | (143849/146578, 279 it/s) [13m16s:9s] 98% |████████████████████████████████ | (143868/146578, 279 it/s) [13m16s:9s] 98% |████████████████████████████████ | (143888/146578, 279 it/s) [13m16s:9s] 98% |████████████████████████████████ | (143907/146578, 279 it/s) [13m16s:9s] 98% |████████████████████████████████ | (143926/146578, 279 it/s) [13m16s:9s] 98% |████████████████████████████████ | (143947/146578, 279 it/s) [13m16s:9s] 98% |████████████████████████████████ | (143966/146578, 279 it/s) [13m16s:9s] 98% |████████████████████████████████ | (143985/146578, 279 it/s) [13m16s:9s] 98% |████████████████████████████████ | (144004/146578, 278 it/s) [13m16s:9s] 98% |████████████████████████████████ | (144023/146578, 278 it/s) [13m16s:9s] 98% |████████████████████████████████ | (144042/146578, 278 it/s) [13m17s:9s] 98% |████████████████████████████████ | (144059/146578, 278 it/s) [13m17s:9s] 98% |████████████████████████████████ | (144077/146578, 278 it/s) [13m17s:9s] 98% |████████████████████████████████ | (144095/146578, 278 it/s) [13m17s:8s] 98% |████████████████████████████████ | (144114/146578, 278 it/s) [13m17s:8s] 98% |████████████████████████████████ | (144133/146578, 276 it/s) [13m17s:8s] 98% |████████████████████████████████ | (144151/146578, 276 it/s) [13m17s:8s] 98% |████████████████████████████████ | (144170/146578, 276 it/s) [13m17s:8s] 98% |████████████████████████████████ | (144189/146578, 276 it/s) [13m17s:8s] 98% |████████████████████████████████ | (144208/146578, 276 it/s) [13m17s:8s] 98% |████████████████████████████████ | (144229/146578, 276 it/s) [13m17s:8s] 98% |████████████████████████████████ | (144250/146578, 276 it/s) [13m17s:8s] 98% |████████████████████████████████ | (144274/146578, 276 it/s) [13m17s:8s] 98% |████████████████████████████████ | (144296/146578, 279 it/s) [13m17s:8s] 98% |████████████████████████████████ | (144320/146578, 279 it/s) [13m17s:8s] 98% |████████████████████████████████ | (144342/146578, 279 it/s) [13m18s:8s] 98% |████████████████████████████████ | (144364/146578, 279 it/s) [13m18s:7s] 98% |████████████████████████████████ | (144387/146578, 279 it/s) [13m18s:7s] 98% |████████████████████████████████ | (144411/146578, 279 it/s) [13m18s:7s] 98% |████████████████████████████████ | (144433/146578, 279 it/s) [13m18s:7s] 98% |████████████████████████████████ | (144455/146578, 279 it/s) [13m18s:7s] 98% |████████████████████████████████ | (144478/146578, 285 it/s) [13m18s:7s] 98% |████████████████████████████████ | (144500/146578, 285 it/s) [13m18s:7s] 98% |████████████████████████████████ | (144522/146578, 285 it/s) [13m18s:7s] 98% |████████████████████████████████ | (144543/146578, 285 it/s) [13m18s:7s] 98% |████████████████████████████████ | (144566/146578, 285 it/s) [13m18s:7s] 98% |████████████████████████████████ | (144588/146578, 285 it/s) [13m18s:6s] 98% |████████████████████████████████ | (144611/146578, 285 it/s) [13m18s:6s] 98% |████████████████████████████████ | (144633/146578, 291 it/s) [13m18s:6s] 98% |████████████████████████████████ | (144655/146578, 291 it/s) [13m18s:6s] 98% |████████████████████████████████ | (144678/146578, 291 it/s) [13m19s:6s] 98% |████████████████████████████████ | (144702/146578, 291 it/s) [13m19s:6s] 98% |████████████████████████████████ | (144726/146578, 291 it/s) [13m19s:6s] 98% |████████████████████████████████ | (144748/146578, 291 it/s) [13m19s:6s] 98% |████████████████████████████████ | (144770/146578, 291 it/s) [13m19s:6s] 98% |████████████████████████████████ | (144792/146578, 291 it/s) [13m19s:6s] 98% |████████████████████████████████ | (144815/146578, 298 it/s) [13m19s:5s] 98% |████████████████████████████████ | (144838/146578, 298 it/s) [13m19s:5s] 98% |████████████████████████████████ | (144861/146578, 298 it/s) [13m19s:5s] 98% |████████████████████████████████ | (144884/146578, 298 it/s) [13m19s:5s] 98% |████████████████████████████████ | (144905/146578, 298 it/s) [13m19s:5s] 98% |████████████████████████████████ | (144925/146578, 298 it/s) [13m19s:5s] 98% |████████████████████████████████ | (144948/146578, 298 it/s) [13m19s:5s] 98% |████████████████████████████████ | (144970/146578, 303 it/s) [13m19s:5s] 98% |████████████████████████████████ | (144994/146578, 303 it/s) [13m19s:5s] 98% |████████████████████████████████ | (145016/146578, 303 it/s) [13m20s:5s] 98% |████████████████████████████████ | (145037/146578, 303 it/s) [13m20s:5s] 98% |████████████████████████████████ | (145055/146578, 303 it/s) [13m20s:5s] 98% |████████████████████████████████ | (145077/146578, 303 it/s) [13m20s:4s] 98% |████████████████████████████████ | (145099/146578, 303 it/s) [13m20s:4s] 99% |████████████████████████████████ | (145121/146578, 303 it/s) [13m20s:4s] 99% |████████████████████████████████ | (145143/146578, 309 it/s) [13m20s:4s] 99% |████████████████████████████████ | (145165/146578, 309 it/s) [13m20s:4s] 99% |████████████████████████████████ | (145188/146578, 309 it/s) [13m20s:4s] 99% |████████████████████████████████ | (145210/146578, 309 it/s) [13m20s:4s] 99% |████████████████████████████████ | (145233/146578, 309 it/s) [13m20s:4s] 99% |████████████████████████████████ | (145254/146578, 309 it/s) [13m20s:4s] 99% |████████████████████████████████ | (145276/146578, 309 it/s) [13m20s:4s] 99% |████████████████████████████████ | (145297/146578, 315 it/s) [13m20s:4s] 99% |████████████████████████████████ | (145318/146578, 315 it/s) [13m20s:4s] 99% |████████████████████████████████ | (145338/146578, 315 it/s) [13m21s:3s] 99% |████████████████████████████████ | (145359/146578, 315 it/s) [13m21s:3s] 99% |████████████████████████████████ | (145381/146578, 315 it/s) [13m21s:3s] 99% |████████████████████████████████ | (145399/146578, 315 it/s) [13m21s:3s] 99% |████████████████████████████████ | (145421/146578, 315 it/s) [13m21s:3s] 99% |████████████████████████████████ | (145441/146578, 315 it/s) [13m21s:3s] 99% |████████████████████████████████ | (145463/146578, 318 it/s) [13m21s:3s] 99% |████████████████████████████████ | (145486/146578, 318 it/s) [13m21s:3s] 99% |████████████████████████████████ | (145508/146578, 318 it/s) [13m21s:3s] 99% |████████████████████████████████ | (145530/146578, 318 it/s) [13m21s:3s] 99% |████████████████████████████████ | (145551/146578, 318 it/s) [13m21s:3s] 99% |████████████████████████████████ | (145572/146578, 318 it/s) [13m21s:3s] 99% |████████████████████████████████ | (145591/146578, 318 it/s) [13m21s:3s] 99% |████████████████████████████████ | (145612/146578, 321 it/s) [13m21s:3s] 99% |████████████████████████████████ | (145634/146578, 321 it/s) [13m21s:2s] 99% |████████████████████████████████ | (145653/146578, 321 it/s) [13m22s:2s] 99% |████████████████████████████████ | (145674/146578, 321 it/s) [13m22s:2s] 99% |████████████████████████████████ | (145696/146578, 321 it/s) [13m22s:2s] 99% |████████████████████████████████ | (145718/146578, 321 it/s) [13m22s:2s] 99% |████████████████████████████████ | (145741/146578, 321 it/s) [13m22s:2s] 99% |████████████████████████████████ | (145764/146578, 321 it/s) [13m22s:2s] 99% |████████████████████████████████ | (145785/146578, 326 it/s) [13m22s:2s] 99% |████████████████████████████████ | (145807/146578, 326 it/s) [13m22s:2s] 99% |████████████████████████████████ | (145829/146578, 326 it/s) [13m22s:2s] 99% |████████████████████████████████ | (145851/146578, 326 it/s) [13m22s:2s] 99% |████████████████████████████████ | (145872/146578, 326 it/s) [13m22s:2s] 99% |████████████████████████████████ | (145894/146578, 326 it/s) [13m22s:2s] 99% |████████████████████████████████ | (145917/146578, 326 it/s) [13m22s:2s] 99% |████████████████████████████████ | (145941/146578, 329 it/s) [13m22s:1s] 99% |████████████████████████████████ | (145962/146578, 329 it/s) [13m22s:1s] 99% |████████████████████████████████ | (145984/146578, 329 it/s) [13m23s:1s] 99% |████████████████████████████████ | (146006/146578, 329 it/s) [13m23s:1s] 99% |████████████████████████████████ | (146028/146578, 329 it/s) [13m23s:1s] 99% |████████████████████████████████ | (146049/146578, 329 it/s) [13m23s:1s] 99% |████████████████████████████████ | (146072/146578, 329 it/s) [13m23s:1s] 99% |████████████████████████████████ | (146095/146578, 329 it/s) [13m23s:1s] 99% |████████████████████████████████ | (146116/146578, 328 it/s) [13m23s:1s] 99% |████████████████████████████████ | (146140/146578, 328 it/s) [13m23s:1s] 99% |████████████████████████████████ | (146162/146578, 328 it/s) [13m23s:1s] 99% |████████████████████████████████ | (146183/146578, 328 it/s) [13m23s:1s] 99% |████████████████████████████████ | (146205/146578, 328 it/s) [13m23s:1s] 99% |████████████████████████████████ | (146226/146578, 328 it/s) [13m23s:1s] 99% |████████████████████████████████ | (146249/146578, 328 it/s) [13m23s:1s] 99% |████████████████████████████████ | (146270/146578, 327 it/s) [13m23s:0s] 99% |████████████████████████████████ | (146292/146578, 327 it/s) [13m23s:0s] 99% |████████████████████████████████ | (146315/146578, 327 it/s) [13m24s:0s] 99% |████████████████████████████████ | (146338/146578, 327 it/s) [13m24s:0s] 99% |████████████████████████████████ | (146359/146578, 327 it/s) [13m24s:0s] 99% |████████████████████████████████ | (146379/146578, 327 it/s) [13m24s:0s] 99% |████████████████████████████████ | (146401/146578, 327 it/s) [13m24s:0s] 99% |████████████████████████████████ | (146423/146578, 327 it/s) [13m24s:0s] 99% |████████████████████████████████ | (146445/146578, 326 it/s) [13m24s:0s] 99% |████████████████████████████████ | (146466/146578, 326 it/s) [13m24s:0s] 99% |████████████████████████████████ | (146488/146578, 326 it/s) [13m24s:0s] 99% |████████████████████████████████ | (146509/146578, 326 it/s) [13m24s:0s] 99% |████████████████████████████████ | (146532/146578, 326 it/s) [13m24s:0s] 99% |████████████████████████████████ | (146555/146578, 326 it/s) [13m24s:0s] 99% |████████████████████████████████ | (146577/146578, 326 it/s) [13m24s:0s] 100% |█████████████████████████████████| (146578/146578, 182 it/s) 2026-08-09 23:40:40 [INFO] Delaminator took 28m56.893412881s