+ /app/bin/delaminator -v --result /working/result.json /working/23845776-1086-48a8-8d9f-79127fe8422f 2026-05-28 21:25:20 [INFO] Delaminator 1.0.6 2026-05-28 21:25:20 [INFO] Delaminating... 0% | | ( 0 B/86 GB) [0s:0s] 0% | | (14 MB/86 GB, 204 MB/s) [0s:7m3s] 0% | | (26 MB/86 GB, 190 MB/s) [0s:7m35s] 0% | | (38 MB/86 GB, 186 MB/s) [0s:7m45s] 0% | | (53 MB/86 GB, 196 MB/s) [0s:7m21s] 0% | | (68 MB/86 GB, 201 MB/s) [0s:7m10s] 0% | | (82 MB/86 GB, 201 MB/s) [0s:7m9s] 0% | | (97 MB/86 GB, 204 MB/s) [0s:7m3s] 0% | | (112 MB/86 GB, 208 MB/s) [0s:6m55s] 0% | | (126 MB/86 GB, 208 MB/s) [0s:6m55s] 0% | | (141 MB/86 GB, 208 MB/s) [0s:6m55s] 0% | | (156 MB/86 GB, 208 MB/s) [0s:6m55s] 0% | | (172 MB/86 GB, 208 MB/s) [0s:6m55s] 0% | | (187 MB/86 GB, 208 MB/s) [0s:6m55s] 0% | | (201 MB/86 GB, 208 MB/s) [0s:6m55s] 0% | | (215 MB/86 GB, 214 MB/s) [1s:6m41s] 0% | | (231 MB/86 GB, 214 MB/s) [1s:6m41s] 0% | | (246 MB/86 GB, 214 MB/s) [1s:6m41s] 0% | | (261 MB/86 GB, 214 MB/s) [1s:6m41s] 0% | | (276 MB/86 GB, 214 MB/s) [1s:6m41s] 0% | | (291 MB/86 GB, 214 MB/s) [1s:6m41s] 0% | | (306 MB/86 GB, 214 MB/s) [1s:6m41s] 0% | | (322 MB/86 GB, 214 MB/s) [1s:6m41s] 0% | | (336 MB/86 GB, 218 MB/s) [1s:6m34s] 0% | | (351 MB/86 GB, 218 MB/s) [1s:6m34s] 0% | | (367 MB/86 GB, 218 MB/s) [1s:6m33s] 0% | | (382 MB/86 GB, 218 MB/s) [1s:6m33s] 0% | | (397 MB/86 GB, 218 MB/s) [1s:6m33s] 0% | | (413 MB/86 GB, 218 MB/s) [1s:6m33s] 0% | | (429 MB/86 GB, 218 MB/s) [1s:6m33s] 0% | | (443 MB/86 GB, 220 MB/s) [2s:6m29s] 0% | | (459 MB/86 GB, 220 MB/s) [2s:6m29s] 0% | | (475 MB/86 GB, 220 MB/s) [2s:6m29s] 0% | | (490 MB/86 GB, 220 MB/s) [2s:6m29s] 0% | | (503 MB/86 GB, 220 MB/s) [2s:6m29s] 0% | | (516 MB/86 GB, 220 MB/s) [2s:6m29s] 0% | | (530 MB/86 GB, 220 MB/s) [2s:6m29s] 0% | | (543 MB/86 GB, 220 MB/s) [2s:6m29s] 0% | | (558 MB/86 GB, 219 MB/s) [2s:6m31s] 0% | | (574 MB/86 GB, 219 MB/s) [2s:6m31s] 0% | | (589 MB/86 GB, 219 MB/s) [2s:6m31s] 0% | | (604 MB/86 GB, 219 MB/s) [2s:6m31s] 0% | | (618 MB/86 GB, 219 MB/s) [2s:6m31s] 0% | | (633 MB/86 GB, 219 MB/s) [2s:6m31s] 0% | | (648 MB/86 GB, 219 MB/s) [2s:6m31s] 0% | | (662 MB/86 GB, 220 MB/s) [3s:6m30s] 0% | | (677 MB/86 GB, 220 MB/s) [3s:6m30s] 0% | | (692 MB/86 GB, 220 MB/s) [3s:6m30s] 0% | | (707 MB/86 GB, 220 MB/s) [3s:6m30s] 0% | | (722 MB/86 GB, 220 MB/s) [3s:6m30s] 0% | | (736 MB/86 GB, 220 MB/s) [3s:6m30s] 0% | | (750 MB/86 GB, 220 MB/s) [3s:6m30s] 0% | | (765 MB/86 GB, 220 MB/s) [3s:6m30s] 0% | | (780 MB/86 GB, 220 MB/s) [3s:6m29s] 0% | | (795 MB/86 GB, 220 MB/s) [3s:6m29s] 0% | | (808 MB/86 GB, 220 MB/s) [3s:6m29s] 0% | | (823 MB/86 GB, 220 MB/s) [3s:6m29s] 0% | | (837 MB/86 GB, 220 MB/s) [3s:6m29s] 0% | | (851 MB/86 GB, 220 MB/s) [3s:6m29s] 1% | | (866 MB/86 GB, 220 MB/s) [3s:6m29s] 1% | | (880 MB/86 GB, 219 MB/s) [4s:6m30s] 1% | | (895 MB/86 GB, 219 MB/s) [4s:6m30s] 1% | | (908 MB/86 GB, 219 MB/s) [4s:6m30s] 1% | | (922 MB/86 GB, 219 MB/s) [4s:6m30s] 1% | | (936 MB/86 GB, 219 MB/s) [4s:6m30s] 1% | | (950 MB/86 GB, 219 MB/s) [4s:6m30s] 1% | | (964 MB/86 GB, 219 MB/s) [4s:6m30s] 1% | | (979 MB/86 GB, 219 MB/s) [4s:6m30s] 1% | | (994 MB/86 GB, 218 MB/s) [4s:6m31s] 1% | | (1.0/86 GB, 218 MB/s) [4s:6m31s] 1% | | (1.0/86 GB, 218 MB/s) [4s:6m31s] 1% | | (1.0/86 GB, 218 MB/s) [4s:6m31s] 1% | | (1.1/86 GB, 218 MB/s) [4s:6m31s] 1% | | (1.1/86 GB, 218 MB/s) [4s:6m31s] 1% | | (1.1/86 GB, 218 MB/s) [4s:6m31s] 1% | | (1.1/86 GB, 218 MB/s) [5s:6m30s] 1% | | (1.1/86 GB, 218 MB/s) [5s:6m30s] 1% | | (1.1/86 GB, 218 MB/s) [5s:6m30s] 1% | | (1.1/86 GB, 218 MB/s) [5s:6m30s] 1% | | (1.2/86 GB, 218 MB/s) [5s:6m30s] 1% | | (1.2/86 GB, 218 MB/s) [5s:6m30s] 1% | | (1.2/86 GB, 218 MB/s) [5s:6m29s] 1% | | (1.2/86 GB, 218 MB/s) [5s:6m29s] 1% | | (1.2/86 GB, 220 MB/s) [5s:6m27s] 1% | | (1.2/86 GB, 220 MB/s) [5s:6m27s] 1% | | (1.2/86 GB, 220 MB/s) [5s:6m27s] 1% | | (1.3/86 GB, 220 MB/s) [5s:6m27s] 1% | | (1.3/86 GB, 220 MB/s) [5s:6m27s] 1% | | (1.3/86 GB, 220 MB/s) [5s:6m27s] 1% | | (1.3/86 GB, 220 MB/s) [5s:6m27s] 1% | | (1.3/86 GB, 219 MB/s) [6s:6m27s] 1% | | (1.3/86 GB, 219 MB/s) [6s:6m27s] 1% | | (1.3/86 GB, 219 MB/s) [6s:6m27s] 1% | | (1.4/86 GB, 219 MB/s) [6s:6m27s] 1% | | (1.4/86 GB, 219 MB/s) [6s:6m27s] 1% | | (1.4/86 GB, 219 MB/s) [6s:6m27s] 1% | | (1.4/86 GB, 219 MB/s) [6s:6m27s] 1% | | (1.4/86 GB, 219 MB/s) [6s:6m27s] 1% | | (1.4/86 GB, 219 MB/s) [6s:6m27s] 1% | | (1.5/86 GB, 219 MB/s) [6s:6m27s] 1% | | (1.5/86 GB, 219 MB/s) [6s:6m27s] 1% | | (1.5/86 GB, 219 MB/s) [6s:6m27s] 1% | | (1.5/86 GB, 219 MB/s) [6s:6m27s] 1% | | (1.5/86 GB, 219 MB/s) [6s:6m27s] 1% | | (1.5/86 GB, 219 MB/s) [6s:6m27s] 1% | | (1.5/86 GB, 218 MB/s) [7s:6m28s] 1% | | (1.6/86 GB, 218 MB/s) [7s:6m28s] 1% | | (1.6/86 GB, 218 MB/s) [7s:6m28s] 1% | | (1.6/86 GB, 218 MB/s) [7s:6m28s] 1% | | (1.6/86 GB, 218 MB/s) [7s:6m28s] 1% | | (1.6/86 GB, 218 MB/s) [7s:6m28s] 1% | | (1.6/86 GB, 218 MB/s) [7s:6m28s] 1% | | (1.6/86 GB, 218 MB/s) [7s:6m28s] 1% | | (1.7/86 GB, 218 MB/s) [7s:6m28s] 1% | | (1.7/86 GB, 218 MB/s) [7s:6m28s] 1% | | (1.7/86 GB, 218 MB/s) [7s:6m28s] 1% | | (1.7/86 GB, 218 MB/s) [7s:6m28s] 1% | | (1.7/86 GB, 218 MB/s) [7s:6m28s] 1% | | (1.7/86 GB, 218 MB/s) [7s:6m28s] 2% | | (1.7/86 GB, 218 MB/s) [7s:6m28s] 2% | | (1.8/86 GB, 218 MB/s) [8s:6m28s] 2% | | (1.8/86 GB, 218 MB/s) [8s:6m28s] 2% | | (1.8/86 GB, 218 MB/s) [8s:6m28s] 2% | | (1.8/86 GB, 218 MB/s) [8s:6m28s] 2% | | (1.8/86 GB, 218 MB/s) [8s:6m28s] 2% | | (1.8/86 GB, 218 MB/s) [8s:6m28s] 2% | | (1.8/86 GB, 218 MB/s) [8s:6m28s] 2% | | (1.9/86 GB, 218 MB/s) [8s:6m28s] 2% | | (1.9/86 GB, 217 MB/s) [8s:6m29s] 2% | | (1.9/86 GB, 217 MB/s) [8s:6m28s] 2% | | (1.9/86 GB, 217 MB/s) [8s:6m28s] 2% | | (1.9/86 GB, 217 MB/s) [8s:6m28s] 2% | | (1.9/86 GB, 217 MB/s) [8s:6m28s] 2% | | (1.9/86 GB, 217 MB/s) [8s:6m28s] 2% | | (2.0/86 GB, 217 MB/s) [8s:6m28s] 2% | | (2.0/86 GB, 217 MB/s) [9s:6m28s] 2% | | (2.0/86 GB, 217 MB/s) [9s:6m28s] 2% | | (2.0/86 GB, 217 MB/s) [9s:6m28s] 2% | | (2.0/86 GB, 217 MB/s) [9s:6m28s] 2% | | (2.0/86 GB, 217 MB/s) [9s:6m28s] 2% | | (2.0/86 GB, 217 MB/s) [9s:6m28s] 2% | | (2.1/86 GB, 217 MB/s) [9s:6m28s] 2% | | (2.1/86 GB, 217 MB/s) [9s:6m28s] 2% | | (2.1/86 GB, 217 MB/s) [9s:6m29s] 2% | | (2.1/86 GB, 217 MB/s) [9s:6m29s] 2% | | (2.1/86 GB, 217 MB/s) [9s:6m29s] 2% | | (2.1/86 GB, 217 MB/s) [9s:6m29s] 2% | | (2.1/86 GB, 217 MB/s) [9s:6m28s] 2% | | (2.2/86 GB, 217 MB/s) [9s:6m28s] 2% | | (2.2/86 GB, 217 MB/s) [9s:6m28s] 2% | | (2.2/86 GB, 216 MB/s) [10s:6m30s] 2% | | (2.2/86 GB, 216 MB/s) [10s:6m30s] 2% | | (2.2/86 GB, 216 MB/s) [10s:6m30s] 2% | | (2.2/86 GB, 216 MB/s) [10s:6m30s] 2% | | (2.2/86 GB, 216 MB/s) [10s:6m30s] 2% | | (2.3/86 GB, 216 MB/s) [10s:6m30s] 2% | | (2.3/86 GB, 216 MB/s) [10s:6m29s] 2% | | (2.3/86 GB, 216 MB/s) [10s:6m29s] 2% | | (2.3/86 GB, 216 MB/s) [10s:6m29s] 2% | | (2.3/86 GB, 216 MB/s) [10s:6m29s] 2% | | (2.3/86 GB, 216 MB/s) [10s:6m29s] 2% | | (2.3/86 GB, 216 MB/s) [10s:6m29s] 2% | | (2.4/86 GB, 216 MB/s) [10s:6m29s] 2% | | (2.4/86 GB, 216 MB/s) [10s:6m29s] 2% | | (2.4/86 GB, 216 MB/s) [11s:6m29s] 2% | | (2.4/86 GB, 215 MB/s) [11s:6m31s] 2% | | (2.4/86 GB, 215 MB/s) [11s:6m31s] 2% | | (2.4/86 GB, 215 MB/s) [11s:6m31s] 2% | | (2.4/86 GB, 215 MB/s) [11s:6m31s] 2% | | (2.5/86 GB, 215 MB/s) [11s:6m31s] 2% | | (2.5/86 GB, 215 MB/s) [11s:6m30s] 2% | | (2.5/86 GB, 215 MB/s) [11s:6m30s] 2% | | (2.5/86 GB, 213 MB/s) [11s:6m33s] 2% | | (2.5/86 GB, 213 MB/s) [11s:6m33s] 2% | | (2.5/86 GB, 213 MB/s) [11s:6m33s] 2% | | (2.5/86 GB, 213 MB/s) [11s:6m33s] 2% | | (2.6/86 GB, 213 MB/s) [11s:6m33s] 2% | | (2.6/86 GB, 213 MB/s) [11s:6m33s] 2% | | (2.6/86 GB, 213 MB/s) [11s:6m33s] 3% |█ | (2.6/86 GB, 213 MB/s) [12s:6m33s] 3% |█ | (2.6/86 GB, 212 MB/s) [12s:6m34s] 3% |█ | (2.6/86 GB, 212 MB/s) [12s:6m34s] 3% |█ | (2.6/86 GB, 212 MB/s) [12s:6m34s] 3% |█ | (2.6/86 GB, 212 MB/s) [12s:6m34s] 3% |█ | (2.7/86 GB, 212 MB/s) [12s:6m34s] 3% |█ | (2.7/86 GB, 212 MB/s) [12s:6m34s] 3% |█ | (2.7/86 GB, 212 MB/s) [12s:6m34s] 3% |█ | (2.7/86 GB, 212 MB/s) [12s:6m33s] 3% |█ | (2.7/86 GB, 212 MB/s) [12s:6m33s] 3% |█ | (2.7/86 GB, 212 MB/s) [12s:6m33s] 3% |█ | (2.8/86 GB, 212 MB/s) [12s:6m33s] 3% |█ | (2.8/86 GB, 212 MB/s) [12s:6m33s] 3% |█ | (2.8/86 GB, 212 MB/s) [12s:6m33s] 3% |█ | (2.8/86 GB, 212 MB/s) [12s:6m33s] 3% |█ | (2.8/86 GB, 212 MB/s) [13s:6m33s] 3% |█ | (2.8/86 GB, 213 MB/s) [13s:6m32s] 3% |█ | (2.8/86 GB, 213 MB/s) [13s:6m32s] 3% |█ | (2.9/86 GB, 213 MB/s) [13s:6m32s] 3% |█ | (2.9/86 GB, 213 MB/s) [13s:6m32s] 3% |█ | (2.9/86 GB, 213 MB/s) [13s:6m32s] 3% |█ | (2.9/86 GB, 213 MB/s) [13s:6m32s] 3% |█ | (2.9/86 GB, 213 MB/s) [13s:6m32s] 3% |█ | (2.9/86 GB, 213 MB/s) [13s:6m32s] 3% |█ | (2.9/86 GB, 213 MB/s) [13s:6m32s] 3% |█ | (3.0/86 GB, 213 MB/s) [13s:6m32s] 3% |█ | (3.0/86 GB, 213 MB/s) [13s:6m32s] 3% |█ | (3.0/86 GB, 213 MB/s) [13s:6m32s] 3% |█ | (3.0/86 GB, 213 MB/s) [13s:6m32s] 3% |█ | (3.0/86 GB, 213 MB/s) [13s:6m32s] 3% |█ | (3.0/86 GB, 213 MB/s) [14s:6m31s] 3% |█ | (3.0/86 GB, 214 MB/s) [14s:6m29s] 3% |█ | (3.1/86 GB, 214 MB/s) [14s:6m29s] 3% |█ | (3.1/86 GB, 214 MB/s) [14s:6m29s] 3% |█ | (3.1/86 GB, 214 MB/s) [14s:6m29s] 3% |█ | (3.1/86 GB, 214 MB/s) [14s:6m29s] 3% |█ | (3.1/86 GB, 214 MB/s) [14s:6m29s] 3% |█ | (3.1/86 GB, 214 MB/s) [14s:6m29s] 3% |█ | (3.2/86 GB, 216 MB/s) [14s:6m26s] 3% |█ | (3.2/86 GB, 216 MB/s) [14s:6m26s] 3% |█ | (3.2/86 GB, 216 MB/s) [14s:6m26s] 3% |█ | (3.2/86 GB, 216 MB/s) [14s:6m26s] 3% |█ | (3.2/86 GB, 216 MB/s) [14s:6m26s] 3% |█ | (3.2/86 GB, 216 MB/s) [14s:6m25s] 3% |█ | (3.2/86 GB, 216 MB/s) [14s:6m25s] 3% |█ | (3.2/86 GB, 216 MB/s) [15s:6m25s] 3% |█ | (3.3/86 GB, 213 MB/s) [15s:6m29s] 3% |█ | (3.3/86 GB, 213 MB/s) [15s:6m29s] 3% |█ | (3.3/86 GB, 213 MB/s) [15s:6m29s] 3% |█ | (3.3/86 GB, 213 MB/s) [15s:6m29s] 3% |█ | (3.3/86 GB, 213 MB/s) [15s:6m29s] 3% |█ | (3.3/86 GB, 202 MB/s) [15s:6m50s] 3% |█ | (3.3/86 GB, 202 MB/s) [15s:6m50s] 3% |█ | (3.3/86 GB, 202 MB/s) [15s:6m50s] 3% |█ | (3.3/86 GB, 202 MB/s) [15s:6m50s] 3% |█ | (3.3/86 GB, 202 MB/s) [15s:6m50s] 3% |█ | (3.3/86 GB, 190 MB/s) [16s:7m16s] 3% |█ | (3.4/86 GB, 190 MB/s) [16s:7m16s] 3% |█ | (3.4/86 GB, 190 MB/s) [16s:7m16s] 3% |█ | (3.4/86 GB, 190 MB/s) [16s:7m16s] 3% |█ | (3.4/86 GB, 190 MB/s) [16s:7m16s] 3% |█ | (3.4/86 GB, 174 MB/s) [16s:7m57s] 3% |█ | (3.4/86 GB, 174 MB/s) [16s:7m57s] 3% |█ | (3.4/86 GB, 174 MB/s) [16s:7m57s] 3% |█ | (3.4/86 GB, 174 MB/s) [16s:7m57s] 3% |█ | (3.4/86 GB, 174 MB/s) [16s:7m57s] 3% |█ | (3.4/86 GB, 174 MB/s) [17s:7m57s] 3% |█ | (3.4/86 GB, 163 MB/s) [17s:8m28s] 3% |█ | (3.4/86 GB, 163 MB/s) [17s:8m28s] 3% |█ | (3.5/86 GB, 163 MB/s) [17s:8m28s] 4% |█ | (3.5/86 GB, 163 MB/s) [17s:8m28s] 4% |█ | (3.5/86 GB, 163 MB/s) [17s:8m28s] 4% |█ | (3.5/86 GB, 163 MB/s) [17s:8m27s] 4% |█ | (3.5/86 GB, 156 MB/s) [17s:8m53s] 4% |█ | (3.5/86 GB, 156 MB/s) [17s:8m52s] 4% |█ | (3.5/86 GB, 156 MB/s) [17s:8m52s] 4% |█ | (3.5/86 GB, 156 MB/s) [18s:8m52s] 4% |█ | (3.6/86 GB, 156 MB/s) [18s:8m52s] 4% |█ | (3.6/86 GB, 156 MB/s) [18s:8m52s] 4% |█ | (3.6/86 GB, 147 MB/s) [18s:9m24s] 4% |█ | (3.6/86 GB, 147 MB/s) [18s:9m24s] 4% |█ | (3.6/86 GB, 147 MB/s) [18s:9m24s] 4% |█ | (3.6/86 GB, 147 MB/s) [18s:9m24s] 4% |█ | (3.6/86 GB, 135 MB/s) [18s:10m13s] 4% |█ | (3.6/86 GB, 135 MB/s) [18s:10m13s] 4% |█ | (3.6/86 GB, 135 MB/s) [18s:10m12s] 4% |█ | (3.7/86 GB, 135 MB/s) [18s:10m12s] 4% |█ | (3.7/86 GB, 135 MB/s) [18s:10m12s] 4% |█ | (3.7/86 GB, 135 MB/s) [19s:10m12s] 4% |█ | (3.7/86 GB, 135 MB/s) [19s:10m12s] 4% |█ | (3.7/86 GB, 135 MB/s) [19s:10m12s] 4% |█ | (3.7/86 GB, 130 MB/s) [19s:10m35s] 4% |█ | (3.7/86 GB, 130 MB/s) [19s:10m35s] 4% |█ | (3.7/86 GB, 130 MB/s) [19s:10m34s] 4% |█ | (3.8/86 GB, 130 MB/s) [19s:10m34s] 4% |█ | (3.8/86 GB, 130 MB/s) [19s:10m34s] 4% |█ | (3.8/86 GB, 130 MB/s) [19s:10m34s] 4% |█ | (3.8/86 GB, 126 MB/s) [19s:10m58s] 4% |█ | (3.8/86 GB, 126 MB/s) [19s:10m58s] 4% |█ | (3.8/86 GB, 126 MB/s) [19s:10m58s] 4% |█ | (3.8/86 GB, 126 MB/s) [19s:10m57s] 4% |█ | (3.8/86 GB, 126 MB/s) [20s:10m57s] 4% |█ | (3.8/86 GB, 126 MB/s) [20s:10m57s] 4% |█ | (3.9/86 GB, 118 MB/s) [20s:11m38s] 4% |█ | (3.9/86 GB, 118 MB/s) [20s:11m38s] 4% |█ | (3.9/86 GB, 118 MB/s) [20s:11m38s] 4% |█ | (3.9/86 GB, 113 MB/s) [20s:12m12s] 4% |█ | (3.9/86 GB, 113 MB/s) [20s:12m11s] 4% |█ | (3.9/86 GB, 113 MB/s) [20s:12m11s] 4% |█ | (3.9/86 GB, 113 MB/s) [20s:12m11s] 4% |█ | (3.9/86 GB, 113 MB/s) [20s:12m11s] 4% |█ | (3.9/86 GB, 113 MB/s) [21s:12m11s] 4% |█ | (3.9/86 GB, 117 MB/s) [21s:11m45s] 4% |█ | (4.0/86 GB, 117 MB/s) [21s:11m45s] 4% |█ | (4.0/86 GB, 117 MB/s) [21s:11m45s] 4% |█ | (4.0/86 GB, 117 MB/s) [21s:11m45s] 4% |█ | (4.0/86 GB, 116 MB/s) [21s:11m50s] 4% |█ | (4.0/86 GB, 116 MB/s) [21s:11m50s] 4% |█ | (4.0/86 GB, 116 MB/s) [22s:11m50s] 4% |█ | (4.0/86 GB, 116 MB/s) [22s:11m49s] 4% |█ | (4.0/86 GB, 116 MB/s) [22s:11m49s] 4% |█ | (4.0/86 GB, 110 MB/s) [22s:12m28s] 4% |█ | (4.0/86 GB, 110 MB/s) [22s:12m28s] 4% |█ | (4.0/86 GB, 110 MB/s) [22s:12m28s] 4% |█ | (4.0/86 GB, 110 MB/s) [22s:12m27s] 4% |█ | (4.0/86 GB, 110 MB/s) [22s:12m27s] 4% |█ | (4.1/86 GB, 110 MB/s) [22s:12m27s] 4% |█ | (4.1/86 GB, 110 MB/s) 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123 MB/s) [2m0s:9m48s] 16% |█████ | (14/86 GB, 120 MB/s) [2m0s:10m0s] 16% |█████ | (14/86 GB, 120 MB/s) [2m0s:10m0s] 16% |█████ | (14/86 GB, 120 MB/s) [2m0s:10m0s] 16% |█████ | (14/86 GB, 120 MB/s) [2m1s:10m0s] 16% |█████ | (14/86 GB, 120 MB/s) [2m1s:10m0s] 16% |█████ | (14/86 GB, 118 MB/s) [2m1s:10m9s] 16% |█████ | (14/86 GB, 118 MB/s) [2m1s:10m9s] 16% |█████ | (14/86 GB, 118 MB/s) [2m1s:10m8s] 16% |█████ | (14/86 GB, 118 MB/s) [2m1s:10m8s] 16% |█████ | (14/86 GB, 118 MB/s) [2m1s:10m8s] 16% |█████ | (14/86 GB, 118 MB/s) [2m1s:10m8s] 16% |█████ | (14/86 GB, 118 MB/s) [2m1s:10m8s] 16% |█████ | (14/86 GB, 118 MB/s) [2m1s:10m8s] 16% |█████ | (14/86 GB, 134 MB/s) [2m1s:8m58s] 16% |█████ | (14/86 GB, 134 MB/s) [2m1s:8m58s] 16% |█████ | (14/86 GB, 134 MB/s) [2m1s:8m58s] 16% |█████ | (14/86 GB, 134 MB/s) [2m1s:8m58s] 16% |█████ | (14/86 GB, 134 MB/s) [2m2s:8m58s] 16% |█████ | (14/86 GB, 124 MB/s) [2m2s:9m40s] 16% |█████ | (14/86 GB, 124 MB/s) [2m2s:9m40s] 16% |█████ | (14/86 GB, 124 MB/s) 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MB/s) [2m7s:11m18s] 17% |██████ | (15/86 GB, 105 MB/s) [2m7s:11m18s] 17% |██████ | (15/86 GB, 105 MB/s) [2m7s:11m18s] 17% |██████ | (15/86 GB, 105 MB/s) [2m7s:11m18s] 17% |██████ | (15/86 GB, 98 MB/s) [2m7s:12m6s] 17% |██████ | (15/86 GB, 98 MB/s) [2m7s:12m6s] 17% |██████ | (15/86 GB, 98 MB/s) [2m7s:12m6s] 17% |██████ | (15/86 GB, 98 MB/s) [2m8s:12m6s] 17% |██████ | (15/86 GB, 98 MB/s) [2m8s:12m6s] 17% |██████ | (15/86 GB, 98 MB/s) [2m8s:12m6s] 17% |██████ | (15/86 GB, 97 MB/s) [2m8s:12m17s] 17% |██████ | (15/86 GB, 97 MB/s) [2m8s:12m16s] 17% |██████ | (15/86 GB, 97 MB/s) [2m8s:12m16s] 17% |██████ | (15/86 GB, 97 MB/s) [2m8s:12m16s] 17% |██████ | (15/86 GB, 97 MB/s) [2m8s:12m16s] 17% |██████ | (15/86 GB, 97 MB/s) [2m8s:12m16s] 17% |██████ | (15/86 GB, 97 MB/s) [2m8s:12m16s] 17% |██████ | (15/86 GB, 104 MB/s) [2m8s:11m29s] 17% |██████ | (15/86 GB, 104 MB/s) [2m8s:11m29s] 17% |██████ | (15/86 GB, 104 MB/s) [2m8s:11m28s] 17% |██████ | (15/86 GB, 104 MB/s) [2m8s:11m28s] 17% |██████ | 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[2m16s:9m49s] 18% |██████ | (16/86 GB, 120 MB/s) [2m16s:9m49s] 18% |██████ | (16/86 GB, 120 MB/s) [2m17s:9m49s] 18% |██████ | (16/86 GB, 116 MB/s) [2m17s:10m7s] 18% |██████ | (16/86 GB, 116 MB/s) [2m17s:10m7s] 18% |██████ | (16/86 GB, 116 MB/s) [2m17s:10m6s] 18% |██████ | (16/86 GB, 116 MB/s) [2m17s:10m6s] 18% |██████ | (16/86 GB, 116 MB/s) [2m17s:10m6s] 18% |██████ | (16/86 GB, 116 MB/s) [2m17s:10m6s] 18% |██████ | (16/86 GB, 119 MB/s) [2m17s:9m53s] 18% |██████ | (16/86 GB, 119 MB/s) [2m17s:9m53s] 18% |██████ | (16/86 GB, 119 MB/s) [2m18s:9m53s] 18% |██████ | (16/86 GB, 119 MB/s) [2m18s:9m53s] 18% |██████ | (16/86 GB, 116 MB/s) [2m18s:10m6s] 18% |██████ | (16/86 GB, 116 MB/s) [2m18s:10m6s] 18% |██████ | (16/86 GB, 116 MB/s) [2m18s:10m6s] 18% |██████ | (16/86 GB, 116 MB/s) [2m18s:10m6s] 18% |██████ | (16/86 GB, 116 MB/s) [2m18s:10m5s] 18% |██████ | (16/86 GB, 108 MB/s) [2m18s:10m48s] 18% |██████ | (16/86 GB, 108 MB/s) [2m19s:10m48s] 18% |██████ | (16/86 GB, 108 MB/s) [2m19s:10m48s] 18% 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[9m26s:1m16s] 89% |████████████████████████████████ | (77/86 GB, 122 MB/s) [9m26s:1m16s] 89% |████████████████████████████████ | (77/86 GB, 122 MB/s) [9m26s:1m16s] 89% |████████████████████████████████ | (77/86 GB, 122 MB/s) [9m26s:1m16s] 89% |████████████████████████████████ | (77/86 GB, 122 MB/s) [9m26s:1m16s] 89% |████████████████████████████████ | (77/86 GB, 118 MB/s) [9m26s:1m18s] 89% |████████████████████████████████ | (77/86 GB, 118 MB/s) [9m26s:1m18s] 89% |████████████████████████████████ | (77/86 GB, 118 MB/s) [9m27s:1m18s] 89% |████████████████████████████████ | (77/86 GB, 118 MB/s) [9m27s:1m18s] 89% |████████████████████████████████ | (77/86 GB, 118 MB/s) [9m27s:1m17s] 89% |████████████████████████████████ | (77/86 GB, 118 MB/s) [9m27s:1m17s] 89% |████████████████████████████████ | (77/86 GB, 118 MB/s) [9m27s:1m17s] 89% |████████████████████████████████ | (77/86 GB, 119 MB/s) [9m27s:1m17s] 89% |████████████████████████████████ | (77/86 GB, 119 MB/s) [9m27s:1m17s] 89% 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[11m1s:2s] 99% |██████████████████████████████████████ | (86/86 GB, 101 MB/s) [11m1s:2s] 99% |██████████████████████████████████████ | (86/86 GB, 101 MB/s) [11m1s:2s] 99% |██████████████████████████████████████ | (86/86 GB, 101 MB/s) [11m1s:2s] 99% |██████████████████████████████████████ | (86/86 GB, 101 MB/s) [11m1s:2s] 99% |██████████████████████████████████████ | (86/86 GB, 101 MB/s) [11m1s:1s] 99% |███████████████████████████████████████ | (86/86 GB, 90 MB/s) [11m1s:2s] 99% |███████████████████████████████████████ | (86/86 GB, 90 MB/s) [11m1s:1s] 99% |███████████████████████████████████████ | (86/86 GB, 90 MB/s) [11m1s:1s] 99% |███████████████████████████████████████ | (86/86 GB, 90 MB/s) [11m2s:1s] 99% |███████████████████████████████████████ | (86/86 GB, 91 MB/s) [11m2s:1s] 99% |███████████████████████████████████████ | (86/86 GB, 91 MB/s) [11m2s:1s] 99% |███████████████████████████████████████ | (86/86 GB, 91 MB/s) [11m2s:1s] 99% |███████████████████████████████████████ | (86/86 GB, 91 MB/s) [11m2s:1s] 99% |███████████████████████████████████████ | (86/86 GB, 91 MB/s) [11m2s:1s] 99% |███████████████████████████████████████ | (86/86 GB, 91 MB/s) [11m2s:0s] 99% |███████████████████████████████████████ | (86/86 GB, 96 MB/s) [11m2s:0s] 99% |███████████████████████████████████████ | (86/86 GB, 96 MB/s) [11m2s:0s] 99% |███████████████████████████████████████ | (86/86 GB, 96 MB/s) [11m2s:0s] 99% |███████████████████████████████████████ | (86/86 GB, 96 MB/s) [11m2s:0s] 99% |███████████████████████████████████████ | (86/86 GB, 96 MB/s) [11m3s:0s] 99% |███████████████████████████████████████ | (86/86 GB, 96 MB/s) [11m3s:0s] 99% |███████████████████████████████████████ | (86/86 GB, 96 MB/s) [11m3s:0s] 99% |███████████████████████████████████████ | (86/86 GB, 96 MB/s) [11m3s:0s] 99% |██████████████████████████████████████ | (86/86 GB, 108 MB/s) [11m3s:0s] 100% |███████████████████████████████████████| (86/86 GB, 130 MB/s) 2026-05-28 21:36:23 [INFO] Writing lidar track file... 2026-05-28 21:36:23 [INFO] Packing lidar frames into a ZIP file... 0% | | (0/108148, 0 it/hr) [0s:0s] 0% | | (7/108148, 96 it/s) [0s:18m49s] 0% | | (13/108148, 89 it/s) [0s:20m18s] 0% | | (19/108148, 85 it/s) [0s:21m10s] 0% | | (20/108148, 61 it/s) [0s:29m45s] 0% | | (29/108148, 73 it/s) [0s:24m42s] 0% | | (44/108148, 95 it/s) [0s:18m56s] 0% | | (60/108148, 111 it/s) [0s:16m12s] 0% | | (70/108148, 111 it/s) [0s:16m12s] 0% | | (74/108148, 111 it/s) [0s:16m12s] 0% | | (76/108148, 111 it/s) [0s:16m12s] 0% | | (87/108148, 111 it/s) [0s:16m12s] 0% | | (101/108148, 91 it/s) [1s:19m52s] 0% | | (113/108148, 91 it/s) [1s:19m52s] 0% | | (116/108148, 91 it/s) [1s:19m52s] 0% | | (121/108148, 91 it/s) [1s:19m52s] 0% | | (126/108148, 83 it/s) [1s:21m38s] 0% | | (128/108148, 83 it/s) [1s:21m38s] 0% | | (141/108148, 83 it/s) [1s:21m38s] 0% | | (145/108148, 83 it/s) [1s:21m38s] 0% | | (146/108148, 83 it/s) [2s:21m38s] 0% | | (149/108148, 73 it/s) [2s:24m38s] 0% | | (156/108148, 73 it/s) 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84 it/s) [6s:21m21s] 0% | | (586/108148, 84 it/s) [6s:21m20s] 0% | | (600/108148, 84 it/s) [7s:21m20s] 0% | | (614/108148, 84 it/s) [7s:21m20s] 0% | | (627/108148, 84 it/s) [7s:21m20s] 0% | | (639/108148, 84 it/s) [7s:21m20s] 0% | | (653/108148, 84 it/s) [7s:21m20s] 0% | | (667/108148, 98 it/s) [7s:18m14s] 0% | | (674/108148, 98 it/s) [7s:18m14s] 0% | | (688/108148, 98 it/s) [7s:18m14s] 0% | | (702/108148, 98 it/s) [7s:18m14s] 0% | | (716/108148, 98 it/s) [7s:18m13s] 0% | | (731/108148, 98 it/s) [7s:18m13s] 0% | | (745/108148, 98 it/s) [7s:18m13s] 0% | | (753/108148, 107 it/s) [7s:16m45s] 0% | | (763/108148, 107 it/s) [7s:16m45s] 0% | | (764/108148, 107 it/s) [8s:16m45s] 0% | | (771/108148, 107 it/s) [8s:16m45s] 0% | | (786/108148, 110 it/s) [8s:16m19s] 0% | | (801/108148, 110 it/s) [8s:16m19s] 0% | | (816/108148, 110 it/s) [8s:16m18s] 0% | | (817/108148, 110 it/s) [8s:16m18s] 0% | | (832/108148, 110 it/s) [8s:16m18s] 0% | | (846/108148, 110 it/s) [8s:16m18s] 0% | | (855/108148, 111 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it/s) [22s:15m45s] 1% | | (2140/108148, 112 it/s) [23s:15m44s] 1% | | (2148/108148, 112 it/s) [23s:15m44s] 1% | | (2155/108148, 112 it/s) [23s:15m44s] 1% | | (2160/108148, 106 it/s) [23s:16m39s] 2% | | (2174/108148, 106 it/s) [23s:16m38s] 2% | | (2186/108148, 106 it/s) [23s:16m38s] 2% | | (2198/108148, 106 it/s) [23s:16m38s] 2% | | (2199/108148, 106 it/s) [23s:16m38s] 2% | | (2213/108148, 106 it/s) [23s:16m38s] 2% | | (2226/108148, 109 it/s) [23s:16m13s] 2% | | (2239/108148, 109 it/s) [24s:16m12s] 2% | | (2253/108148, 109 it/s) [24s:16m12s] 2% | | (2264/108148, 109 it/s) [24s:16m12s] 2% | | (2272/108148, 109 it/s) [24s:16m12s] 2% | | (2276/108148, 108 it/s) [24s:16m20s] 2% | | (2288/108148, 108 it/s) [24s:16m20s] 2% | | (2302/108148, 108 it/s) [24s:16m20s] 2% | | (2306/108148, 108 it/s) [24s:16m20s] 2% | | (2312/108148, 108 it/s) [24s:16m20s] 2% | | (2315/108148, 102 it/s) [24s:17m13s] 2% | | (2325/108148, 102 it/s) [25s:17m13s] 2% | | (2331/108148, 102 it/s) [25s:17m13s] 2% | | (2339/108148, 102 it/s) [25s:17m13s] 2% | | (2345/108148, 102 it/s) [25s:17m13s] 2% | | (2354/108148, 103 it/s) [25s:17m10s] 2% | | (2360/108148, 103 it/s) [25s:17m10s] 2% | | (2367/108148, 103 it/s) [25s:17m10s] 2% | | (2374/108148, 103 it/s) [25s:17m10s] 2% | | (2382/108148, 103 it/s) [25s:17m10s] 2% | | (2389/108148, 103 it/s) [26s:17m6s] 2% | | (2397/108148, 103 it/s) [26s:17m6s] 2% | | (2403/108148, 103 it/s) [26s:17m6s] 2% | | (2411/108148, 103 it/s) [26s:17m6s] 2% | | (2417/108148, 103 it/s) [26s:17m6s] 2% | | (2424/108148, 97 it/s) [26s:18m5s] 2% | | (2430/108148, 97 it/s) [26s:18m5s] 2% | | (2431/108148, 97 it/s) [26s:18m5s] 2% | | (2444/108148, 97 it/s) [26s:18m4s] 2% | | (2458/108148, 97 it/s) [26s:18m4s] 2% | | (2472/108148, 94 it/s) [27s:18m39s] 2% | | (2485/108148, 94 it/s) [27s:18m38s] 2% | | (2498/108148, 94 it/s) [27s:18m38s] 2% | | (2511/108148, 94 it/s) [27s:18m38s] 2% | | (2525/108148, 94 it/s) [27s:18m38s] 2% | | (2538/108148, 94 it/s) [27s:18m38s] 2% | | (2552/108148, 94 it/s) [27s:18m38s] 2% | | (2564/108148, 94 it/s) [27s:18m38s] 2% | | (2579/108148, 102 it/s) [27s:17m13s] 2% | | (2592/108148, 102 it/s) [27s:17m12s] 2% | | (2595/108148, 102 it/s) [27s:17m12s] 2% | | (2597/108148, 102 it/s) [27s:17m12s] 2% | | (2606/108148, 102 it/s) [27s:17m12s] 2% | | (2612/108148, 97 it/s) [28s:18m13s] 2% | | (2620/108148, 97 it/s) [28s:18m13s] 2% | | (2627/108148, 97 it/s) [28s:18m13s] 2% | | (2629/108148, 97 it/s) [28s:18m13s] 2% | | (2632/108148, 97 it/s) [28s:18m13s] 2% | | (2635/108148, 92 it/s) [28s:19m1s] 2% | | (2649/108148, 92 it/s) [28s:19m1s] 2% | | (2654/108148, 92 it/s) [28s:19m1s] 2% | | (2666/108148, 92 it/s) [28s:19m0s] 2% | | (2679/108148, 92 it/s) [28s:19m0s] 2% | | (2691/108148, 92 it/s) [29s:19m0s] 2% | | (2692/108148, 90 it/s) [29s:19m26s] 2% | | (2699/108148, 90 it/s) [29s:19m26s] 2% | | (2705/108148, 90 it/s) [29s:19m26s] 2% | | (2712/108148, 90 it/s) [29s:19m26s] 2% | | (2719/108148, 90 it/s) [29s:19m25s] 2% | | (2727/108148, 87 it/s) [29s:20m12s] 2% | | (2733/108148, 87 it/s) [29s:20m12s] 2% | | (2741/108148, 87 it/s) [29s:20m12s] 2% | | (2748/108148, 87 it/s) [29s:20m11s] 2% | | (2762/108148, 87 it/s) [30s:20m11s] 2% | | (2775/108148, 87 it/s) [30s:20m11s] 2% | | (2786/108148, 90 it/s) [30s:19m31s] 2% | | (2788/108148, 90 it/s) [30s:19m31s] 2% | | (2795/108148, 90 it/s) [30s:19m31s] 2% | | (2808/108148, 90 it/s) [30s:19m31s] 2% | | (2822/108148, 90 it/s) [30s:19m31s] 2% | | (2827/108148, 90 it/s) [30s:19m31s] 2% | | (2840/108148, 91 it/s) [30s:19m13s] 2% | | (2845/108148, 91 it/s) [30s:19m13s] 2% | | (2853/108148, 91 it/s) [31s:19m13s] 2% | | (2867/108148, 91 it/s) [31s:19m13s] 2% | | (2881/108148, 91 it/s) [31s:19m12s] 2% | | (2896/108148, 91 it/s) [31s:19m12s] 2% | | (2911/108148, 96 it/s) [31s:18m14s] 2% | | (2925/108148, 96 it/s) [31s:18m13s] 2% | | (2938/108148, 96 it/s) [31s:18m13s] 2% | | (2939/108148, 96 it/s) [31s:18m11s] 2% | | (2940/108148, 96 it/s) [32s:18m11s] 2% | | (2952/108148, 96 it/s) [32s:18m11s] 2% | | (2964/108148, 96 it/s) [32s:18m10s] 2% | | (2977/108148, 96 it/s) [32s:18m10s] 2% | | (2989/108148, 96 it/s) [32s:18m10s] 2% | | (2997/108148, 97 it/s) [32s:18m1s] 2% | | (3002/108148, 97 it/s) [32s:18m1s] 2% | | (3010/108148, 97 it/s) [32s:18m1s] 2% | | (3019/108148, 97 it/s) [32s:18m1s] 2% | | (3032/108148, 84 it/s) [32s:20m46s] 2% | | (3045/108148, 84 it/s) [33s:20m46s] 2% | | (3055/108148, 84 it/s) [33s:20m46s] 2% | | (3069/108148, 84 it/s) [33s:20m45s] 2% | | (3083/108148, 84 it/s) [33s:20m45s] 2% | | (3097/108148, 84 it/s) [33s:20m45s] 2% | | (3112/108148, 84 it/s) [33s:20m44s] 2% | | (3125/108148, 84 it/s) [33s:20m44s] 2% | | (3139/108148, 84 it/s) [33s:20m44s] 2% | | (3151/108148, 84 it/s) [33s:20m44s] 2% | | (3155/108148, 94 it/s) [34s:18m35s] 2% | | (3163/108148, 94 it/s) [34s:18m35s] 2% | | (3176/108148, 94 it/s) [34s:18m35s] 2% | | (3190/108148, 94 it/s) [34s:18m35s] 2% | | (3202/108148, 94 it/s) [34s:18m35s] 2% | | (3210/108148, 94 it/s) [34s:18m34s] 2% | | (3224/108148, 94 it/s) [34s:18m34s] 2% | | (3237/108148, 98 it/s) [34s:17m51s] 3% |█ | (3251/108148, 98 it/s) [34s:17m51s] 3% |█ | (3265/108148, 98 it/s) [34s:17m51s] 3% |█ | (3279/108148, 98 it/s) [34s:17m50s] 3% |█ | (3293/108148, 98 it/s) [34s:17m50s] 3% |█ | (3307/108148, 98 it/s) [35s:17m50s] 3% |█ | (3321/108148, 98 it/s) [35s:17m50s] 3% |█ | (3335/108148, 112 it/s) [35s:15m38s] 3% |█ | (3350/108148, 112 it/s) [35s:15m38s] 3% |█ | (3364/108148, 112 it/s) [35s:15m38s] 3% |█ | (3378/108148, 112 it/s) [35s:15m38s] 3% |█ | (3392/108148, 112 it/s) [35s:15m37s] 3% |█ | (3406/108148, 112 it/s) [35s:15m37s] 3% |█ | (3419/108148, 112 it/s) [35s:15m37s] 3% |█ | (3434/108148, 112 it/s) [35s:15m37s] 3% |█ | (3447/108148, 122 it/s) [35s:14m15s] 3% |█ | (3461/108148, 122 it/s) [35s:14m15s] 3% |█ | (3474/108148, 122 it/s) [35s:14m15s] 3% |█ | (3487/108148, 122 it/s) [35s:14m15s] 3% |█ | (3501/108148, 122 it/s) [35s:14m15s] 3% |█ | (3515/108148, 122 it/s) [36s:14m15s] 3% |█ | (3529/108148, 122 it/s) [36s:14m15s] 3% |█ | (3543/108148, 134 it/s) [36s:13m2s] 3% |█ | (3557/108148, 134 it/s) [36s:13m1s] 3% |█ | (3572/108148, 134 it/s) [36s:13m1s] 3% |█ | (3586/108148, 134 it/s) [36s:13m1s] 3% |█ | (3596/108148, 134 it/s) [36s:13m1s] 3% |█ | (3607/108148, 134 it/s) [36s:13m1s] 3% |█ | (3620/108148, 134 it/s) [36s:13m1s] 3% |█ | (3633/108148, 140 it/s) [36s:12m23s] 3% |█ | (3646/108148, 140 it/s) [36s:12m23s] 3% |█ | (3652/108148, 140 it/s) [36s:12m23s] 3% |█ | (3653/108148, 138 it/s) [37s:12m39s] 3% |█ | (3667/108148, 138 it/s) [37s:12m39s] 3% |█ | (3679/108148, 138 it/s) [37s:12m39s] 3% |█ | (3693/108148, 138 it/s) [37s:12m39s] 3% |█ | (3707/108148, 138 it/s) [37s:12m39s] 3% |█ | (3716/108148, 138 it/s) [37s:12m39s] 3% |█ | (3718/108148, 140 it/s) [37s:12m25s] 3% |█ | (3731/108148, 140 it/s) [37s:12m25s] 3% |█ | (3745/108148, 140 it/s) [37s:12m25s] 3% |█ | (3758/108148, 140 it/s) [37s:12m25s] 3% |█ | (3771/108148, 140 it/s) [37s:12m25s] 3% |█ | (3783/108148, 140 it/s) [38s:12m24s] 3% |█ | (3789/108148, 140 it/s) [38s:12m24s] 3% |█ | (3802/108148, 147 it/s) [38s:11m47s] 3% |█ | (3808/108148, 147 it/s) [38s:11m47s] 3% |█ | (3821/108148, 147 it/s) [38s:11m47s] 3% |█ | (3829/108148, 147 it/s) [38s:11m47s] 3% |█ | (3839/108148, 147 it/s) [38s:11m47s] 3% |█ | (3852/108148, 147 it/s) [38s:11m47s] 3% |█ | (3865/108148, 154 it/s) [38s:11m17s] 3% |█ | (3869/108148, 154 it/s) [38s:11m17s] 3% |█ | (3877/108148, 154 it/s) [39s:11m17s] 3% |█ | (3888/108148, 154 it/s) [39s:11m17s] 3% |█ | (3898/108148, 154 it/s) [39s:11m17s] 3% |█ | (3899/108148, 147 it/s) [39s:11m51s] 3% |█ | (3908/108148, 147 it/s) [39s:11m51s] 3% |█ | (3909/108148, 147 it/s) [39s:11m51s] 3% |█ | (3919/108148, 147 it/s) [39s:11m51s] 3% |█ | (3933/108148, 147 it/s) [39s:11m51s] 3% |█ | (3945/108148, 139 it/s) [39s:12m30s] 3% |█ | (3951/108148, 139 it/s) [39s:12m30s] 3% |█ | (3958/108148, 139 it/s) [39s:12m30s] 3% |█ | (3971/108148, 139 it/s) [40s:12m30s] 3% |█ | (3972/108148, 139 it/s) [40s:12m30s] 3% |█ | (3979/108148, 127 it/s) [40s:13m40s] 3% |█ | (3990/108148, 127 it/s) [40s:13m40s] 3% |█ | (3999/108148, 127 it/s) [40s:13m40s] 3% |█ | (4007/108148, 127 it/s) [40s:13m40s] 3% |█ | (4022/108148, 127 it/s) [40s:13m40s] 3% |█ | (4024/108148, 127 it/s) [40s:13m40s] 3% |█ | (4029/108148, 116 it/s) [40s:15m1s] 3% |█ | (4036/108148, 116 it/s) [40s:15m1s] 3% |█ | (4040/108148, 116 it/s) [41s:15m1s] 3% |█ | (4046/108148, 116 it/s) [41s:15m1s] 3% |█ | (4051/108148, 116 it/s) [41s:15m1s] 3% |█ | (4058/108148, 101 it/s) [41s:17m14s] 3% |█ | (4064/108148, 101 it/s) [41s:17m14s] 3% |█ | (4070/108148, 101 it/s) [41s:17m14s] 3% |█ | (4075/108148, 101 it/s) [41s:17m14s] 3% |█ | (4083/108148, 101 it/s) [41s:17m13s] 3% |█ | (4089/108148, 86 it/s) [42s:20m4s] 3% |█ | (4102/108148, 86 it/s) [42s:20m3s] 3% |█ | (4112/108148, 86 it/s) [42s:20m3s] 3% |█ | (4127/108148, 86 it/s) [42s:20m3s] 3% |█ | (4141/108148, 86 it/s) [42s:20m3s] 3% |█ | (4153/108148, 95 it/s) [42s:18m16s] 3% |█ | (4166/108148, 95 it/s) [42s:18m16s] 3% |█ | (4180/108148, 95 it/s) [42s:18m16s] 3% |█ | (4190/108148, 95 it/s) [42s:18m15s] 3% |█ | (4204/108148, 95 it/s) [43s:18m15s] 3% |█ | (4217/108148, 94 it/s) [43s:18m22s] 3% |█ | (4226/108148, 94 it/s) [43s:18m22s] 3% |█ | (4239/108148, 94 it/s) [43s:18m22s] 3% |█ | (4240/108148, 94 it/s) [43s:18m22s] 3% |█ | (4251/108148, 94 it/s) [43s:18m22s] 3% |█ | (4252/108148, 87 it/s) [43s:19m48s] 3% |█ | (4266/108148, 87 it/s) [43s:19m48s] 3% |█ | (4280/108148, 87 it/s) [43s:19m47s] 3% |█ | (4293/108148, 87 it/s) [43s:19m47s] 3% |█ | (4301/108148, 87 it/s) [43s:19m47s] 3% |█ | (4310/108148, 87 it/s) [44s:19m47s] 3% |█ | (4311/108148, 84 it/s) [44s:20m30s] 3% |█ | (4322/108148, 84 it/s) [44s:20m29s] 4% |█ | (4335/108148, 84 it/s) [44s:20m29s] 4% |█ | (4350/108148, 84 it/s) [44s:20m29s] 4% |█ | (4357/108148, 84 it/s) [44s:20m29s] 4% |█ | (4369/108148, 89 it/s) [44s:19m24s] 4% |█ | (4375/108148, 89 it/s) [44s:19m24s] 4% |█ | (4390/108148, 89 it/s) [44s:19m24s] 4% |█ | (4404/108148, 89 it/s) [44s:19m24s] 4% |█ | (4418/108148, 89 it/s) [44s:19m24s] 4% |█ | (4433/108148, 89 it/s) [45s:19m24s] 4% |█ | (4447/108148, 89 it/s) [45s:19m24s] 4% |█ | (4462/108148, 100 it/s) [45s:17m15s] 4% |█ | (4475/108148, 100 it/s) [45s:17m15s] 4% |█ | (4479/108148, 100 it/s) [45s:17m15s] 4% |█ | (4491/108148, 100 it/s) [45s:17m15s] 4% |█ | (4503/108148, 100 it/s) [45s:17m15s] 4% |█ | (4515/108148, 100 it/s) [45s:17m15s] 4% |█ | (4528/108148, 103 it/s) [45s:16m46s] 4% |█ | (4533/108148, 103 it/s) [45s:16m46s] 4% |█ | (4545/108148, 103 it/s) [46s:16m46s] 4% |█ | (4552/108148, 103 it/s) [46s:16m46s] 4% |█ | (4565/108148, 103 it/s) [46s:16m48s] 4% |█ | (4578/108148, 103 it/s) [46s:16m48s] 4% |█ | (4585/108148, 103 it/s) [46s:16m48s] 4% |█ | (4597/108148, 103 it/s) [46s:16m48s] 4% |█ | (4601/108148, 103 it/s) [46s:16m48s] 4% |█ | (4608/108148, 106 it/s) [46s:16m16s] 4% |█ | (4612/108148, 106 it/s) [46s:16m16s] 4% |█ | (4617/108148, 106 it/s) [47s:16m16s] 4% |█ | (4630/108148, 106 it/s) [47s:16m16s] 4% |█ | (4643/108148, 108 it/s) [47s:15m58s] 4% |█ | (4656/108148, 108 it/s) [47s:15m58s] 4% |█ | (4668/108148, 108 it/s) [47s:15m58s] 4% |█ | (4681/108148, 108 it/s) [47s:15m58s] 4% |█ | (4695/108148, 108 it/s) [47s:15m58s] 4% |█ | (4708/108148, 108 it/s) [47s:15m58s] 4% |█ | (4719/108148, 108 it/s) [47s:15m58s] 4% |█ | (4732/108148, 115 it/s) [47s:15m2s] 4% |█ | (4736/108148, 115 it/s) [47s:15m2s] 4% |█ | (4749/108148, 115 it/s) [47s:15m2s] 4% |█ | (4761/108148, 115 it/s) [47s:15m2s] 4% |█ | (4775/108148, 115 it/s) [47s:15m2s] 4% |█ | (4788/108148, 115 it/s) [48s:15m1s] 4% |█ | (4801/108148, 115 it/s) [48s:15m1s] 4% |█ | (4812/108148, 117 it/s) [48s:14m40s] 4% |█ | (4825/108148, 117 it/s) [48s:14m40s] 4% |█ | (4836/108148, 117 it/s) [48s:14m40s] 4% |█ | (4848/108148, 117 it/s) [48s:14m40s] 4% |█ | (4859/108148, 117 it/s) [48s:14m40s] 4% |█ | (4863/108148, 120 it/s) [48s:14m21s] 4% |█ | (4864/108148, 120 it/s) [48s:14m21s] 4% |█ | (4874/108148, 120 it/s) [48s:14m20s] 4% |█ | (4884/108148, 120 it/s) [49s:14m20s] 4% |█ | (4897/108148, 120 it/s) [49s:14m20s] 4% |█ | (4910/108148, 120 it/s) [49s:14m20s] 4% |█ | (4923/108148, 120 it/s) [49s:14m20s] 4% |█ | (4930/108148, 121 it/s) [49s:14m12s] 4% |█ | (4938/108148, 121 it/s) [49s:14m12s] 4% |█ | (4951/108148, 121 it/s) [49s:14m12s] 4% |█ | (4964/108148, 121 it/s) [49s:14m11s] 4% |█ | (4977/108148, 120 it/s) [49s:14m22s] 4% |█ | (4981/108148, 120 it/s) [50s:14m22s] 4% |█ | (4992/108148, 120 it/s) [50s:14m22s] 4% |█ | (5001/108148, 120 it/s) [50s:14m22s] 4% |█ | (5011/108148, 107 it/s) [50s:16m0s] 4% |█ | (5021/108148, 107 it/s) [50s:16m0s] 4% |█ | (5036/108148, 107 it/s) [50s:16m0s] 4% |█ | (5042/108148, 107 it/s) [50s:16m0s] 4% |█ | (5051/108148, 107 it/s) [50s:16m0s] 4% |█ | (5065/108148, 106 it/s) [50s:16m9s] 4% |█ | (5078/108148, 106 it/s) [50s:16m9s] 4% |█ | (5084/108148, 106 it/s) [50s:16m9s] 4% |█ | (5095/108148, 106 it/s) [51s:16m9s] 4% |█ | (5097/108148, 104 it/s) [51s:16m27s] 4% |█ | (5111/108148, 104 it/s) [51s:16m27s] 4% |█ | (5124/108148, 104 it/s) [51s:16m27s] 4% |█ | (5138/108148, 104 it/s) [51s:16m27s] 4% |█ | (5151/108148, 104 it/s) [51s:16m27s] 4% |█ | (5157/108148, 104 it/s) [51s:16m27s] 4% |█ | (5158/108148, 106 it/s) [51s:16m15s] 4% |█ | (5164/108148, 106 it/s) [52s:16m15s] 4% |█ | (5165/108148, 106 it/s) [52s:16m15s] 4% |█ | (5178/108148, 106 it/s) [52s:16m15s] 4% |█ | (5189/108148, 106 it/s) [52s:16m15s] 4% |█ | (5193/108148, 106 it/s) [52s:16m15s] 4% |█ | (5203/108148, 107 it/s) [52s:16m5s] 4% |█ | (5209/108148, 107 it/s) [52s:16m5s] 4% |█ | (5223/108148, 107 it/s) [52s:16m5s] 4% |█ | (5236/108148, 107 it/s) [52s:16m5s] 4% |█ | (5245/108148, 107 it/s) [53s:16m5s] 4% |█ | (5257/108148, 97 it/s) [53s:17m45s] 4% |█ | (5270/108148, 97 it/s) [53s:17m45s] 4% |█ | (5283/108148, 97 it/s) [53s:17m45s] 4% |█ | (5296/108148, 97 it/s) [53s:17m45s] 4% |█ | (5309/108148, 97 it/s) [53s:17m45s] 4% |█ | (5319/108148, 96 it/s) [53s:17m53s] 4% |█ | (5328/108148, 96 it/s) [53s:17m53s] 4% |█ | (5342/108148, 96 it/s) [53s:17m53s] 4% |█ | (5354/108148, 96 it/s) [53s:17m53s] 4% |█ | (5366/108148, 96 it/s) [53s:17m52s] 4% |█ | (5376/108148, 96 it/s) [54s:17m52s] 4% |█ | (5380/108148, 97 it/s) [54s:17m36s] 4% |█ | (5383/108148, 97 it/s) [54s:17m36s] 4% |█ | (5397/108148, 97 it/s) [54s:17m36s] 4% |█ | (5404/108148, 97 it/s) [54s:17m36s] 5% |█ | (5411/108148, 90 it/s) [54s:18m57s] 5% |█ | (5415/108148, 90 it/s) [54s:18m57s] 5% |█ | (5428/108148, 90 it/s) [54s:18m56s] 5% |█ | (5440/108148, 90 it/s) [55s:18m56s] 5% |█ | (5451/108148, 90 it/s) [55s:18m56s] 5% |█ | (5463/108148, 90 it/s) [55s:19m4s] 5% |█ | (5476/108148, 90 it/s) [55s:19m4s] 5% |█ | (5488/108148, 90 it/s) [55s:19m3s] 5% |█ | (5501/108148, 90 it/s) [55s:19m3s] 5% |█ | (5508/108148, 90 it/s) [55s:19m3s] 5% |█ | (5519/108148, 90 it/s) [55s:19m3s] 5% |█ | (5530/108148, 90 it/s) [55s:19m3s] 5% |█ | (5537/108148, 100 it/s) [55s:17m4s] 5% |█ | (5551/108148, 100 it/s) [55s:17m4s] 5% |█ | (5556/108148, 100 it/s) [55s:17m4s] 5% |█ | (5560/108148, 100 it/s) [56s:17m4s] 5% |█ | (5568/108148, 100 it/s) [56s:17m4s] 5% |█ | (5583/108148, 98 it/s) [56s:17m24s] 5% |█ | (5595/108148, 98 it/s) [56s:17m24s] 5% |█ | (5609/108148, 98 it/s) [56s:17m24s] 5% |█ | (5620/108148, 98 it/s) [56s:17m24s] 5% |█ | (5628/108148, 98 it/s) [56s:17m24s] 5% |█ | (5633/108148, 100 it/s) [56s:17m4s] 5% |█ | (5647/108148, 100 it/s) [56s:17m4s] 5% |█ | (5662/108148, 100 it/s) [56s:17m3s] 5% |█ | (5674/108148, 100 it/s) [56s:17m3s] 5% |█ | (5681/108148, 100 it/s) [57s:17m3s] 5% |█ | (5692/108148, 101 it/s) [57s:16m56s] 5% |█ | (5706/108148, 101 it/s) [57s:16m55s] 5% |█ | (5719/108148, 101 it/s) [57s:16m55s] 5% |█ | (5732/108148, 101 it/s) [57s:16m55s] 5% |█ | (5745/108148, 101 it/s) [57s:16m55s] 5% |█ | (5758/108148, 101 it/s) [57s:16m55s] 5% |█ | (5771/108148, 101 it/s) [57s:16m55s] 5% |█ | (5785/108148, 101 it/s) [57s:16m55s] 5% |█ | (5798/108148, 114 it/s) [57s:15m1s] 5% |█ | (5812/108148, 114 it/s) [57s:15m1s] 5% |█ | (5814/108148, 114 it/s) [58s:15m1s] 5% |█ | (5815/108148, 114 it/s) [58s:15m1s] 5% |█ | (5829/108148, 114 it/s) [58s:15m0s] 5% |█ | (5841/108148, 114 it/s) [58s:15m0s] 5% |█ | (5853/108148, 116 it/s) [58s:14m41s] 5% |█ | (5866/108148, 116 it/s) [58s:14m40s] 5% |█ | (5876/108148, 116 it/s) [58s:14m40s] 5% |█ | (5887/108148, 116 it/s) [58s:14m40s] 5% |█ | (5892/108148, 116 it/s) [58s:14m40s] 5% |█ | (5896/108148, 110 it/s) [58s:15m28s] 5% |█ | (5902/108148, 110 it/s) [59s:15m28s] 5% |█ | (5908/108148, 110 it/s) [59s:15m28s] 5% |█ | (5913/108148, 110 it/s) [59s:15m28s] 5% |█ | (5917/108148, 110 it/s) [59s:15m28s] 5% |█ | (5921/108148, 103 it/s) [59s:16m31s] 5% |█ | (5924/108148, 103 it/s) [59s:16m31s] 5% |█ | (5931/108148, 103 it/s) [59s:16m31s] 5% |█ | (5937/108148, 103 it/s) [59s:16m31s] 5% |█ | (5943/108148, 103 it/s) [59s:16m31s] 5% |█ | (5949/108148, 103 it/s) [59s:16m36s] 5% |█ | (5953/108148, 103 it/s) [1m0s:16m36s] 5% |█ | (5957/108148, 103 it/s) [1m0s:16m36s] 5% |█ | (5962/108148, 103 it/s) [1m0s:16m36s] 5% |█ | (5968/108148, 103 it/s) [1m0s:16m36s] 5% |█ | (5981/108148, 103 it/s) [1m0s:16m36s] 5% |█ | (5994/108148, 100 it/s) [1m0s:17m0s] 5% |█ | (6007/108148, 100 it/s) [1m0s:16m59s] 5% |█ | (6020/108148, 100 it/s) [1m0s:16m59s] 5% |█ | (6033/108148, 100 it/s) [1m0s:16m59s] 5% |█ | (6048/108148, 100 it/s) [1m0s:16m59s] 5% |█ | (6058/108148, 100 it/s) [1m0s:16m59s] 5% |█ | (6072/108148, 100 it/s) [1m0s:16m59s] 5% |█ | (6085/108148, 103 it/s) [1m1s:16m28s] 5% |█ | (6097/108148, 103 it/s) [1m1s:16m28s] 5% |█ | (6110/108148, 103 it/s) [1m1s:16m28s] 5% |█ | (6123/108148, 103 it/s) [1m1s:16m27s] 5% |█ | (6137/108148, 103 it/s) [1m1s:16m27s] 5% |█ | (6151/108148, 103 it/s) [1m1s:16m27s] 5% |█ | (6164/108148, 103 it/s) [1m1s:16m27s] 5% |█ | (6178/108148, 114 it/s) [1m1s:14m51s] 5% |█ | (6192/108148, 114 it/s) [1m1s:14m50s] 5% |█ | (6205/108148, 114 it/s) [1m1s:14m50s] 5% |█ | (6218/108148, 114 it/s) [1m1s:14m50s] 5% |█ | (6227/108148, 114 it/s) [1m1s:14m50s] 5% |█ | (6241/108148, 114 it/s) [1m1s:14m50s] 5% |█ | (6248/108148, 114 it/s) [1m1s:14m50s] 5% |█ | (6252/108148, 114 it/s) [1m2s:14m52s] 5% |█ | (6264/108148, 114 it/s) [1m2s:14m52s] 5% |█ | (6277/108148, 114 it/s) [1m2s:14m52s] 5% |█ | (6288/108148, 114 it/s) [1m2s:14m52s] 5% |█ | (6300/108148, 114 it/s) [1m2s:14m51s] 5% |█ | (6309/108148, 114 it/s) [1m2s:14m51s] 5% |█ | (6320/108148, 114 it/s) [1m2s:14m51s] 5% |█ | (6321/108148, 115 it/s) [1m2s:14m43s] 5% |█ | (6335/108148, 115 it/s) [1m2s:14m43s] 5% |█ | (6349/108148, 115 it/s) [1m3s:14m43s] 5% |█ | (6363/108148, 115 it/s) [1m3s:14m43s] 5% |█ | (6375/108148, 115 it/s) [1m3s:14m43s] 5% |█ | (6381/108148, 115 it/s) [1m3s:14m43s] 5% |█ | (6392/108148, 109 it/s) [1m3s:15m37s] 5% |█ | (6404/108148, 109 it/s) [1m3s:15m37s] 5% |█ | (6406/108148, 109 it/s) [1m3s:15m37s] 5% |█ | (6410/108148, 109 it/s) [1m3s:15m37s] 5% |█ | (6424/108148, 109 it/s) [1m3s:15m37s] 5% |█ | (6439/108148, 109 it/s) [1m3s:15m37s] 5% |█ | (6453/108148, 107 it/s) [1m4s:15m49s] 5% |█ | (6466/108148, 107 it/s) [1m4s:15m48s] 5% |█ | (6480/108148, 107 it/s) [1m4s:15m48s] 6% |█ | (6494/108148, 107 it/s) [1m4s:15m48s] 6% |█ | (6505/108148, 111 it/s) [1m4s:15m13s] 6% |█ | (6518/108148, 111 it/s) [1m4s:15m13s] 6% |█ | (6527/108148, 111 it/s) [1m4s:15m13s] 6% |█ | (6528/108148, 111 it/s) [1m4s:15m13s] 6% |█ | (6540/108148, 111 it/s) [1m4s:15m13s] 6% |█ | (6550/108148, 111 it/s) [1m4s:15m12s] 6% |█ | (6560/108148, 116 it/s) [1m5s:14m36s] 6% |█ | (6571/108148, 116 it/s) [1m5s:14m36s] 6% |█ | (6584/108148, 116 it/s) [1m5s:14m36s] 6% |█ | (6588/108148, 116 it/s) [1m5s:14m36s] 6% |█ | (6601/108148, 116 it/s) [1m5s:14m36s] 6% |██ | (6602/108148, 120 it/s) [1m5s:14m7s] 6% |██ | (6607/108148, 120 it/s) [1m5s:14m7s] 6% |██ | (6614/108148, 120 it/s) [1m5s:14m7s] 6% |██ | (6619/108148, 120 it/s) [1m5s:14m7s] 6% |██ | (6626/108148, 120 it/s) [1m5s:14m7s] 6% |█ | (6629/108148, 118 it/s) [1m6s:14m17s] 6% |█ | (6635/108148, 118 it/s) [1m6s:14m17s] 6% |█ | (6640/108148, 118 it/s) [1m6s:14m17s] 6% |█ | (6646/108148, 118 it/s) [1m6s:14m17s] 6% |█ | (6652/108148, 118 it/s) [1m6s:14m17s] 6% |█ | (6658/108148, 104 it/s) [1m6s:16m11s] 6% |█ | (6664/108148, 104 it/s) [1m6s:16m11s] 6% |█ | (6671/108148, 104 it/s) [1m6s:16m11s] 6% |█ | (6676/108148, 104 it/s) [1m6s:16m11s] 6% |█ | (6682/108148, 104 it/s) [1m7s:16m11s] 6% |██ | (6687/108148, 90 it/s) [1m7s:18m43s] 6% |██ | (6693/108148, 90 it/s) [1m7s:18m43s] 6% |██ | (6705/108148, 90 it/s) [1m7s:18m42s] 6% |██ | (6712/108148, 86 it/s) [1m7s:19m43s] 6% |██ | (6726/108148, 86 it/s) [1m7s:19m43s] 6% |██ | (6739/108148, 86 it/s) [1m7s:19m42s] 6% |██ | (6752/108148, 86 it/s) [1m7s:19m42s] 6% |██ | (6764/108148, 86 it/s) [1m8s:19m42s] 6% |██ | (6778/108148, 86 it/s) [1m8s:19m42s] 6% |██ | (6784/108148, 88 it/s) [1m8s:19m10s] 6% |██ | (6799/108148, 88 it/s) [1m8s:19m10s] 6% |██ | (6800/108148, 88 it/s) [1m8s:19m10s] 6% |██ | (6807/108148, 88 it/s) [1m8s:19m10s] 6% |██ | (6819/108148, 88 it/s) [1m8s:19m10s] 6% |██ | (6832/108148, 88 it/s) [1m8s:19m10s] 6% |██ | (6845/108148, 87 it/s) [1m8s:19m24s] 6% |██ | (6859/108148, 87 it/s) [1m8s:19m24s] 6% |██ | (6872/108148, 87 it/s) [1m8s:19m24s] 6% |██ | (6884/108148, 87 it/s) [1m8s:19m23s] 6% |██ | (6897/108148, 87 it/s) [1m9s:19m23s] 6% |██ | (6909/108148, 87 it/s) [1m9s:19m23s] 6% |██ | (6922/108148, 87 it/s) [1m9s:19m23s] 6% |██ | (6935/108148, 87 it/s) [1m9s:19m23s] 6% |██ | (6947/108148, 96 it/s) [1m9s:17m37s] 6% |██ | (6951/108148, 96 it/s) [1m9s:17m37s] 6% |██ | (6963/108148, 96 it/s) [1m9s:17m37s] 6% |██ | (6977/108148, 96 it/s) [1m9s:17m37s] 6% |██ | (6991/108148, 96 it/s) [1m9s:17m37s] 6% |██ | (7005/108148, 96 it/s) [1m9s:17m32s] 6% |██ | (7018/108148, 96 it/s) [1m9s:17m32s] 6% |█ | (7027/108148, 96 it/s) [1m10s:17m32s] 6% |█ | (7034/108148, 96 it/s) [1m10s:17m32s] 6% |██ | (7047/108148, 94 it/s) [1m10s:18m0s] 6% |██ | (7060/108148, 94 it/s) [1m10s:18m0s] 6% |██ | (7073/108148, 94 it/s) [1m10s:18m0s] 6% |██ | (7086/108148, 94 it/s) [1m10s:18m0s] 6% |██ | (7098/108148, 94 it/s) [1m10s:18m0s] 6% |██ | (7110/108148, 94 it/s) [1m10s:18m0s] 6% |█ | (7123/108148, 94 it/s) [1m10s:17m59s] 6% |█ | (7135/108148, 103 it/s) [1m10s:16m16s] 6% |█ | (7149/108148, 103 it/s) [1m10s:16m16s] 6% |█ | (7161/108148, 103 it/s) [1m10s:16m16s] 6% |█ | (7174/108148, 103 it/s) [1m10s:16m16s] 6% |█ | (7187/108148, 103 it/s) [1m11s:16m16s] 6% |█ | (7201/108148, 103 it/s) [1m11s:16m16s] 6% |█ | (7215/108148, 103 it/s) [1m11s:16m16s] 6% |█ | (7229/108148, 103 it/s) [1m11s:16m16s] 6% |█ | (7243/108148, 118 it/s) [1m11s:14m11s] 6% |█ | (7255/108148, 118 it/s) [1m11s:14m11s] 6% |█ | (7268/108148, 118 it/s) [1m11s:14m11s] 6% |█ | (7281/108148, 118 it/s) [1m11s:14m11s] 6% |█ | (7295/108148, 118 it/s) [1m11s:14m11s] 6% |█ | (7308/108148, 118 it/s) [1m11s:14m11s] 6% |█ | (7322/108148, 118 it/s) [1m11s:14m10s] 6% |█ | (7335/108148, 133 it/s) [1m11s:12m38s] 6% |█ | (7350/108148, 133 it/s) [1m11s:12m38s] 6% |█ | (7363/108148, 133 it/s) [1m11s:12m38s] 6% |█ | (7378/108148, 133 it/s) [1m11s:12m38s] 6% |█ | (7391/108148, 133 it/s) [1m12s:12m38s] 6% |█ | (7405/108148, 133 it/s) [1m12s:12m38s] 6% |█ | (7416/108148, 141 it/s) [1m12s:11m54s] 6% |█ | (7418/108148, 141 it/s) [1m12s:11m54s] 6% |█ | (7426/108148, 141 it/s) [1m12s:11m54s] 6% |█ | (7433/108148, 141 it/s) [1m12s:11m54s] 6% |█ | (7440/108148, 141 it/s) [1m12s:11m54s] 6% |█ | (7444/108148, 142 it/s) [1m12s:11m51s] 6% |█ | (7445/108148, 142 it/s) [1m12s:11m51s] 6% |█ | (7452/108148, 142 it/s) [1m13s:11m50s] 6% |█ | (7455/108148, 142 it/s) [1m13s:11m50s] 6% |█ | (7463/108148, 142 it/s) [1m13s:11m50s] 6% |█ | (7467/108148, 133 it/s) [1m13s:12m39s] 6% |█ | (7473/108148, 133 it/s) [1m13s:12m39s] 6% |█ | (7478/108148, 133 it/s) [1m13s:12m39s] 6% |█ | (7483/108148, 133 it/s) [1m13s:12m39s] 6% |█ | (7495/108148, 133 it/s) [1m13s:12m39s] 6% |█ | (7496/108148, 125 it/s) [1m14s:13m23s] 6% |█ | (7509/108148, 125 it/s) [1m14s:13m23s] 6% |█ | (7523/108148, 125 it/s) [1m14s:13m23s] 6% |█ | (7537/108148, 125 it/s) [1m14s:13m23s] 6% |█ | (7540/108148, 125 it/s) [1m14s:13m23s] 6% |█ | (7546/108148, 125 it/s) [1m14s:13m23s] 6% |█ | (7557/108148, 117 it/s) [1m14s:14m16s] 6% |█ | (7570/108148, 117 it/s) [1m14s:14m16s] 7% |██ | (7583/108148, 117 it/s) [1m14s:14m16s] 7% |██ | (7597/108148, 117 it/s) [1m14s:14m16s] 7% |██ | (7610/108148, 117 it/s) [1m14s:14m16s] 7% |██ | (7622/108148, 117 it/s) [1m14s:14m16s] 7% |██ | (7636/108148, 117 it/s) [1m14s:14m16s] 7% |██ | (7651/108148, 124 it/s) [1m15s:13m28s] 7% |██ | (7662/108148, 124 it/s) [1m15s:13m28s] 7% |██ | (7675/108148, 124 it/s) [1m15s:13m28s] 7% |██ | (7683/108148, 124 it/s) [1m15s:13m28s] 7% |██ | (7696/108148, 124 it/s) [1m15s:13m28s] 7% |██ | (7705/108148, 124 it/s) [1m15s:13m28s] 7% |██ | (7719/108148, 124 it/s) [1m15s:13m28s] 7% |██ | (7728/108148, 124 it/s) [1m15s:13m28s] 7% |██ | (7741/108148, 134 it/s) [1m15s:12m29s] 7% |██ 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(12380/108148, 110 it/s) [1m59s:14m31s] 11% |███ | (12394/108148, 110 it/s) [1m59s:14m31s] 11% |███ | (12409/108148, 110 it/s) [1m59s:14m30s] 11% |███ | (12421/108148, 110 it/s) [2m0s:14m30s] 11% |███ | (12434/108148, 110 it/s) [2m0s:14m30s] 11% |███ | (12435/108148, 110 it/s) [2m0s:14m30s] 11% |███ | (12448/108148, 119 it/s) [2m0s:13m25s] 11% |███ | (12450/108148, 119 it/s) [2m0s:13m25s] 11% |███ | (12458/108148, 119 it/s) [2m0s:13m25s] 11% |███ | (12464/108148, 119 it/s) [2m0s:13m25s] 11% |███ | (12471/108148, 119 it/s) [2m0s:13m25s] 11% |███ | (12476/108148, 112 it/s) [2m0s:14m10s] 11% |███ | (12483/108148, 112 it/s) [2m0s:14m10s] 11% |███ | (12488/108148, 112 it/s) [2m1s:14m10s] 11% |███ | (12502/108148, 112 it/s) [2m1s:14m10s] 11% |███ | (12517/108148, 112 it/s) [2m1s:14m10s] 11% |███ | (12530/108148, 109 it/s) [2m1s:14m36s] 11% |███ | (12531/108148, 109 it/s) [2m1s:14m36s] 11% |███ | (12546/108148, 109 it/s) [2m1s:14m36s] 11% |███ | (12560/108148, 109 it/s) [2m1s:14m35s] 11% |███ | (12574/108148, 109 it/s) [2m1s:14m35s] 11% |███ | (12588/108148, 109 it/s) [2m1s:14m35s] 11% |███ | (12600/108148, 109 it/s) [2m1s:14m35s] 11% |███ | (12612/108148, 111 it/s) [2m2s:14m19s] 11% |███ | (12625/108148, 111 it/s) [2m2s:14m18s] 11% |███ | (12627/108148, 111 it/s) [2m2s:14m18s] 11% |███ | (12633/108148, 111 it/s) [2m2s:14m18s] 11% |███ | (12648/108148, 111 it/s) [2m2s:14m18s] 11% |███ | (12650/108148, 111 it/s) [2m2s:14m18s] 11% |███ | (12651/108148, 97 it/s) [2m2s:16m21s] 11% |███ | (12658/108148, 97 it/s) [2m2s:16m21s] 11% |███ | (12663/108148, 97 it/s) [2m2s:16m21s] 11% |███ | (12671/108148, 97 it/s) [2m2s:16m21s] 11% |███ | (12675/108148, 97 it/s) [2m3s:16m21s] 11% |███ | (12682/108148, 90 it/s) [2m3s:17m45s] 11% |███ | (12697/108148, 90 it/s) [2m3s:17m45s] 11% |███ | (12710/108148, 90 it/s) [2m3s:17m44s] 11% |███ | (12722/108148, 90 it/s) [2m3s:17m44s] 11% |███ | (12725/108148, 90 it/s) [2m3s:17m44s] 11% |███ | (12732/108148, 92 it/s) [2m3s:17m17s] 11% |███ | (12738/108148, 92 it/s) [2m4s:17m17s] 11% |███ | (12745/108148, 92 it/s) [2m4s:17m17s] 11% |███ | (12752/108148, 92 it/s) [2m4s:17m17s] 11% |███ | (12759/108148, 92 it/s) [2m4s:17m17s] 11% |███ | (12773/108148, 92 it/s) [2m4s:17m17s] 11% |███ | (12786/108148, 87 it/s) [2m4s:18m12s] 11% |███ | (12799/108148, 87 it/s) [2m4s:18m11s] 11% |███ | (12800/108148, 87 it/s) [2m4s:18m11s] 11% |███ | (12814/108148, 87 it/s) [2m4s:18m11s] 11% |███ | (12828/108148, 87 it/s) [2m4s:18m11s] 11% |███ | (12842/108148, 87 it/s) [2m4s:18m11s] 11% |███ | (12846/108148, 92 it/s) [2m5s:17m12s] 11% |███ | (12859/108148, 92 it/s) [2m5s:17m11s] 11% |███ | (12873/108148, 92 it/s) [2m5s:17m11s] 11% |███ | (12887/108148, 92 it/s) [2m5s:17m11s] 11% |███ | (12899/108148, 92 it/s) [2m5s:17m11s] 11% |███ | (12914/108148, 92 it/s) [2m5s:17m11s] 11% |███ | (12917/108148, 92 it/s) [2m5s:17m11s] 11% |███ | (12932/108148, 97 it/s) [2m5s:16m16s] 11% |███ | (12933/108148, 97 it/s) [2m5s:16m16s] 11% |███ | (12940/108148, 97 it/s) [2m5s:16m16s] 11% |███ | (12948/108148, 97 it/s) [2m5s:16m16s] 11% |███ | (12954/108148, 90 it/s) [2m6s:17m38s] 11% |███ | (12961/108148, 90 it/s) [2m6s:17m38s] 11% |███ | (12966/108148, 90 it/s) [2m6s:17m38s] 12% |███ | (12981/108148, 90 it/s) [2m6s:17m37s] 12% |███ | (12996/108148, 90 it/s) [2m6s:17m37s] 12% |███ | (13011/108148, 90 it/s) [2m6s:17m37s] 12% |███ | (13025/108148, 90 it/s) [2m6s:17m37s] 12% |███ | (13038/108148, 99 it/s) [2m6s:15m57s] 12% |███ | (13053/108148, 99 it/s) [2m6s:15m57s] 12% |███ | (13068/108148, 99 it/s) [2m6s:15m57s] 12% |███ | (13082/108148, 99 it/s) [2m6s:15m57s] 12% |███ | (13096/108148, 99 it/s) [2m6s:15m57s] 12% |███ | (13110/108148, 99 it/s) [2m6s:15m57s] 12% |███ | (13124/108148, 99 it/s) [2m7s:15m56s] 12% |███ | (13139/108148, 111 it/s) [2m7s:14m17s] 12% |███ | (13153/108148, 111 it/s) [2m7s:14m17s] 12% |███ | (13159/108148, 111 it/s) [2m7s:14m17s] 12% |███ | (13160/108148, 111 it/s) [2m7s:14m17s] 12% |███ | (13167/108148, 111 it/s) [2m7s:14m17s] 12% |███ | (13180/108148, 111 it/s) [2m7s:14m17s] 12% |███ | (13193/108148, 107 it/s) [2m7s:14m43s] 12% |███ | (13194/108148, 107 it/s) [2m7s:14m43s] 12% |███ | (13206/108148, 107 it/s) [2m7s:14m43s] 12% |███ | (13211/108148, 107 it/s) [2m7s:14m43s] 12% |███ | (13219/108148, 107 it/s) [2m8s:14m44s] 12% |███ | (13224/108148, 107 it/s) [2m8s:14m44s] 12% |███ | (13230/108148, 107 it/s) [2m8s:14m44s] 12% |███ | (13231/108148, 106 it/s) [2m8s:14m55s] 12% |███ | (13244/108148, 106 it/s) [2m8s:14m55s] 12% |███ | (13253/108148, 106 it/s) [2m8s:14m55s] 12% |███ | (13267/108148, 106 it/s) [2m8s:14m54s] 12% |███ | (13282/108148, 106 it/s) [2m9s:14m54s] 12% |███ | (13297/108148, 106 it/s) [2m9s:14m54s] 12% |███ | (13309/108148, 110 it/s) [2m9s:14m25s] 12% |███ | (13323/108148, 110 it/s) [2m9s:14m25s] 12% |███ | (13326/108148, 110 it/s) [2m9s:14m25s] 12% |███ | (13341/108148, 110 it/s) [2m9s:14m25s] 12% |███ | (13346/108148, 110 it/s) [2m9s:14m25s] 12% |███ | (13359/108148, 110 it/s) [2m9s:14m24s] 12% |███ | (13360/108148, 112 it/s) [2m9s:14m3s] 12% |███ | (13361/108148, 112 it/s) [2m9s:14m3s] 12% |███ | (13375/108148, 112 it/s) [2m9s:14m3s] 12% |███ | (13389/108148, 112 it/s) [2m9s:14m2s] 12% |███ | (13403/108148, 112 it/s) [2m9s:14m2s] 12% |███ | (13417/108148, 112 it/s) [2m10s:14m2s] 12% |███ | (13428/108148, 112 it/s) [2m10s:14m2s] 12% |███ | (13442/108148, 116 it/s) [2m10s:13m35s] 12% |███ | (13443/108148, 116 it/s) [2m10s:13m35s] 12% |███ | (13452/108148, 116 it/s) [2m10s:13m35s] 12% |███ | (13455/108148, 116 it/s) [2m10s:13m35s] 12% |███ | (13463/108148, 116 it/s) [2m10s:13m35s] 12% |███ | (13467/108148, 107 it/s) [2m10s:14m46s] 12% |███ | (13473/108148, 107 it/s) [2m10s:14m46s] 12% |███ | (13478/108148, 107 it/s) [2m10s:14m46s] 12% |███ | (13485/108148, 107 it/s) [2m11s:14m46s] 12% |███ | (13490/108148, 105 it/s) [2m11s:15m2s] 12% |███ | (13503/108148, 105 it/s) [2m11s:15m2s] 12% |███ | (13517/108148, 105 it/s) [2m11s:15m2s] 12% |███ | (13531/108148, 105 it/s) [2m11s:15m2s] 12% |███ | (13545/108148, 105 it/s) [2m11s:15m2s] 12% |███ | (13560/108148, 104 it/s) [2m11s:15m13s] 12% |███ | (13573/108148, 104 it/s) [2m11s:15m13s] 12% |███ | (13585/108148, 104 it/s) [2m11s:15m12s] 12% |███ | (13598/108148, 104 it/s) [2m11s:15m12s] 12% |███ | (13608/108148, 104 it/s) [2m12s:15m12s] 12% |███ | (13615/108148, 104 it/s) [2m12s:15m12s] 12% |███ | (13621/108148, 94 it/s) [2m12s:16m47s] 12% |███ | (13628/108148, 94 it/s) [2m12s:16m47s] 12% |███ | (13633/108148, 94 it/s) [2m12s:16m47s] 12% |███ | (13640/108148, 94 it/s) [2m12s:16m46s] 12% |███ | (13644/108148, 94 it/s) [2m12s:16m46s] 12% |███ | (13651/108148, 90 it/s) [2m12s:17m34s] 12% |███ | (13656/108148, 90 it/s) [2m12s:17m34s] 12% |███ | (13670/108148, 90 it/s) [2m12s:17m34s] 12% |███ | (13683/108148, 90 it/s) [2m13s:17m34s] 12% |███ | (13697/108148, 90 it/s) [2m13s:17m34s] 12% |███ | (13711/108148, 90 it/s) [2m13s:17m33s] 12% |███ | (13725/108148, 90 it/s) [2m13s:17m33s] 12% |███ | (13738/108148, 90 it/s) [2m13s:17m33s] 12% |███ | (13753/108148, 101 it/s) [2m13s:15m38s] 12% |███ | (13768/108148, 101 it/s) [2m13s:15m38s] 12% |███ | (13773/108148, 101 it/s) [2m13s:15m38s] 12% |███ | (13788/108148, 101 it/s) [2m13s:15m38s] 12% |███ | (13800/108148, 109 it/s) [2m13s:14m24s] 12% |███ | (13813/108148, 109 it/s) [2m13s:14m24s] 12% |███ | (13828/108148, 109 it/s) [2m13s:14m24s] 12% |███ | (13842/108148, 109 it/s) [2m14s:14m24s] 12% |███ | (13856/108148, 109 it/s) [2m14s:14m24s] 12% |███ | (13871/108148, 109 it/s) [2m14s:14m23s] 12% |███ | (13886/108148, 109 it/s) [2m14s:14m23s] 12% |███ | (13900/108148, 117 it/s) [2m14s:13m28s] 12% |███ | (13914/108148, 117 it/s) [2m14s:13m28s] 12% |███ | (13928/108148, 117 it/s) [2m14s:13m28s] 12% |███ | (13942/108148, 117 it/s) [2m14s:13m28s] 12% |███ | (13956/108148, 117 it/s) [2m14s:13m28s] 12% |███ | (13967/108148, 117 it/s) [2m14s:13m28s] 12% |███ | (13980/108148, 117 it/s) [2m14s:13m27s] 12% |███ | (13985/108148, 121 it/s) 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125 it/s) [3m4s:11m48s] 17% |█████ | (19428/108148, 125 it/s) [3m4s:11m48s] 17% |█████ | (19440/108148, 125 it/s) [3m4s:11m48s] 17% |█████ | (19450/108148, 125 it/s) [3m4s:11m48s] 17% |█████ | (19460/108148, 117 it/s) [3m4s:12m36s] 18% |█████ | (19470/108148, 117 it/s) [3m4s:12m36s] 18% |█████ | (19473/108148, 117 it/s) [3m4s:12m36s] 18% |█████ | (19474/108148, 117 it/s) [3m4s:12m36s] 18% |█████ | (19485/108148, 112 it/s) [3m4s:13m14s] 18% |█████ | (19496/108148, 112 it/s) [3m5s:13m14s] 18% |█████ | (19506/108148, 112 it/s) [3m5s:13m14s] 18% |█████ | (19517/108148, 112 it/s) [3m5s:13m14s] 18% |█████ | (19522/108148, 112 it/s) [3m5s:13m14s] 18% |█████ | (19529/108148, 110 it/s) [3m5s:13m22s] 18% |█████ | (19535/108148, 110 it/s) [3m5s:13m22s] 18% |█████ | (19542/108148, 110 it/s) [3m5s:13m22s] 18% |█████ | (19549/108148, 110 it/s) [3m5s:13m22s] 18% |█████ | (19550/108148, 110 it/s) [3m5s:13m22s] 18% |█████ | (19551/108148, 109 it/s) [3m6s:13m32s] 18% |█████ | (19566/108148, 109 it/s) [3m6s:13m32s] 18% |█████ | (19581/108148, 109 it/s) [3m6s:13m32s] 18% |█████ | (19594/108148, 109 it/s) [3m6s:13m31s] 18% |█████ | (19609/108148, 109 it/s) [3m6s:13m31s] 18% |█████ | (19622/108148, 114 it/s) [3m6s:12m55s] 18% |█████ | (19637/108148, 114 it/s) [3m6s:12m55s] 18% |█████ | (19652/108148, 114 it/s) [3m6s:12m55s] 18% |█████ | (19660/108148, 114 it/s) [3m6s:12m55s] 18% |█████ | (19664/108148, 114 it/s) [3m6s:12m55s] 18% |█████ | (19671/108148, 108 it/s) [3m7s:13m41s] 18% |█████ | (19685/108148, 108 it/s) [3m7s:13m41s] 18% |█████ | (19700/108148, 108 it/s) [3m7s:13m41s] 18% |█████ | (19706/108148, 108 it/s) [3m7s:13m41s] 18% |█████ | (19720/108148, 108 it/s) [3m7s:13m41s] 18% |█████ | (19722/108148, 108 it/s) [3m7s:13m41s] 18% |█████ | (19723/108148, 108 it/s) [3m7s:13m41s] 18% |█████ | (19729/108148, 105 it/s) [3m7s:13m58s] 18% |█████ | (19736/108148, 105 it/s) [3m7s:13m58s] 18% |█████ | (19741/108148, 105 it/s) [3m7s:13m58s] 18% |█████ | (19748/108148, 105 it/s) [3m7s:13m58s] 18% |█████ | (19753/108148, 105 it/s) [3m8s:13m58s] 18% |█████ | (19760/108148, 96 it/s) [3m8s:15m20s] 18% |█████ | (19766/108148, 96 it/s) [3m8s:15m20s] 18% |█████ | (19773/108148, 96 it/s) [3m8s:15m20s] 18% |█████ | (19778/108148, 96 it/s) [3m8s:15m20s] 18% |█████ | (19793/108148, 96 it/s) [3m8s:15m20s] 18% |█████ | (19807/108148, 96 it/s) [3m8s:15m19s] 18% |█████ | (19819/108148, 96 it/s) [3m8s:15m19s] 18% |█████ | (19834/108148, 96 it/s) [3m8s:15m19s] 18% |█████ | (19848/108148, 96 it/s) [3m8s:15m18s] 18% |█████ | (19862/108148, 96 it/s) [3m8s:15m18s] 18% |█████ | (19877/108148, 96 it/s) [3m8s:15m18s] 18% |█████ | (19890/108148, 96 it/s) [3m9s:15m18s] 18% |█████ | (19903/108148, 96 it/s) [3m9s:15m18s] 18% |█████ | (19907/108148, 95 it/s) [3m9s:15m26s] 18% |█████ | (19920/108148, 95 it/s) [3m9s:15m26s] 18% |█████ | (19935/108148, 95 it/s) [3m9s:15m26s] 18% |█████ | (19949/108148, 95 it/s) [3m9s:15m26s] 18% |█████ | (19965/108148, 95 it/s) [3m9s:15m26s] 18% |█████ | (19980/108148, 95 it/s) [3m9s:15m26s] 18% |█████ | (19981/108148, 95 it/s) [3m9s:15m26s] 18% |█████ | (19983/108148, 95 it/s) [3m9s:15m26s] 18% |█████ | (19995/108148, 99 it/s) [3m9s:14m52s] 18% |█████ | (19996/108148, 99 it/s) [3m10s:14m52s] 18% |█████ | (20010/108148, 98 it/s) [3m10s:14m55s] 18% |█████ | (20024/108148, 98 it/s) [3m10s:14m55s] 18% |█████ | (20039/108148, 98 it/s) [3m10s:14m54s] 18% |█████ | (20054/108148, 98 it/s) [3m10s:14m54s] 18% |█████ | (20069/108148, 98 it/s) [3m10s:14m54s] 18% |█████ | (20083/108148, 98 it/s) [3m10s:14m54s] 18% |█████ | (20098/108148, 98 it/s) [3m10s:14m54s] 18% |█████ | (20113/108148, 109 it/s) [3m10s:13m26s] 18% |█████ | (20114/108148, 109 it/s) [3m10s:13m26s] 18% |█████ | (20122/108148, 109 it/s) [3m11s:13m26s] 18% |█████ | (20128/108148, 109 it/s) [3m11s:13m26s] 18% |█████ | (20136/108148, 109 it/s) [3m11s:13m26s] 18% |█████ | (20142/108148, 111 it/s) [3m11s:13m16s] 18% |█████ | (20150/108148, 111 it/s) [3m11s:13m16s] 18% |█████ | (20156/108148, 111 it/s) [3m11s:13m16s] 18% |█████ | (20164/108148, 111 it/s) [3m11s:13m15s] 18% |█████ | (20169/108148, 111 it/s) [3m11s:13m15s] 18% |█████ | (20171/108148, 102 it/s) [3m11s:14m20s] 18% |█████ | (20175/108148, 102 it/s) [3m12s:14m20s] 18% |█████ | (20180/108148, 102 it/s) [3m12s:14m20s] 18% |█████ | (20186/108148, 102 it/s) [3m12s:14m20s] 18% |█████ | (20200/108148, 102 it/s) [3m12s:14m20s] 18% |█████ | (20201/108148, 102 it/s) [3m12s:14m20s] 18% |█████ | (20202/108148, 98 it/s) [3m12s:15m0s] 18% |█████ | (20216/108148, 98 it/s) [3m12s:15m0s] 18% |█████ | (20229/108148, 98 it/s) [3m12s:15m0s] 18% |█████ | (20243/108148, 98 it/s) [3m12s:15m0s] 18% |█████ | (20257/108148, 98 it/s) [3m12s:14m59s] 18% |█████ | (20268/108148, 98 it/s) [3m12s:14m59s] 18% |█████ | (20272/108148, 100 it/s) [3m13s:14m40s] 18% |█████ | (20284/108148, 100 it/s) [3m13s:14m39s] 18% |█████ | (20298/108148, 100 it/s) [3m13s:14m39s] 18% |█████ | (20312/108148, 100 it/s) [3m13s:14m39s] 18% |█████ | (20325/108148, 100 it/s) [3m13s:14m39s] 18% |█████ | (20336/108148, 100 it/s) [3m13s:14m39s] 18% |█████ | (20341/108148, 107 it/s) [3m13s:13m36s] 18% |█████ | (20353/108148, 107 it/s) [3m13s:13m36s] 18% |█████ | (20366/108148, 107 it/s) [3m13s:13m36s] 18% |█████ | (20380/108148, 107 it/s) [3m13s:13m36s] 18% |█████ | (20389/108148, 107 it/s) [3m13s:13m36s] 18% |█████ | (20402/108148, 107 it/s) [3m13s:13m36s] 18% |█████ | (20405/108148, 107 it/s) [3m14s:13m36s] 18% |█████ | (20418/108148, 107 it/s) [3m14s:13m36s] 18% |█████ | (20430/108148, 107 it/s) [3m14s:13m36s] 18% |█████ | (20442/108148, 107 it/s) [3m14s:13m36s] 18% |█████ | (20453/108148, 107 it/s) [3m14s:13m36s] 18% |█████ | (20464/108148, 107 it/s) [3m14s:13m36s] 18% |█████ | (20467/108148, 105 it/s) [3m14s:13m53s] 18% |█████ | (20480/108148, 105 it/s) [3m14s:13m53s] 18% |█████ | (20491/108148, 105 it/s) [3m14s:13m53s] 18% |█████ | (20504/108148, 105 it/s) [3m14s:13m53s] 18% |█████ | (20516/108148, 105 it/s) [3m14s:13m53s] 18% 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[3m16s:13m2s] 19% |██████ | (20752/108148, 112 it/s) [3m16s:13m2s] 19% |██████ | (20764/108148, 112 it/s) [3m16s:13m2s] 19% |██████ | (20776/108148, 112 it/s) [3m16s:13m2s] 19% |██████ | (20789/108148, 112 it/s) [3m16s:13m2s] 19% |██████ | (20799/108148, 112 it/s) [3m16s:13m2s] 19% |█████ | (20811/108148, 124 it/s) [3m16s:11m42s] 19% |█████ | (20823/108148, 124 it/s) [3m16s:11m41s] 19% |█████ | (20835/108148, 124 it/s) [3m16s:11m41s] 19% |█████ | (20847/108148, 124 it/s) [3m17s:11m41s] 19% |█████ | (20859/108148, 124 it/s) [3m17s:11m41s] 19% |█████ | (20871/108148, 124 it/s) [3m17s:11m41s] 19% |█████ | (20884/108148, 124 it/s) [3m17s:11m41s] 19% |█████ | (20897/108148, 137 it/s) [3m17s:10m35s] 19% |█████ | (20909/108148, 137 it/s) [3m17s:10m35s] 19% |█████ | (20914/108148, 137 it/s) [3m17s:10m35s] 19% |█████ | (20927/108148, 137 it/s) [3m17s:10m35s] 19% |█████ | (20937/108148, 137 it/s) [3m17s:10m35s] 19% |█████ | (20945/108148, 143 it/s) [3m17s:10m11s] 19% |█████ | (20956/108148, 143 it/s) [3m17s:10m10s] 19% |█████ | (20967/108148, 143 it/s) [3m17s:10m10s] 19% |█████ | (20970/108148, 143 it/s) [3m18s:10m10s] 19% |█████ | (20972/108148, 135 it/s) [3m18s:10m45s] 19% |█████ | (20978/108148, 135 it/s) [3m18s:10m45s] 19% |█████ | (20991/108148, 135 it/s) [3m18s:10m45s] 19% |█████ | (21003/108148, 135 it/s) [3m18s:10m45s] 19% |█████ | (21012/108148, 135 it/s) [3m18s:10m45s] 19% |█████ | (21024/108148, 135 it/s) [3m18s:10m44s] 19% |█████ | (21027/108148, 133 it/s) [3m18s:10m56s] 19% |█████ | (21040/108148, 133 it/s) [3m18s:10m56s] 19% |█████ | (21046/108148, 133 it/s) [3m18s:10m56s] 19% |█████ | (21047/108148, 133 it/s) [3m19s:10m56s] 19% |█████ | (21052/108148, 133 it/s) [3m19s:10m56s] 19% |█████ | (21064/108148, 133 it/s) [3m19s:10m56s] 19% |██████ | (21074/108148, 130 it/s) [3m19s:11m9s] 19% |██████ | (21078/108148, 130 it/s) [3m19s:11m9s] 19% |██████ | (21089/108148, 130 it/s) [3m19s:11m9s] 19% |██████ | (21094/108148, 130 it/s) [3m19s:11m9s] 19% |██████ | (21101/108148, 130 it/s) [3m19s:11m9s] 19% |█████ | (21113/108148, 124 it/s) [3m19s:11m42s] 19% |█████ | (21126/108148, 124 it/s) [3m19s:11m42s] 19% |██████ | (21139/108148, 120 it/s) [3m20s:12m6s] 19% |██████ | (21151/108148, 120 it/s) [3m20s:12m6s] 19% |██████ | (21160/108148, 120 it/s) [3m20s:12m6s] 19% |██████ | (21162/108148, 120 it/s) [3m20s:12m6s] 19% |██████ | (21170/108148, 120 it/s) [3m20s:12m6s] 19% |██████ | (21176/108148, 120 it/s) [3m20s:12m6s] 19% |█████ | (21183/108148, 110 it/s) [3m21s:13m12s] 19% |█████ | (21188/108148, 110 it/s) [3m21s:13m12s] 19% |█████ | (21194/108148, 110 it/s) [3m21s:13m12s] 19% |█████ | (21200/108148, 110 it/s) [3m21s:13m12s] 19% |██████ | (21204/108148, 97 it/s) [3m21s:14m57s] 19% |██████ | (21209/108148, 97 it/s) [3m21s:14m57s] 19% |██████ | (21222/108148, 97 it/s) [3m21s:14m57s] 19% |██████ | (21234/108148, 97 it/s) [3m21s:14m57s] 19% |██████ | (21242/108148, 97 it/s) [3m21s:14m57s] 19% |██████ | (21253/108148, 87 it/s) [3m21s:16m38s] 19% 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(25729/108148, 117 it/s) [4m3s:11m43s] 23% |███████ | (25742/108148, 117 it/s) [4m3s:11m42s] 23% |███████ | (25744/108148, 117 it/s) [4m4s:11m42s] 23% |███████ | (25757/108148, 126 it/s) [4m4s:10m54s] 23% |███████ | (25769/108148, 126 it/s) [4m4s:10m54s] 23% |███████ | (25782/108148, 126 it/s) [4m4s:10m54s] 23% |███████ | (25796/108148, 126 it/s) [4m4s:10m54s] 23% |███████ | (25807/108148, 126 it/s) [4m4s:10m54s] 23% |███████ | (25818/108148, 126 it/s) [4m4s:10m52s] 23% |███████ | (25824/108148, 126 it/s) [4m4s:10m52s] 23% |███████ | (25825/108148, 126 it/s) [4m4s:10m52s] 23% |███████ | (25835/108148, 126 it/s) [4m4s:10m52s] 23% |███████ | (25844/108148, 126 it/s) [4m4s:10m52s] 23% |███████ | (25853/108148, 126 it/s) [4m5s:10m52s] 23% |███████ | (25862/108148, 126 it/s) [4m5s:10m52s] 23% |███████ | (25873/108148, 118 it/s) [4m5s:11m35s] 23% |███████ | (25874/108148, 118 it/s) [4m5s:11m35s] 23% |███████ | (25886/108148, 118 it/s) [4m5s:11m35s] 23% |███████ | (25899/108148, 118 it/s) [4m5s:11m34s] 23% |███████ | (25910/108148, 119 it/s) [4m5s:11m32s] 23% |███████ | (25923/108148, 119 it/s) [4m5s:11m32s] 23% |███████ | (25936/108148, 119 it/s) [4m5s:11m32s] 23% |███████ | (25946/108148, 119 it/s) [4m5s:11m32s] 23% |███████ | (25953/108148, 119 it/s) [4m6s:11m32s] 24% |███████ | (25962/108148, 110 it/s) [4m6s:12m28s] 24% |███████ | (25968/108148, 110 it/s) [4m6s:12m28s] 24% |███████ | (25969/108148, 110 it/s) [4m6s:12m28s] 24% |███████ | (25970/108148, 101 it/s) [4m6s:13m31s] 24% |███████ | (25981/108148, 101 it/s) [4m6s:13m31s] 24% |███████ | (25994/108148, 101 it/s) [4m6s:13m31s] 24% |███████ | (26002/108148, 101 it/s) [4m6s:13m31s] 24% |███████ | (26011/108148, 101 it/s) [4m7s:13m30s] 24% |███████ | (26023/108148, 101 it/s) [4m7s:13m30s] 24% |███████ | (26032/108148, 101 it/s) [4m7s:13m30s] 24% |███████ | (26045/108148, 101 it/s) [4m7s:13m30s] 24% |███████ | (26057/108148, 107 it/s) [4m7s:12m50s] 24% |███████ | (26070/108148, 107 it/s) [4m7s:12m50s] 24% |███████ | (26082/108148, 107 it/s) [4m7s:12m50s] 24% |███████ | (26089/108148, 107 it/s) [4m7s:12m50s] 24% |███████ | (26103/108148, 107 it/s) [4m7s:12m50s] 24% |███████ | (26115/108148, 113 it/s) [4m7s:12m8s] 24% |███████ | (26126/108148, 113 it/s) [4m7s:12m8s] 24% |███████ | (26137/108148, 113 it/s) [4m7s:12m8s] 24% |███████ | (26148/108148, 113 it/s) [4m8s:12m8s] 24% |███████ | (26159/108148, 113 it/s) [4m8s:12m8s] 24% |███████ | (26171/108148, 113 it/s) [4m8s:12m8s] 24% |███████ | (26173/108148, 110 it/s) [4m8s:12m25s] 24% |███████ | (26183/108148, 110 it/s) [4m8s:12m25s] 24% |███████ | (26197/108148, 110 it/s) [4m8s:12m25s] 24% |███████ | (26209/108148, 110 it/s) [4m8s:12m25s] 24% |███████ | (26221/108148, 110 it/s) [4m8s:12m25s] 24% |███████ | (26229/108148, 110 it/s) [4m8s:12m25s] 24% |███████ | (26230/108148, 102 it/s) [4m8s:13m24s] 24% |███████ | (26236/108148, 102 it/s) [4m9s:13m24s] 24% |███████ | (26239/108148, 102 it/s) [4m9s:13m24s] 24% |███████ | (26243/108148, 102 it/s) [4m9s:13m24s] 24% |███████ | (26247/108148, 102 it/s) [4m9s:13m24s] 24% |███████ | (26253/108148, 94 it/s) [4m9s:14m34s] 24% |███████ | (26258/108148, 94 it/s) [4m9s:14m34s] 24% |███████ | (26264/108148, 94 it/s) [4m9s:14m34s] 24% |███████ | (26277/108148, 94 it/s) [4m9s:14m34s] 24% |███████ | (26290/108148, 94 it/s) [4m9s:14m34s] 24% |███████ | (26304/108148, 94 it/s) [4m9s:14m33s] 24% |███████ | (26318/108148, 94 it/s) [4m9s:14m33s] 24% |███████ | (26331/108148, 94 it/s) [4m10s:14m27s] 24% |███████ | (26344/108148, 94 it/s) [4m10s:14m27s] 24% |███████ | (26357/108148, 94 it/s) [4m10s:14m27s] 24% |███████ | (26370/108148, 94 it/s) [4m10s:14m27s] 24% |███████ | (26382/108148, 94 it/s) [4m10s:14m27s] 24% |███████ | (26395/108148, 94 it/s) [4m10s:14m27s] 24% |███████ | (26408/108148, 94 it/s) [4m10s:14m27s] 24% |███████ | (26420/108148, 104 it/s) [4m10s:13m5s] 24% |███████ | (26433/108148, 104 it/s) [4m10s:13m5s] 24% |███████ | (26446/108148, 104 it/s) [4m10s:13m4s] 24% |███████ | (26455/108148, 104 it/s) [4m10s:13m4s] 24% |███████ | (26468/108148, 104 it/s) [4m10s:13m4s] 24% |███████ | (26478/108148, 104 it/s) [4m10s:13m4s] 24% |███████ | (26491/108148, 104 it/s) [4m10s:13m4s] 24% |███████ | (26499/108148, 113 it/s) [4m10s:12m4s] 24% |███████ | (26505/108148, 113 it/s) [4m11s:12m4s] 24% |███████ | (26513/108148, 113 it/s) [4m11s:12m4s] 24% |███████ | (26526/108148, 113 it/s) [4m11s:12m4s] 24% |███████ | (26537/108148, 113 it/s) [4m11s:12m4s] 24% |███████ | (26542/108148, 113 it/s) [4m11s:12m4s] 24% |███████ | (26551/108148, 113 it/s) [4m11s:12m4s] 24% |███████ | (26564/108148, 113 it/s) [4m11s:12m4s] 24% |███████ | (26566/108148, 113 it/s) [4m11s:12m4s] 24% |███████ | (26575/108148, 113 it/s) [4m11s:12m4s] 24% |███████ | (26576/108148, 117 it/s) [4m11s:11m34s] 24% |███████ | (26581/108148, 117 it/s) [4m12s:11m34s] 24% |███████ | (26586/108148, 117 it/s) [4m12s:11m34s] 24% |███████ | (26588/108148, 117 it/s) [4m12s:11m34s] 24% |███████ | (26600/108148, 117 it/s) [4m12s:11m34s] 24% |███████ | (26614/108148, 117 it/s) [4m12s:11m34s] 24% |███████ | (26627/108148, 110 it/s) [4m12s:12m22s] 24% |███████ | (26641/108148, 110 it/s) [4m12s:12m21s] 24% |███████ | (26654/108148, 110 it/s) [4m12s:12m21s] 24% |███████ | (26661/108148, 110 it/s) [4m12s:12m21s] 24% |███████ | (26675/108148, 110 it/s) [4m12s:12m21s] 24% |███████ | (26687/108148, 110 it/s) [4m12s:12m21s] 24% |███████ | (26700/108148, 110 it/s) [4m12s:12m21s] 24% |███████ | (26712/108148, 115 it/s) [4m13s:11m49s] 24% |███████ | (26723/108148, 115 it/s) [4m13s:11m49s] 24% |███████ | (26735/108148, 115 it/s) [4m13s:11m49s] 24% |███████ | (26748/108148, 115 it/s) [4m13s:11m49s] 24% |███████ | (26761/108148, 115 it/s) [4m13s:11m49s] 24% |███████ | (26774/108148, 115 it/s) [4m13s:11m49s] 24% |███████ | (26787/108148, 120 it/s) [4m13s:11m16s] 24% |███████ | (26794/108148, 120 it/s) [4m13s:11m16s] 24% |███████ | (26805/108148, 120 it/s) [4m13s:11m15s] 24% |███████ | (26818/108148, 120 it/s) [4m13s:11m15s] 24% |███████ | (26831/108148, 118 it/s) [4m14s:11m26s] 24% |███████ | (26845/108148, 118 it/s) [4m14s:11m26s] 24% |███████ | (26857/108148, 118 it/s) [4m14s:11m26s] 24% |███████ | (26867/108148, 118 it/s) [4m14s:11m25s] 24% |███████ | (26878/108148, 118 it/s) [4m14s:11m25s] 24% |███████ | (26879/108148, 118 it/s) [4m14s:11m25s] 24% |███████ | (26892/108148, 126 it/s) [4m14s:10m46s] 24% |███████ | (26899/108148, 126 it/s) [4m14s:10m46s] 24% |███████ | (26907/108148, 126 it/s) [4m14s:10m46s] 24% |███████ | (26910/108148, 116 it/s) [4m15s:11m39s] 24% |███████ | (26923/108148, 116 it/s) [4m15s:11m39s] 24% |███████ | (26936/108148, 116 it/s) [4m15s:11m39s] 24% |███████ | (26949/108148, 116 it/s) [4m15s:11m39s] 24% |███████ | (26961/108148, 116 it/s) [4m15s:11m39s] 24% |███████ | (26974/108148, 116 it/s) [4m15s:11m39s] 24% |███████ | (26986/108148, 116 it/s) [4m15s:11m38s] 24% |███████ | (26999/108148, 116 it/s) [4m15s:11m38s] 24% |███████ | (27013/108148, 116 it/s) [4m15s:11m40s] 24% |███████ | (27026/108148, 116 it/s) [4m15s:11m40s] 25% |███████ | (27039/108148, 116 it/s) [4m15s:11m40s] 25% |███████ | (27052/108148, 116 it/s) [4m15s:11m40s] 25% |███████ | (27064/108148, 116 it/s) [4m15s:11m40s] 25% |███████ | (27075/108148, 116 it/s) [4m16s:11m40s] 25% |███████ | (27087/108148, 116 it/s) [4m16s:11m40s] 25% |███████ | (27100/108148, 118 it/s) [4m16s:11m27s] 25% |███████ | (27112/108148, 118 it/s) [4m16s:11m27s] 25% |███████ | (27125/108148, 118 it/s) [4m16s:11m27s] 25% |███████ | (27128/108148, 118 it/s) [4m16s:11m27s] 25% |███████ | (27129/108148, 114 it/s) [4m16s:11m48s] 25% |███████ | (27141/108148, 114 it/s) [4m16s:11m48s] 25% |███████ | (27154/108148, 114 it/s) [4m16s:11m48s] 25% |███████ | (27167/108148, 114 it/s) [4m16s:11m48s] 25% |███████ | (27180/108148, 114 it/s) [4m17s:11m48s] 25% |███████ | (27188/108148, 114 it/s) [4m17s:11m48s] 25% |███████ | (27199/108148, 114 it/s) [4m17s:11m48s] 25% |███████ | (27208/108148, 114 it/s) [4m17s:11m48s] 25% |███████ | (27220/108148, 125 it/s) [4m17s:10m49s] 25% |███████ | (27230/108148, 125 it/s) [4m17s:10m49s] 25% |███████ | (27241/108148, 125 it/s) [4m17s:10m49s] 25% |███████ | (27255/108148, 125 it/s) [4m17s:10m49s] 25% |███████ | (27266/108148, 127 it/s) [4m17s:10m36s] 25% |███████ | (27279/108148, 127 it/s) [4m17s:10m36s] 25% |███████ | (27293/108148, 127 it/s) [4m17s:10m36s] 25% |███████ | (27305/108148, 127 it/s) [4m17s:10m36s] 25% |███████ | (27309/108148, 127 it/s) [4m18s:10m36s] 25% |███████ | (27319/108148, 127 it/s) [4m18s:10m36s] 25% |████████ | (27333/108148, 122 it/s) [4m18s:11m3s] 25% |████████ | (27347/108148, 122 it/s) [4m18s:11m3s] 25% |████████ | (27356/108148, 122 it/s) [4m18s:11m3s] 25% |████████ | (27367/108148, 122 it/s) [4m18s:11m3s] 25% |████████ | (27378/108148, 122 it/s) [4m18s:11m2s] 25% |███████ | (27379/108148, 115 it/s) [4m18s:11m43s] 25% |███████ | (27392/108148, 115 it/s) [4m18s:11m43s] 25% |███████ | (27393/108148, 115 it/s) [4m19s:11m43s] 25% |███████ | (27404/108148, 115 it/s) [4m19s:11m42s] 25% |███████ | (27415/108148, 115 it/s) [4m19s:11m42s] 25% |███████ | (27417/108148, 115 it/s) [4m19s:11m42s] 25% |███████ | (27419/108148, 115 it/s) [4m19s:11m42s] 25% |███████ | (27424/108148, 113 it/s) [4m19s:11m52s] 25% |███████ | (27429/108148, 113 it/s) [4m19s:11m52s] 25% |███████ | (27436/108148, 113 it/s) [4m19s:11m52s] 25% |███████ | (27442/108148, 113 it/s) [4m19s:11m52s] 25% |███████ | (27448/108148, 113 it/s) [4m19s:11m52s] 25% |███████ | (27453/108148, 113 it/s) [4m19s:11m52s] 25% |███████ | (27454/108148, 108 it/s) [4m19s:12m29s] 25% |███████ | (27467/108148, 108 it/s) [4m20s:12m29s] 25% |███████ | (27473/108148, 108 it/s) [4m20s:12m29s] 25% |███████ | (27486/108148, 108 it/s) [4m20s:12m29s] 25% |███████ | (27500/108148, 108 it/s) [4m20s:12m29s] 25% |███████ | (27513/108148, 108 it/s) [4m20s:12m28s] 25% |███████ | (27526/108148, 117 it/s) [4m20s:11m30s] 25% |███████ | (27536/108148, 117 it/s) [4m20s:11m30s] 25% |███████ | (27538/108148, 117 it/s) [4m20s:11m30s] 25% |███████ | (27546/108148, 117 it/s) [4m20s:11m30s] 25% |███████ | (27560/108148, 117 it/s) [4m20s:11m30s] 25% |███████ | (27571/108148, 108 it/s) [4m20s:12m23s] 25% |███████ | (27581/108148, 108 it/s) [4m21s:12m23s] 25% |███████ | (27595/108148, 108 it/s) [4m21s:12m23s] 25% |███████ | (27609/108148, 108 it/s) [4m21s:12m22s] 25% |███████ | (27622/108148, 108 it/s) [4m21s:12m22s] 25% |███████ | (27634/108148, 108 it/s) [4m21s:12m22s] 25% |███████ | (27647/108148, 108 it/s) [4m21s:12m22s] 25% |███████ | (27660/108148, 108 it/s) [4m21s:12m22s] 25% |███████ | (27672/108148, 108 it/s) [4m21s:12m21s] 25% |███████ | (27683/108148, 108 it/s) [4m21s:12m21s] 25% |███████ | (27695/108148, 108 it/s) [4m21s:12m21s] 25% |███████ | (27698/108148, 108 it/s) [4m21s:12m21s] 25% |███████ | (27699/108148, 108 it/s) [4m21s:12m21s] 25% |███████ | (27713/108148, 113 it/s) [4m21s:11m52s] 25% |███████ | (27725/108148, 113 it/s) [4m22s:11m52s] 25% |███████ | (27737/108148, 113 it/s) [4m22s:11m52s] 25% |███████ | (27750/108148, 113 it/s) [4m22s:11m52s] 25% |███████ | (27763/108148, 113 it/s) [4m22s:11m52s] 25% |███████ | (27775/108148, 113 it/s) [4m22s:11m52s] 25% |███████ | (27789/108148, 113 it/s) [4m22s:11m51s] 25% |███████ | (27803/108148, 113 it/s) [4m22s:11m51s] 25% |███████ | (27816/108148, 115 it/s) [4m22s:11m38s] 25% |███████ | (27829/108148, 115 it/s) [4m22s:11m38s] 25% |███████ | (27841/108148, 115 it/s) [4m22s:11m38s] 25% |███████ | (27850/108148, 115 it/s) [4m22s:11m38s] 25% |███████ | (27855/108148, 113 it/s) [4m23s:11m49s] 25% |███████ | (27869/108148, 113 it/s) [4m23s:11m49s] 25% |███████ | (27882/108148, 113 it/s) [4m23s:11m49s] 25% |███████ | (27890/108148, 113 it/s) [4m23s:11m49s] 25% |███████ | (27901/108148, 113 it/s) [4m23s:11m49s] 25% |████████ | (27906/108148, 111 it/s) [4m23s:12m1s] 25% |████████ | (27913/108148, 111 it/s) [4m23s:12m1s] 25% |████████ | (27918/108148, 111 it/s) [4m23s:12m1s] 25% |████████ | (27924/108148, 111 it/s) [4m23s:12m1s] 25% |████████ | (27929/108148, 111 it/s) [4m23s:12m1s] 25% |████████ | (27941/108148, 111 it/s) [4m24s:12m1s] 25% |███████ | (27954/108148, 110 it/s) [4m24s:12m12s] 25% |███████ | (27966/108148, 110 it/s) [4m24s:12m12s] 25% |███████ | (27967/108148, 110 it/s) [4m24s:12m12s] 25% |███████ | (27980/108148, 110 it/s) [4m24s:12m11s] 25% |███████ | (27994/108148, 110 it/s) [4m24s:12m11s] 25% |███████ | (28005/108148, 114 it/s) [4m24s:11m45s] 25% |███████ | (28018/108148, 114 it/s) [4m24s:11m45s] 25% |███████ | (28028/108148, 114 it/s) [4m24s:11m44s] 25% |███████ | (28035/108148, 114 it/s) [4m24s:11m44s] 25% |███████ | (28049/108148, 114 it/s) [4m24s:11m44s] 25% |███████ | (28062/108148, 114 it/s) [4m24s:11m44s] 25% |███████ | (28074/108148, 114 it/s) [4m25s:11m44s] 25% |███████ | (28088/108148, 123 it/s) [4m25s:10m51s] 25% |███████ | (28098/108148, 123 it/s) [4m25s:10m51s] 25% |███████ | (28111/108148, 123 it/s) [4m25s:10m51s] 26% |████████ | (28126/108148, 123 it/s) [4m25s:10m51s] 26% |████████ | (28140/108148, 123 it/s) [4m25s:10m50s] 26% |████████ | (28153/108148, 123 it/s) [4m25s:10m50s] 26% |████████ | (28165/108148, 126 it/s) [4m25s:10m32s] 26% |████████ | (28179/108148, 126 it/s) [4m25s:10m32s] 26% |████████ | (28191/108148, 126 it/s) [4m25s:10m32s] 26% |████████ | (28204/108148, 126 it/s) [4m25s:10m32s] 26% |████████ | (28218/108148, 126 it/s) [4m25s:10m32s] 26% |████████ | (28231/108148, 126 it/s) [4m25s:10m32s] 26% |████████ | (28244/108148, 126 it/s) [4m26s:10m32s] 26% |████████ | (28258/108148, 133 it/s) [4m26s:9m59s] 26% |████████ | (28272/108148, 133 it/s) [4m26s:9m59s] 26% |████████ | (28286/108148, 133 it/s) [4m26s:9m59s] 26% |████████ | (28298/108148, 133 it/s) [4m26s:9m59s] 26% |████████ | (28312/108148, 133 it/s) [4m26s:9m58s] 26% |████████ | (28319/108148, 133 it/s) [4m26s:9m58s] 26% |████████ | (28333/108148, 133 it/s) [4m26s:9m58s] 26% |████████ | (28345/108148, 133 it/s) 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it/s) [4m31s:11m31s] 26% |████████ | (28888/108148, 115 it/s) [4m31s:11m31s] 26% |████████ | (28897/108148, 105 it/s) [4m32s:12m32s] 26% |████████ | (28898/108148, 105 it/s) [4m32s:12m32s] 26% |████████ | (28901/108148, 99 it/s) [4m32s:13m23s] 26% |████████ | (28912/108148, 99 it/s) [4m32s:13m23s] 26% |████████ | (28925/108148, 99 it/s) [4m32s:13m23s] 26% |████████ | (28935/108148, 99 it/s) [4m32s:13m23s] 26% |████████ | (28947/108148, 99 it/s) [4m32s:13m22s] 26% |████████ | (28951/108148, 91 it/s) [4m33s:14m29s] 26% |████████ | (28952/108148, 91 it/s) [4m33s:14m29s] 26% |████████ | (28965/108148, 91 it/s) [4m33s:14m29s] 26% |████████ | (28979/108148, 91 it/s) [4m33s:14m29s] 26% |████████ | (28993/108148, 91 it/s) [4m33s:14m29s] 26% |████████ | (29005/108148, 91 it/s) [4m33s:14m28s] 26% |████████ | (29017/108148, 91 it/s) [4m33s:14m28s] 26% |████████ | (29027/108148, 89 it/s) [4m33s:14m48s] 26% |████████ | (29038/108148, 89 it/s) [4m33s:14m48s] 26% |████████ | (29045/108148, 89 it/s) 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(32206/108148, 117 it/s) [5m0s:10m48s] 29% |█████████ | (32217/108148, 117 it/s) [5m0s:10m48s] 29% |█████████ | (32228/108148, 113 it/s) [5m0s:11m12s] 29% |█████████ | (32239/108148, 113 it/s) [5m1s:11m12s] 29% |█████████ | (32251/108148, 113 it/s) [5m1s:11m12s] 29% |█████████ | (32258/108148, 113 it/s) [5m1s:11m12s] 29% |█████████ | (32270/108148, 113 it/s) [5m1s:11m12s] 29% |█████████ | (32281/108148, 113 it/s) [5m1s:11m12s] 29% |█████████ | (32293/108148, 110 it/s) [5m1s:11m30s] 29% |█████████ | (32302/108148, 110 it/s) [5m1s:11m30s] 29% |█████████ | (32315/108148, 110 it/s) [5m1s:11m30s] 29% |█████████ | (32325/108148, 110 it/s) [5m1s:11m30s] 29% |█████████ | (32336/108148, 110 it/s) [5m1s:11m30s] 29% |█████████ | (32347/108148, 110 it/s) [5m1s:11m29s] 29% |█████████ | (32359/108148, 108 it/s) [5m2s:11m40s] 29% |█████████ | (32368/108148, 108 it/s) [5m2s:11m40s] 29% |█████████ | (32380/108148, 108 it/s) [5m2s:11m40s] 29% |█████████ | (32392/108148, 108 it/s) [5m2s:11m40s] 29% 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|█████████ | (32573/108148, 122 it/s) [5m3s:10m17s] 30% |█████████ | (32578/108148, 122 it/s) [5m3s:10m17s] 30% |█████████ | (32583/108148, 114 it/s) [5m4s:11m5s] 30% |█████████ | (32586/108148, 114 it/s) [5m4s:11m5s] 30% |█████████ | (32587/108148, 114 it/s) [5m4s:11m5s] 30% |█████████ | (32588/108148, 114 it/s) [5m4s:11m5s] 30% |█████████ | (32599/108148, 114 it/s) [5m4s:11m5s] 30% |█████████ | (32610/108148, 114 it/s) [5m4s:11m5s] 30% |█████████ | (32620/108148, 106 it/s) [5m4s:11m55s] 30% |█████████ | (32630/108148, 106 it/s) [5m4s:11m55s] 30% |█████████ | (32641/108148, 106 it/s) [5m4s:11m54s] 30% |█████████ | (32652/108148, 106 it/s) [5m4s:11m54s] 30% |█████████ | (32662/108148, 106 it/s) [5m5s:11m51s] 30% |█████████ | (32664/108148, 106 it/s) [5m5s:11m51s] 30% |█████████ | (32671/108148, 106 it/s) [5m5s:11m51s] 30% |█████████ | (32672/108148, 106 it/s) [5m5s:11m51s] 30% |█████████ | (32684/108148, 106 it/s) [5m5s:11m51s] 30% |█████████ | (32696/108148, 102 it/s) [5m5s:12m17s] 30% |█████████ | (32708/108148, 102 it/s) [5m5s:12m17s] 30% |█████████ | (32720/108148, 102 it/s) [5m5s:12m17s] 30% |█████████ | (32733/108148, 102 it/s) [5m5s:12m17s] 30% |█████████ | (32745/108148, 102 it/s) [5m5s:12m17s] 30% |█████████ | (32750/108148, 102 it/s) [5m5s:12m17s] 30% |█████████ | (32761/108148, 102 it/s) [5m6s:12m17s] 30% |█████████ | (32769/108148, 105 it/s) [5m6s:11m59s] 30% |█████████ | (32782/108148, 105 it/s) [5m6s:11m59s] 30% |█████████ | (32790/108148, 105 it/s) [5m6s:11m59s] 30% |█████████ | (32800/108148, 105 it/s) [5m6s:11m59s] 30% |█████████ | (32811/108148, 105 it/s) [5m6s:11m58s] 30% |█████████ | (32823/108148, 105 it/s) [5m6s:11m58s] 30% |█████████ | (32834/108148, 105 it/s) [5m6s:11m58s] 30% |█████████ | (32846/108148, 108 it/s) [5m6s:11m40s] 30% |█████████ | (32856/108148, 108 it/s) [5m6s:11m40s] 30% |█████████ | (32867/108148, 108 it/s) [5m6s:11m40s] 30% |█████████ | (32879/108148, 108 it/s) [5m6s:11m40s] 30% |█████████ | (32889/108148, 108 it/s) [5m7s:11m40s] 30% |█████████ | (32900/108148, 108 it/s) [5m7s:11m39s] 30% |█████████ | (32911/108148, 108 it/s) [5m7s:11m36s] 30% |█████████ | (32922/108148, 108 it/s) [5m7s:11m36s] 30% |█████████ | (32934/108148, 108 it/s) [5m7s:11m36s] 30% |█████████ | (32945/108148, 108 it/s) [5m7s:11m36s] 30% |█████████ | (32957/108148, 108 it/s) [5m7s:11m36s] 30% |█████████ | (32966/108148, 108 it/s) [5m7s:11m36s] 30% |█████████ | (32967/108148, 103 it/s) [5m7s:12m12s] 30% |█████████ | (32977/108148, 103 it/s) [5m7s:12m12s] 30% |█████████ | (32987/108148, 103 it/s) [5m7s:12m12s] 30% |█████████ | (32997/108148, 103 it/s) [5m8s:12m12s] 30% |█████████ | (33006/108148, 103 it/s) [5m8s:12m12s] 30% |█████████ | (33015/108148, 103 it/s) [5m8s:12m12s] 30% |█████████ | (33024/108148, 101 it/s) [5m8s:12m23s] 30% |█████████ | (33032/108148, 101 it/s) [5m8s:12m23s] 30% |█████████ | (33043/108148, 101 it/s) [5m8s:12m23s] 30% |█████████ | (33054/108148, 101 it/s) [5m8s:12m23s] 30% |█████████ | (33066/108148, 101 it/s) [5m8s:12m23s] 30% |█████████ | (33074/108148, 101 it/s) [5m8s:12m23s] 30% |█████████ | (33086/108148, 101 it/s) [5m8s:12m23s] 30% |█████████ | (33096/108148, 101 it/s) [5m8s:12m20s] 30% |█████████ | (33104/108148, 101 it/s) [5m8s:12m20s] 30% |█████████ | (33112/108148, 101 it/s) [5m9s:12m20s] 30% |█████████ | (33118/108148, 101 it/s) [5m9s:12m20s] 30% |█████████ | (33129/108148, 103 it/s) [5m9s:12m4s] 30% |█████████ | (33139/108148, 103 it/s) [5m9s:12m4s] 30% |█████████ | (33150/108148, 103 it/s) [5m9s:12m4s] 30% |█████████ | (33162/108148, 103 it/s) [5m9s:12m4s] 30% |█████████ | (33170/108148, 103 it/s) [5m9s:12m4s] 30% |█████████ | (33172/108148, 103 it/s) [5m9s:12m4s] 30% |█████████ | (33183/108148, 108 it/s) [5m9s:11m33s] 30% |█████████ | (33192/108148, 108 it/s) [5m9s:11m33s] 30% |█████████ | (33204/108148, 108 it/s) [5m10s:11m33s] 30% |█████████ | (33215/108148, 108 it/s) [5m10s:11m33s] 30% |█████████ | (33227/108148, 108 it/s) [5m10s:11m33s] 30% |█████████ | (33237/108148, 108 it/s) [5m10s:11m32s] 30% |█████████ | (33247/108148, 108 it/s) [5m10s:11m32s] 30% |█████████ | (33258/108148, 114 it/s) [5m10s:10m57s] 30% |█████████ | (33270/108148, 114 it/s) [5m10s:10m57s] 30% |█████████ | (33281/108148, 114 it/s) [5m10s:10m57s] 30% |█████████ | (33292/108148, 114 it/s) [5m10s:10m57s] 30% |█████████ | (33300/108148, 114 it/s) [5m10s:10m57s] 30% |█████████ | (33309/108148, 114 it/s) [5m10s:10m57s] 30% |█████████ | (33317/108148, 114 it/s) [5m10s:10m57s] 30% |█████████ | (33328/108148, 122 it/s) [5m10s:10m12s] 30% |█████████ | (33338/108148, 122 it/s) [5m10s:10m12s] 30% |█████████ | (33346/108148, 122 it/s) [5m11s:10m12s] 30% |█████████ | (33357/108148, 122 it/s) [5m11s:10m12s] 30% |█████████ | (33368/108148, 122 it/s) [5m11s:10m12s] 30% |█████████ | (33379/108148, 122 it/s) [5m11s:10m12s] 30% |█████████ | (33390/108148, 120 it/s) [5m11s:10m24s] 30% |█████████ | (33399/108148, 120 it/s) [5m11s:10m24s] 30% |█████████ | (33406/108148, 120 it/s) [5m11s:10m24s] 30% |█████████ | (33416/108148, 120 it/s) [5m11s:10m24s] 30% |█████████ | (33427/108148, 120 it/s) [5m11s:10m24s] 30% |█████████ | (33438/108148, 120 it/s) [5m11s:10m24s] 30% |█████████ | (33448/108148, 116 it/s) [5m11s:10m41s] 30% |█████████ | (33459/108148, 116 it/s) [5m11s:10m41s] 30% |█████████ | (33468/108148, 116 it/s) [5m12s:10m41s] 30% |█████████ | (33478/108148, 116 it/s) [5m12s:10m41s] 30% |█████████ | (33487/108148, 116 it/s) [5m12s:10m41s] 30% |█████████ | (33495/108148, 116 it/s) [5m12s:10m41s] 30% |█████████ | (33502/108148, 114 it/s) [5m12s:10m57s] 30% |█████████ | (33511/108148, 107 it/s) [5m12s:11m39s] 30% |█████████ | (33520/108148, 107 it/s) [5m12s:11m38s] 31% |█████████ | (33531/108148, 107 it/s) [5m13s:11m38s] 31% |█████████ | (33542/108148, 107 it/s) [5m13s:11m38s] 31% |█████████ | (33554/108148, 107 it/s) [5m13s:11m38s] 31% |█████████ | (33566/108148, 107 it/s) [5m13s:11m38s] 31% |█████████ | (33577/108148, 107 it/s) [5m13s:11m38s] 31% |█████████ | (33587/108148, 111 it/s) [5m13s:11m14s] 31% |█████████ | (33596/108148, 111 it/s) [5m13s:11m14s] 31% |█████████ | (33607/108148, 111 it/s) [5m13s:11m14s] 31% |█████████ | (33618/108148, 111 it/s) [5m13s:11m14s] 31% |█████████ | (33627/108148, 111 it/s) [5m13s:11m14s] 31% |█████████ | (33635/108148, 111 it/s) [5m13s:11m13s] 31% |█████████ | (33646/108148, 109 it/s) [5m13s:11m25s] 31% |█████████ | (33654/108148, 109 it/s) [5m14s:11m25s] 31% |█████████ | (33664/108148, 109 it/s) [5m14s:11m25s] 31% |█████████ | (33674/108148, 109 it/s) [5m14s:11m24s] 31% |█████████ | (33684/108148, 109 it/s) [5m14s:11m24s] 31% |█████████ | (33695/108148, 109 it/s) [5m14s:11m24s] 31% |█████████ | (33701/108148, 112 it/s) [5m14s:11m3s] 31% |█████████ | (33702/108148, 112 it/s) [5m14s:11m3s] 31% |█████████ | (33713/108148, 112 it/s) [5m14s:11m3s] 31% |█████████ | (33725/108148, 112 it/s) [5m14s:11m2s] 31% |█████████ | (33736/108148, 112 it/s) [5m14s:11m2s] 31% |█████████ | (33748/108148, 112 it/s) [5m14s:11m2s] 31% |█████████ | (33760/108148, 112 it/s) [5m14s:11m2s] 31% |█████████ | (33772/108148, 115 it/s) [5m15s:10m47s] 31% |█████████ | (33782/108148, 115 it/s) [5m15s:10m47s] 31% |█████████ | (33792/108148, 115 it/s) [5m15s:10m47s] 31% |█████████ | (33803/108148, 115 it/s) [5m15s:10m47s] 31% |█████████ | (33816/108148, 115 it/s) [5m15s:10m47s] 31% |█████████ | (33828/108148, 115 it/s) [5m15s:10m46s] 31% |█████████ | (33839/108148, 115 it/s) [5m15s:10m46s] 31% |█████████ | (33849/108148, 116 it/s) [5m15s:10m41s] 31% |█████████ | (33859/108148, 116 it/s) [5m15s:10m41s] 31% |█████████ | (33862/108148, 116 it/s) [5m15s:10m41s] 31% |█████████ | (33874/108148, 116 it/s) [5m15s:10m41s] 31% |█████████ | (33887/108148, 116 it/s) [5m15s:10m41s] 31% |█████████ | (33894/108148, 111 it/s) [5m16s:11m10s] 31% |█████████ | (33899/108148, 111 it/s) [5m16s:11m10s] 31% |█████████ | (33909/108148, 111 it/s) [5m16s:11m10s] 31% |█████████ | (33918/108148, 111 it/s) [5m16s:11m10s] 31% |█████████ | (33920/108148, 111 it/s) [5m16s:11m10s] 31% |█████████ | (33925/108148, 111 it/s) [5m16s:11m10s] 31% |█████████ | (33926/108148, 104 it/s) [5m16s:11m56s] 31% |█████████ | (33937/108148, 104 it/s) [5m16s:11m56s] 31% |█████████ | (33948/108148, 104 it/s) [5m16s:11m56s] 31% |█████████ | (33958/108148, 104 it/s) [5m16s:11m56s] 31% |█████████ | (33969/108148, 104 it/s) [5m16s:11m56s] 31% |█████████ | (33980/108148, 104 it/s) [5m16s:11m56s] 31% |█████████ | (33990/108148, 104 it/s) [5m17s:11m56s] 31% |█████████ | (34002/108148, 104 it/s) [5m17s:11m56s] 31% |█████████ | (34013/108148, 108 it/s) [5m17s:11m24s] 31% |█████████ | (34023/108148, 108 it/s) [5m17s:11m24s] 31% |█████████ | (34032/108148, 108 it/s) [5m17s:11m24s] 31% |█████████ | (34040/108148, 108 it/s) [5m17s:11m24s] 31% |█████████ | (34051/108148, 108 it/s) [5m17s:11m24s] 31% |█████████ | (34062/108148, 108 it/s) [5m17s:11m24s] 31% |█████████ | (34072/108148, 110 it/s) [5m17s:11m16s] 31% |█████████ | (34083/108148, 110 it/s) [5m17s:11m16s] 31% |█████████ | (34094/108148, 110 it/s) [5m17s:11m16s] 31% |█████████ | (34106/108148, 110 it/s) [5m18s:11m15s] 31% |█████████ | (34118/108148, 110 it/s) [5m18s:11m15s] 31% |█████████ | (34128/108148, 119 it/s) [5m18s:10m23s] 31% |█████████ | (34129/108148, 119 it/s) [5m18s:10m23s] 31% |█████████ | (34140/108148, 119 it/s) [5m18s:10m23s] 31% |█████████ | (34150/108148, 119 it/s) [5m18s:10m22s] 31% |█████████ | (34161/108148, 119 it/s) [5m18s:10m22s] 31% |█████████ | (34171/108148, 119 it/s) [5m18s:10m22s] 31% |█████████ | (34183/108148, 114 it/s) [5m18s:10m48s] 31% |█████████ | (34192/108148, 114 it/s) [5m18s:10m48s] 31% |█████████ | (34203/108148, 114 it/s) [5m18s:10m47s] 31% |█████████ | (34212/108148, 114 it/s) [5m18s:10m47s] 31% |█████████ | (34223/108148, 114 it/s) [5m18s:10m47s] 31% |█████████ | (34231/108148, 114 it/s) [5m19s:10m47s] 31% |█████████ | (34243/108148, 114 it/s) [5m19s:10m47s] 31% |█████████ | (34253/108148, 116 it/s) [5m19s:10m34s] 31% |█████████ | (34265/108148, 116 it/s) [5m19s:10m34s] 31% |█████████ | (34276/108148, 116 it/s) [5m19s:10m34s] 31% |█████████ | (34286/108148, 116 it/s) [5m19s:10m34s] 31% |█████████ | (34296/108148, 116 it/s) [5m19s:10m34s] 31% |█████████ | (34307/108148, 116 it/s) [5m19s:10m34s] 31% |█████████ | (34319/108148, 116 it/s) [5m19s:10m34s] 31% |█████████ | (34330/108148, 121 it/s) [5m19s:10m9s] 31% |█████████ | (34341/108148, 121 it/s) [5m19s:10m9s] 31% |█████████ | (34353/108148, 121 it/s) [5m19s:10m9s] 31% |█████████ | (34354/108148, 121 it/s) [5m20s:10m9s] 31% |█████████ | (34361/108148, 121 it/s) [5m20s:10m9s] 31% |█████████ | (34372/108148, 121 it/s) [5m20s:10m9s] 31% |█████████ | (34382/108148, 118 it/s) [5m20s:10m22s] 31% |█████████ | (34394/108148, 118 it/s) [5m20s:10m22s] 31% |█████████ | (34406/108148, 118 it/s) [5m20s:10m22s] 31% |█████████ | (34416/108148, 118 it/s) [5m20s:10m22s] 31% |█████████ | (34422/108148, 118 it/s) [5m20s:10m22s] 31% |█████████ | (34430/108148, 118 it/s) [5m20s:10m22s] 31% |█████████ | (34441/108148, 118 it/s) [5m20s:10m22s] 31% |█████████ | (34450/108148, 116 it/s) [5m20s:10m32s] 31% |█████████ | (34454/108148, 116 it/s) [5m20s:10m32s] 31% |█████████ | (34457/108148, 116 it/s) [5m21s:10m32s] 31% |█████████ | (34467/108148, 116 it/s) [5m21s:10m32s] 31% |█████████ | (34477/108148, 116 it/s) [5m21s:10m32s] 31% |█████████ | (34483/108148, 115 it/s) [5m21s:10m41s] 31% |█████████ | (34493/108148, 115 it/s) [5m21s:10m41s] 31% |█████████ | (34501/108148, 115 it/s) [5m21s:10m41s] 31% |█████████ | (34513/108148, 115 it/s) [5m21s:10m41s] 31% |█████████ | (34524/108148, 115 it/s) [5m21s:10m41s] 31% |█████████ | (34534/108148, 118 it/s) [5m21s:10m21s] 31% |█████████ | (34546/108148, 118 it/s) [5m21s:10m21s] 31% |█████████ | (34548/108148, 118 it/s) [5m21s:10m21s] 31% |█████████ | (34552/108148, 118 it/s) [5m22s:10m21s] 31% |█████████ | (34564/108148, 118 it/s) [5m22s:10m21s] 31% |█████████ | (34575/108148, 118 it/s) [5m22s:10m21s] 31% |█████████ | 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it/s) [7m4s:8m49s] 42% |█████████████ | (46257/108148, 119 it/s) [7m5s:8m40s] 42% |█████████████ | (46267/108148, 119 it/s) [7m5s:8m40s] 42% |█████████████ | (46281/108148, 119 it/s) [7m5s:8m39s] 42% |█████████████ | (46287/108148, 119 it/s) [7m5s:8m39s] 42% |█████████████ | (46297/108148, 119 it/s) [7m5s:8m39s] 42% |█████████████ | (46303/108148, 119 it/s) [7m5s:8m39s] 42% |█████████████ | (46313/108148, 120 it/s) [7m5s:8m36s] 42% |█████████████ | (46322/108148, 120 it/s) [7m5s:8m36s] 42% |█████████████ | (46333/108148, 120 it/s) [7m5s:8m36s] 42% |█████████████ | (46344/108148, 120 it/s) [7m5s:8m36s] 42% |█████████████ | (46358/108148, 120 it/s) [7m5s:8m36s] 42% |█████████████ | (46371/108148, 120 it/s) [7m5s:8m35s] 42% |█████████████ | (46384/108148, 120 it/s) [7m6s:8m35s] 42% |██████████████ | (46394/108148, 127 it/s) [7m6s:8m6s] 42% |██████████████ | (46401/108148, 127 it/s) [7m6s:8m6s] 42% |██████████████ | (46416/108148, 127 it/s) [7m6s:8m6s] 42% |██████████████ | (46428/108148, 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48% |███████████████ | (51996/108148, 115 it/s) [7m52s:8m9s] 48% |███████████████ | (52004/108148, 115 it/s) [7m52s:8m9s] 48% |███████████████ | (52016/108148, 115 it/s) [7m52s:8m9s] 48% |███████████████ | (52028/108148, 115 it/s) [7m52s:8m8s] 48% |███████████████ | (52040/108148, 122 it/s) [7m52s:7m40s] 48% |███████████████ | (52053/108148, 122 it/s) [7m52s:7m40s] 48% |███████████████ | (52064/108148, 122 it/s) [7m53s:7m40s] 48% |███████████████ | (52075/108148, 122 it/s) [7m53s:7m40s] 48% |███████████████ | (52086/108148, 122 it/s) [7m53s:7m40s] 48% |███████████████ | (52096/108148, 122 it/s) [7m53s:7m40s] 48% |███████████████ | (52108/108148, 122 it/s) [7m53s:7m39s] 48% |███████████████ | (52118/108148, 126 it/s) [7m53s:7m25s] 48% |███████████████ | (52127/108148, 126 it/s) [7m53s:7m25s] 48% |███████████████ | (52138/108148, 126 it/s) [7m53s:7m25s] 48% |███████████████ | (52151/108148, 126 it/s) [7m53s:7m25s] 48% |███████████████ | (52165/108148, 121 it/s) [7m53s:7m41s] 48% 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63% |███████████████████ | (68332/108148, 122 it/s) [10m10s:5m27s] 63% |███████████████████ | (68345/108148, 122 it/s) [10m10s:5m27s] 63% |███████████████████ | (68355/108148, 122 it/s) [10m10s:5m27s] 63% |███████████████████ | (68362/108148, 122 it/s) [10m10s:5m27s] 63% |███████████████████ | (68375/108148, 122 it/s) [10m10s:5m27s] 63% |███████████████████ | (68382/108148, 122 it/s) [10m10s:5m27s] 63% |███████████████████ | (68394/108148, 122 it/s) [10m10s:5m26s] 63% |███████████████████ | (68405/108148, 118 it/s) [10m10s:5m36s] 63% |███████████████████ | (68418/108148, 118 it/s) [10m10s:5m36s] 63% |███████████████████ | (68431/108148, 118 it/s) [10m11s:5m36s] 63% |███████████████████ | (68440/108148, 118 it/s) [10m11s:5m35s] 63% |███████████████████ | (68454/108148, 118 it/s) [10m11s:5m35s] 63% |███████████████████ | (68467/108148, 118 it/s) [10m11s:5m35s] 63% |███████████████████ | (68478/108148, 117 it/s) [10m11s:5m38s] 63% |███████████████████ | (68490/108148, 117 it/s) 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it/s) [10m12s:5m26s] 63% |███████████████████ | (68662/108148, 124 it/s) [10m12s:5m19s] 63% |███████████████████ | (68675/108148, 124 it/s) [10m13s:5m19s] 63% |███████████████████ | (68686/108148, 124 it/s) [10m13s:5m19s] 63% |███████████████████ | (68695/108148, 124 it/s) [10m13s:5m19s] 63% |███████████████████ | (68707/108148, 124 it/s) [10m13s:5m19s] 63% |███████████████████ | (68710/108148, 124 it/s) [10m13s:5m19s] 63% |███████████████████ | (68715/108148, 116 it/s) [10m13s:5m38s] 63% |███████████████████ | (68727/108148, 116 it/s) [10m13s:5m38s] 63% |███████████████████ | (68739/108148, 116 it/s) [10m13s:5m38s] 63% |███████████████████ | (68750/108148, 116 it/s) [10m13s:5m38s] 63% |███████████████████ | (68761/108148, 116 it/s) [10m13s:5m38s] 63% |███████████████████ | (68769/108148, 116 it/s) [10m13s:5m38s] 63% |███████████████████ | (68780/108148, 122 it/s) [10m14s:5m23s] 63% |███████████████████ | (68790/108148, 122 it/s) [10m14s:5m23s] 63% |███████████████████ | (68801/108148, 122 it/s) [10m14s:5m23s] 63% |███████████████████ | (68810/108148, 122 it/s) [10m14s:5m23s] 63% |███████████████████ | (68823/108148, 122 it/s) [10m14s:5m22s] 63% |███████████████████ | (68831/108148, 122 it/s) [10m14s:5m22s] 63% |███████████████████ | (68837/108148, 126 it/s) [10m14s:5m10s] 63% |███████████████████ | (68845/108148, 126 it/s) [10m14s:5m10s] 63% |███████████████████ | (68854/108148, 126 it/s) [10m14s:5m10s] 63% |███████████████████ | (68866/108148, 126 it/s) [10m14s:5m10s] 63% |███████████████████ | (68878/108148, 126 it/s) [10m14s:5m10s] 63% |███████████████████ | (68880/108148, 126 it/s) [10m14s:5m10s] 63% |███████████████████ | (68886/108148, 117 it/s) [10m15s:5m35s] 63% |███████████████████ | (68889/108148, 117 it/s) [10m15s:5m35s] 63% |███████████████████ | (68902/108148, 117 it/s) [10m15s:5m35s] 63% |███████████████████ | (68913/108148, 117 it/s) [10m15s:5m35s] 63% |███████████████████ | (68922/108148, 117 it/s) [10m15s:5m35s] 63% |███████████████████ | 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it/s) [10m20s:5m10s] 64% |███████████████████ | (69563/108148, 124 it/s) [10m20s:5m10s] 64% |███████████████████ | (69572/108148, 124 it/s) [10m20s:5m10s] 64% |███████████████████ | (69581/108148, 123 it/s) [10m20s:5m14s] 64% |███████████████████ | (69595/108148, 123 it/s) [10m21s:5m14s] 64% |███████████████████ | (69602/108148, 123 it/s) [10m21s:5m14s] 64% |███████████████████ | (69615/108148, 123 it/s) [10m21s:5m14s] 64% |███████████████████ | (69622/108148, 123 it/s) [10m21s:5m13s] 64% |███████████████████ | (69624/108148, 123 it/s) [10m21s:5m13s] 64% |███████████████████ | (69633/108148, 120 it/s) [10m21s:5m21s] 64% |███████████████████ | (69636/108148, 120 it/s) [10m21s:5m21s] 64% |███████████████████ | (69648/108148, 120 it/s) [10m21s:5m21s] 64% |███████████████████ | (69661/108148, 120 it/s) [10m21s:5m21s] 64% |███████████████████ | (69674/108148, 120 it/s) [10m21s:5m21s] 64% |███████████████████ | (69686/108148, 120 it/s) [10m21s:5m21s] 64% |███████████████████ | (69698/108148, 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(74832/108148, 114 it/s) [11m5s:4m53s] 69% |██████████████████████ | (74844/108148, 114 it/s) [11m5s:4m52s] 69% |██████████████████████ | (74855/108148, 117 it/s) [11m5s:4m45s] 69% |██████████████████████ | (74866/108148, 117 it/s) [11m5s:4m44s] 69% |██████████████████████ | (74876/108148, 117 it/s) [11m5s:4m44s] 69% |██████████████████████ | (74888/108148, 117 it/s) [11m5s:4m44s] 69% |██████████████████████ | (74896/108148, 117 it/s) [11m5s:4m44s] 69% |██████████████████████ | (74907/108148, 117 it/s) [11m5s:4m44s] 69% |██████████████████████ | (74916/108148, 117 it/s) [11m5s:4m44s] 69% |██████████████████████ | (74927/108148, 120 it/s) [11m5s:4m36s] 69% |██████████████████████ | (74936/108148, 120 it/s) [11m6s:4m36s] 69% |██████████████████████ | (74947/108148, 120 it/s) [11m6s:4m36s] 69% |██████████████████████ | (74956/108148, 120 it/s) [11m6s:4m36s] 69% |██████████████████████ | (74964/108148, 120 it/s) [11m6s:4m36s] 69% |██████████████████████ | (74971/108148, 120 it/s) 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(75272/108148, 123 it/s) [11m8s:4m27s] 69% |██████████████████████ | (75274/108148, 123 it/s) [11m8s:4m27s] 69% |██████████████████████ | (75279/108148, 123 it/s) [11m8s:4m27s] 69% |██████████████████████ | (75280/108148, 122 it/s) [11m9s:4m28s] 69% |██████████████████████ | (75282/108148, 122 it/s) [11m9s:4m28s] 69% |██████████████████████ | (75290/108148, 122 it/s) [11m9s:4m28s] 69% |██████████████████████ | (75302/108148, 122 it/s) [11m9s:4m28s] 69% |██████████████████████ | (75305/108148, 122 it/s) [11m9s:4m28s] 69% |██████████████████████ | (75310/108148, 122 it/s) [11m9s:4m28s] 69% |██████████████████████ | (75315/108148, 113 it/s) [11m9s:4m51s] 69% |██████████████████████ | (75325/108148, 113 it/s) [11m9s:4m51s] 69% |██████████████████████ | (75335/108148, 113 it/s) [11m9s:4m51s] 69% |█████████████████████ | (75341/108148, 113 it/s) [11m10s:4m51s] 69% |█████████████████████ | (75351/108148, 113 it/s) [11m10s:4m51s] 69% |█████████████████████ | (75354/108148, 113 it/s) [11m10s:4m51s] 69% |█████████████████████ | (75363/108148, 113 it/s) [11m10s:4m51s] 69% |█████████████████████ | (75366/108148, 114 it/s) [11m10s:4m46s] 69% |█████████████████████ | (75376/108148, 114 it/s) [11m10s:4m46s] 69% |█████████████████████ | (75381/108148, 114 it/s) [11m10s:4m46s] 69% |█████████████████████ | (75385/108148, 114 it/s) [11m10s:4m46s] 69% |█████████████████████ | (75392/108148, 114 it/s) [11m10s:4m46s] 69% |█████████████████████ | (75393/108148, 114 it/s) [11m10s:4m46s] 69% |█████████████████████ | (75395/108148, 104 it/s) [11m10s:5m15s] 69% |█████████████████████ | (75409/108148, 104 it/s) [11m11s:5m15s] 69% |█████████████████████ | (75420/108148, 104 it/s) [11m11s:5m14s] 69% |█████████████████████ | (75433/108148, 104 it/s) [11m11s:5m14s] 69% |█████████████████████ | (75443/108148, 104 it/s) [11m11s:5m14s] 69% |██████████████████████ | (75444/108148, 98 it/s) [11m11s:5m34s] 69% |██████████████████████ | (75455/108148, 98 it/s) [11m11s:5m34s] 69% 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(75599/108148, 94 it/s) [11m13s:5m47s] 69% |██████████████████████ | (75611/108148, 94 it/s) [11m13s:5m47s] 69% |██████████████████████ | (75621/108148, 85 it/s) [11m13s:6m22s] 69% |██████████████████████ | (75631/108148, 85 it/s) [11m13s:6m22s] 69% |██████████████████████ | (75642/108148, 85 it/s) [11m13s:6m22s] 69% |██████████████████████ | (75646/108148, 85 it/s) [11m13s:6m22s] 69% |██████████████████████ | (75653/108148, 85 it/s) [11m13s:6m22s] 69% |██████████████████████ | (75665/108148, 85 it/s) [11m13s:6m23s] 69% |██████████████████████ | (75676/108148, 85 it/s) [11m13s:6m23s] 69% |██████████████████████ | (75688/108148, 85 it/s) [11m13s:6m23s] 69% |██████████████████████ | (75700/108148, 85 it/s) [11m13s:6m23s] 70% |██████████████████████ | (75709/108148, 85 it/s) [11m13s:6m23s] 70% |██████████████████████ | (75718/108148, 85 it/s) [11m14s:6m23s] 70% |██████████████████████ | (75727/108148, 85 it/s) [11m14s:6m23s] 70% |██████████████████████ | (75736/108148, 90 it/s) [11m14s:5m58s] 70% |██████████████████████ | (75744/108148, 90 it/s) [11m14s:5m58s] 70% |██████████████████████ | (75754/108148, 90 it/s) [11m14s:5m58s] 70% |██████████████████████ | (75764/108148, 90 it/s) [11m14s:5m58s] 70% |██████████████████████ | (75773/108148, 90 it/s) [11m14s:5m58s] 70% |██████████████████████ | (75785/108148, 90 it/s) [11m14s:5m58s] 70% |██████████████████████ | (75793/108148, 90 it/s) [11m14s:5m58s] 70% |██████████████████████ | (75794/108148, 90 it/s) [11m14s:5m58s] 70% |██████████████████████ | (75807/108148, 93 it/s) [11m14s:5m45s] 70% |██████████████████████ | (75819/108148, 93 it/s) [11m14s:5m45s] 70% |██████████████████████ | (75831/108148, 93 it/s) [11m14s:5m45s] 70% |██████████████████████ | (75843/108148, 93 it/s) [11m14s:5m45s] 70% |██████████████████████ | (75856/108148, 93 it/s) [11m15s:5m45s] 70% |██████████████████████ | (75868/108148, 93 it/s) [11m15s:5m45s] 70% |██████████████████████ | (75880/108148, 93 it/s) [11m15s:5m45s] 70% 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[12m29s:3m29s] 78% |████████████████████████ | (84558/108148, 113 it/s) [12m29s:3m28s] 78% |████████████████████████ | (84568/108148, 113 it/s) [12m29s:3m28s] 78% |████████████████████████ | (84579/108148, 113 it/s) [12m30s:3m28s] 78% |████████████████████████ | (84591/108148, 113 it/s) [12m30s:3m28s] 78% |████████████████████████ | (84602/108148, 113 it/s) [12m30s:3m28s] 78% |████████████████████████ | (84611/108148, 112 it/s) [12m30s:3m29s] 78% |████████████████████████ | (84621/108148, 112 it/s) [12m30s:3m29s] 78% |████████████████████████ | (84632/108148, 112 it/s) [12m30s:3m29s] 78% |████████████████████████ | (84644/108148, 112 it/s) [12m30s:3m29s] 78% |████████████████████████ | (84651/108148, 112 it/s) [12m30s:3m29s] 78% |████████████████████████ | (84662/108148, 112 it/s) [12m30s:3m29s] 78% |████████████████████████ | (84671/108148, 112 it/s) [12m30s:3m29s] 78% |████████████████████████ | (84682/108148, 115 it/s) [12m30s:3m23s] 78% |████████████████████████ | (84694/108148, 115 it/s) [12m30s:3m23s] 78% |████████████████████████ | (84706/108148, 115 it/s) [12m30s:3m23s] 78% |████████████████████████ | (84716/108148, 115 it/s) [12m30s:3m23s] 78% |████████████████████████ | (84717/108148, 115 it/s) [12m31s:3m23s] 78% |████████████████████████ | (84725/108148, 115 it/s) [12m31s:3m23s] 78% |████████████████████████ | (84734/108148, 115 it/s) [12m31s:3m23s] 78% |████████████████████████ | (84743/108148, 118 it/s) [12m31s:3m18s] 78% |████████████████████████ | (84753/108148, 118 it/s) [12m31s:3m18s] 78% |████████████████████████ | (84761/108148, 118 it/s) [12m31s:3m18s] 78% |████████████████████████ | (84769/108148, 118 it/s) [12m31s:3m18s] 78% |████████████████████████ | (84777/108148, 118 it/s) [12m31s:3m17s] 78% |████████████████████████ | (84785/108148, 118 it/s) [12m31s:3m17s] 78% |████████████████████████ | (84795/108148, 118 it/s) [12m31s:3m17s] 78% |████████████████████████ | (84804/108148, 118 it/s) [12m31s:3m17s] 78% |████████████████████████ | (84814/108148, 117 it/s) [12m31s:3m19s] 78% |████████████████████████ | (84823/108148, 117 it/s) [12m31s:3m19s] 78% |████████████████████████ | (84832/108148, 117 it/s) [12m31s:3m19s] 78% |████████████████████████ | (84839/108148, 117 it/s) [12m31s:3m19s] 78% |████████████████████████ | (84848/108148, 117 it/s) [12m32s:3m19s] 78% |████████████████████████ | (84856/108148, 117 it/s) [12m32s:3m18s] 78% |████████████████████████ | (84864/108148, 117 it/s) [12m32s:3m18s] 78% |████████████████████████ | (84874/108148, 120 it/s) [12m32s:3m13s] 78% |████████████████████████ | (84884/108148, 120 it/s) [12m32s:3m13s] 78% |████████████████████████ | (84893/108148, 120 it/s) [12m32s:3m13s] 78% |████████████████████████ | (84901/108148, 120 it/s) [12m32s:3m13s] 78% |████████████████████████ | (84911/108148, 120 it/s) [12m32s:3m13s] 78% |████████████████████████ | (84917/108148, 120 it/s) [12m32s:3m13s] 78% |████████████████████████ | (84926/108148, 120 it/s) [12m32s:3m13s] 78% 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119 it/s) [12m39s:3m7s] 79% |█████████████████████████ | (85769/108148, 119 it/s) [12m39s:3m7s] 79% |█████████████████████████ | (85778/108148, 119 it/s) [12m39s:3m7s] 79% |█████████████████████████ | (85789/108148, 119 it/s) [12m39s:3m7s] 79% |█████████████████████████ | (85799/108148, 119 it/s) [12m39s:3m8s] 79% |█████████████████████████ | (85811/108148, 119 it/s) [12m39s:3m8s] 79% |█████████████████████████ | (85821/108148, 119 it/s) [12m40s:3m8s] 79% |█████████████████████████ | (85830/108148, 119 it/s) [12m40s:3m7s] 79% |█████████████████████████ | (85837/108148, 119 it/s) [12m40s:3m7s] 79% |█████████████████████████ | (85846/108148, 119 it/s) [12m40s:3m7s] 79% |█████████████████████████ | (85854/108148, 119 it/s) [12m40s:3m7s] 79% |█████████████████████████ | (85864/108148, 121 it/s) [12m40s:3m4s] 79% |█████████████████████████ | (85874/108148, 121 it/s) [12m40s:3m3s] 79% |█████████████████████████ | (85883/108148, 121 it/s) [12m40s:3m3s] 79% |█████████████████████████ | 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130 it/s) [12m43s:2m48s] 79% |████████████████████████ | (86291/108148, 130 it/s) [12m43s:2m48s] 79% |████████████████████████ | (86302/108148, 130 it/s) [12m43s:2m48s] 79% |████████████████████████ | (86312/108148, 130 it/s) [12m43s:2m48s] 79% |████████████████████████ | (86322/108148, 130 it/s) [12m44s:2m48s] 79% |████████████████████████ | (86332/108148, 128 it/s) [12m44s:2m50s] 79% |████████████████████████ | (86342/108148, 128 it/s) [12m44s:2m50s] 79% |████████████████████████ | (86351/108148, 128 it/s) [12m44s:2m50s] 79% |████████████████████████ | (86355/108148, 128 it/s) [12m44s:2m50s] 79% |████████████████████████ | (86364/108148, 128 it/s) [12m44s:2m50s] 79% |████████████████████████ | (86372/108148, 123 it/s) [12m44s:2m57s] 79% |████████████████████████ | (86383/108148, 123 it/s) [12m44s:2m57s] 79% |████████████████████████ | (86392/108148, 123 it/s) [12m44s:2m57s] 79% |████████████████████████ | (86401/108148, 123 it/s) [12m44s:2m56s] 79% |████████████████████████ | 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[12m47s:2m58s] 80% |████████████████████████ | (86677/108148, 120 it/s) [12m47s:2m58s] 80% |████████████████████████ | (86687/108148, 120 it/s) [12m47s:2m58s] 80% |████████████████████████ | (86695/108148, 120 it/s) [12m47s:2m58s] 80% |█████████████████████████ | (86705/108148, 118 it/s) [12m47s:3m1s] 80% |█████████████████████████ | (86713/108148, 118 it/s) [12m47s:3m1s] 80% |█████████████████████████ | (86723/108148, 118 it/s) [12m47s:3m1s] 80% |█████████████████████████ | (86731/108148, 118 it/s) [12m47s:3m1s] 80% |█████████████████████████ | (86741/108148, 118 it/s) [12m47s:3m1s] 80% |████████████████████████ | (86749/108148, 113 it/s) [12m47s:3m10s] 80% |█████████████████████████ | (86759/108148, 113 it/s) [12m47s:3m9s] 80% |█████████████████████████ | (86769/108148, 113 it/s) [12m47s:3m9s] 80% |█████████████████████████ | (86779/108148, 113 it/s) [12m48s:3m9s] 80% |█████████████████████████ | (86789/108148, 113 it/s) [12m48s:3m9s] 80% |█████████████████████████ | (86796/108148, 113 it/s) [12m48s:3m9s] 80% |█████████████████████████ | (86807/108148, 113 it/s) [12m48s:3m9s] 80% |█████████████████████████ | (86816/108148, 115 it/s) [12m48s:3m6s] 80% |█████████████████████████ | (86825/108148, 115 it/s) [12m48s:3m6s] 80% |█████████████████████████ | (86835/108148, 115 it/s) [12m48s:3m6s] 80% |█████████████████████████ | (86845/108148, 115 it/s) [12m48s:3m6s] 80% |█████████████████████████ | (86851/108148, 115 it/s) [12m48s:3m5s] 80% |█████████████████████████ | (86862/108148, 115 it/s) [12m48s:3m5s] 80% |█████████████████████████ | (86873/108148, 116 it/s) [12m48s:3m3s] 80% |█████████████████████████ | (86885/108148, 116 it/s) [12m48s:3m3s] 80% |█████████████████████████ | (86897/108148, 116 it/s) [12m48s:3m3s] 80% |█████████████████████████ | (86908/108148, 116 it/s) [12m49s:3m3s] 80% |█████████████████████████ | (86919/108148, 116 it/s) [12m49s:3m3s] 80% |█████████████████████████ | (86925/108148, 116 it/s) [12m49s:3m3s] 80% |█████████████████████████ | (86926/108148, 114 it/s) [12m49s:3m5s] 80% |█████████████████████████ | (86938/108148, 114 it/s) [12m49s:3m5s] 80% |█████████████████████████ | (86949/108148, 114 it/s) [12m49s:3m5s] 80% |█████████████████████████ | (86960/108148, 114 it/s) [12m49s:3m5s] 80% |█████████████████████████ | (86972/108148, 114 it/s) [12m49s:3m5s] 80% |█████████████████████████ | (86981/108148, 114 it/s) [12m49s:3m5s] 80% |█████████████████████████ | (86982/108148, 116 it/s) [12m49s:3m1s] 80% |█████████████████████████ | (86994/108148, 116 it/s) [12m49s:3m1s] 80% |█████████████████████████ | (87006/108148, 116 it/s) [12m50s:3m1s] 80% |█████████████████████████ | (87014/108148, 116 it/s) [12m50s:3m1s] 80% |█████████████████████████ | (87025/108148, 116 it/s) [12m50s:3m1s] 80% |█████████████████████████ | (87036/108148, 116 it/s) [12m50s:3m1s] 80% |█████████████████████████ | (87043/108148, 116 it/s) [12m50s:3m1s] 80% |█████████████████████████ | (87052/108148, 116 it/s) [12m50s:3m1s] 80% 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[12m51s:3m18s] 80% |████████████████████████ | (87182/108148, 105 it/s) [12m52s:3m19s] 80% |████████████████████████ | (87192/108148, 105 it/s) [12m52s:3m19s] 80% |████████████████████████ | (87202/108148, 105 it/s) [12m52s:3m19s] 80% |████████████████████████ | (87206/108148, 105 it/s) [12m52s:3m19s] 80% |████████████████████████ | (87215/108148, 100 it/s) [12m52s:3m29s] 80% |████████████████████████ | (87220/108148, 100 it/s) [12m52s:3m29s] 80% |████████████████████████ | (87231/108148, 100 it/s) [12m52s:3m29s] 80% |████████████████████████ | (87243/108148, 100 it/s) [12m52s:3m29s] 80% |████████████████████████ | (87255/108148, 100 it/s) [12m52s:3m29s] 80% |████████████████████████ | (87267/108148, 100 it/s) [12m52s:3m28s] 80% |████████████████████████ | (87279/108148, 100 it/s) [12m52s:3m28s] 80% |████████████████████████ | (87292/108148, 105 it/s) [12m52s:3m18s] 80% |████████████████████████ | (87304/108148, 105 it/s) [12m53s:3m18s] 80% |████████████████████████ | (87315/108148, 105 it/s) [12m53s:3m17s] 80% |████████████████████████ | (87326/108148, 105 it/s) [12m53s:3m17s] 80% |████████████████████████ | (87338/108148, 105 it/s) [12m53s:3m17s] 80% |████████████████████████ | (87351/108148, 105 it/s) [12m53s:3m17s] 80% |████████████████████████ | (87363/108148, 105 it/s) [12m53s:3m17s] 80% |████████████████████████ | (87374/108148, 108 it/s) [12m53s:3m12s] 80% |████████████████████████ | (87383/108148, 108 it/s) [12m53s:3m12s] 80% |████████████████████████ | (87392/108148, 108 it/s) [12m53s:3m12s] 80% |████████████████████████ | (87403/108148, 108 it/s) [12m53s:3m12s] 80% |████████████████████████ | (87414/108148, 108 it/s) [12m53s:3m12s] 80% |████████████████████████ | (87425/108148, 108 it/s) [12m53s:3m12s] 80% |████████████████████████ | (87436/108148, 108 it/s) [12m53s:3m11s] 80% |█████████████████████████ | (87447/108148, 112 it/s) [12m53s:3m5s] 80% |█████████████████████████ | (87459/108148, 112 it/s) [12m54s:3m5s] 80% |█████████████████████████ | 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[12m56s:3m1s] 81% |█████████████████████████ | (87710/108148, 113 it/s) [12m56s:3m1s] 81% |█████████████████████████ | (87721/108148, 113 it/s) [12m56s:3m1s] 81% |█████████████████████████ | (87733/108148, 113 it/s) [12m56s:3m0s] 81% |█████████████████████████ | (87746/108148, 113 it/s) [12m56s:3m0s] 81% |█████████████████████████ | (87756/108148, 113 it/s) [12m56s:3m0s] 81% |█████████████████████████ | (87767/108148, 113 it/s) [12m56s:3m0s] 81% |█████████████████████████ | (87776/108148, 117 it/s) [12m57s:2m54s] 81% |█████████████████████████ | (87787/108148, 117 it/s) [12m57s:2m54s] 81% |█████████████████████████ | (87796/108148, 117 it/s) [12m57s:2m54s] 81% |█████████████████████████ | (87808/108148, 117 it/s) [12m57s:2m54s] 81% |█████████████████████████ | (87818/108148, 117 it/s) [12m57s:2m54s] 81% |█████████████████████████ | (87823/108148, 119 it/s) [12m57s:2m50s] 81% |█████████████████████████ | (87833/108148, 119 it/s) [12m57s:2m50s] 81% |█████████████████████████ | (87843/108148, 119 it/s) [12m57s:2m50s] 81% |█████████████████████████ | (87856/108148, 119 it/s) [12m57s:2m50s] 81% |█████████████████████████ | (87868/108148, 119 it/s) [12m57s:2m50s] 81% |█████████████████████████ | (87880/108148, 119 it/s) [12m57s:2m50s] 81% |█████████████████████████ | (87891/108148, 119 it/s) [12m57s:2m50s] 81% |█████████████████████████ | (87903/108148, 119 it/s) [12m58s:2m50s] 81% |█████████████████████████ | (87914/108148, 122 it/s) [12m58s:2m45s] 81% |█████████████████████████ | (87922/108148, 122 it/s) [12m58s:2m45s] 81% |█████████████████████████ | (87936/108148, 122 it/s) [12m58s:2m45s] 81% |█████████████████████████ | (87944/108148, 122 it/s) [12m58s:2m45s] 81% |█████████████████████████ | (87956/108148, 122 it/s) [12m58s:2m45s] 81% |█████████████████████████ | (87967/108148, 122 it/s) [12m58s:2m45s] 81% |█████████████████████████ | (87980/108148, 122 it/s) [12m58s:2m45s] 81% |█████████████████████████ | (87989/108148, 121 it/s) [12m58s:2m46s] 81% |█████████████████████████ | (88001/108148, 121 it/s) [12m58s:2m46s] 81% |█████████████████████████ | (88011/108148, 121 it/s) [12m58s:2m46s] 81% |█████████████████████████ | (88023/108148, 121 it/s) [12m58s:2m46s] 81% |█████████████████████████ | (88034/108148, 121 it/s) [12m58s:2m46s] 81% |█████████████████████████ | (88040/108148, 121 it/s) [12m58s:2m46s] 81% |█████████████████████████ | (88052/108148, 121 it/s) [12m59s:2m46s] 81% |█████████████████████████ | (88060/108148, 117 it/s) [12m59s:2m51s] 81% |█████████████████████████ | (88069/108148, 117 it/s) [12m59s:2m51s] 81% |█████████████████████████ | (88079/108148, 117 it/s) [12m59s:2m51s] 81% |█████████████████████████ | (88089/108148, 117 it/s) [12m59s:2m51s] 81% |█████████████████████████ | (88101/108148, 117 it/s) [12m59s:2m51s] 81% |█████████████████████████ | (88110/108148, 117 it/s) [12m59s:2m51s] 81% |█████████████████████████ | (88116/108148, 117 it/s) [12m59s:2m51s] 81% |█████████████████████████ | (88117/108148, 111 it/s) [12m59s:2m59s] 81% |█████████████████████████ | (88123/108148, 111 it/s) [12m59s:2m59s] 81% |█████████████████████████ | (88136/108148, 111 it/s) [12m59s:2m59s] 81% |█████████████████████████ | (88148/108148, 111 it/s) [13m0s:2m59s] 81% |█████████████████████████ | (88160/108148, 111 it/s) [13m0s:2m59s] 81% |█████████████████████████ | (88173/108148, 111 it/s) [13m0s:2m59s] 81% |█████████████████████████ | (88182/108148, 111 it/s) [13m0s:2m59s] 81% |█████████████████████████ | (88189/108148, 115 it/s) [13m0s:2m52s] 81% |█████████████████████████ | (88193/108148, 115 it/s) [13m0s:2m52s] 81% |█████████████████████████ | (88204/108148, 115 it/s) [13m0s:2m52s] 81% |█████████████████████████ | (88214/108148, 115 it/s) [13m0s:2m52s] 81% |█████████████████████████ | (88215/108148, 115 it/s) [13m0s:2m52s] 81% |█████████████████████████ | (88224/108148, 119 it/s) [13m0s:2m47s] 81% |█████████████████████████ | (88228/108148, 119 it/s) [13m1s:2m47s] 81% |█████████████████████████ | (88232/108148, 119 it/s) [13m1s:2m47s] 81% |█████████████████████████ | (88233/108148, 119 it/s) [13m1s:2m47s] 81% |██████████████████████████ | (88241/108148, 108 it/s) [13m1s:3m4s] 81% |██████████████████████████ | (88254/108148, 108 it/s) [13m1s:3m4s] 81% |██████████████████████████ | (88263/108148, 108 it/s) [13m1s:3m4s] 81% |██████████████████████████ | (88266/108148, 108 it/s) [13m1s:3m4s] 81% |██████████████████████████ | (88279/108148, 108 it/s) [13m1s:3m4s] 81% |██████████████████████████ | (88291/108148, 108 it/s) [13m1s:3m4s] 81% |██████████████████████████ | (88302/108148, 108 it/s) [13m1s:3m4s] 81% |█████████████████████████ | (88313/108148, 112 it/s) [13m2s:2m57s] 81% |█████████████████████████ | (88324/108148, 112 it/s) [13m2s:2m57s] 81% |█████████████████████████ | (88336/108148, 112 it/s) [13m2s:2m56s] 81% |█████████████████████████ | (88345/108148, 112 it/s) [13m2s:2m56s] 81% |█████████████████████████ | (88357/108148, 112 it/s) [13m2s:2m56s] 81% |█████████████████████████ | (88366/108148, 112 it/s) [13m2s:2m56s] 81% |█████████████████████████ | (88376/108148, 112 it/s) [13m2s:2m56s] 81% |█████████████████████████ | (88386/108148, 112 it/s) [13m2s:2m56s] 81% |█████████████████████████ | (88397/108148, 112 it/s) [13m2s:2m56s] 81% |█████████████████████████ | (88407/108148, 112 it/s) [13m2s:2m56s] 81% |█████████████████████████ | (88419/108148, 112 it/s) [13m2s:2m55s] 81% |█████████████████████████ | (88430/108148, 112 it/s) [13m2s:2m55s] 81% |█████████████████████████ | (88442/108148, 112 it/s) [13m2s:2m55s] 81% |█████████████████████████ | (88453/108148, 112 it/s) [13m2s:2m55s] 81% |█████████████████████████ | (88463/108148, 118 it/s) [13m3s:2m46s] 81% |█████████████████████████ | (88475/108148, 118 it/s) [13m3s:2m46s] 81% |█████████████████████████ | (88484/108148, 118 it/s) [13m3s:2m46s] 81% |█████████████████████████ | (88495/108148, 118 it/s) [13m3s:2m46s] 81% |█████████████████████████ | (88504/108148, 118 it/s) [13m3s:2m46s] 81% |█████████████████████████ | (88512/108148, 118 it/s) [13m3s:2m46s] 81% |█████████████████████████ | (88521/108148, 118 it/s) [13m3s:2m46s] 81% |█████████████████████████ | (88530/108148, 118 it/s) [13m3s:2m46s] 81% |█████████████████████████ | (88537/108148, 115 it/s) [13m3s:2m49s] 81% |█████████████████████████ | (88538/108148, 115 it/s) [13m3s:2m49s] 81% |█████████████████████████ | (88549/108148, 115 it/s) [13m3s:2m49s] 81% |█████████████████████████ | (88559/108148, 115 it/s) [13m3s:2m49s] 81% |█████████████████████████ | (88570/108148, 115 it/s) [13m3s:2m49s] 81% |█████████████████████████ | (88581/108148, 109 it/s) [13m4s:2m59s] 81% |█████████████████████████ | (88591/108148, 109 it/s) [13m4s:2m59s] 81% |█████████████████████████ | (88596/108148, 109 it/s) [13m4s:2m59s] 81% |█████████████████████████ | (88606/108148, 109 it/s) [13m4s:2m59s] 81% |█████████████████████████ | (88617/108148, 109 it/s) [13m4s:2m59s] 81% |██████████████████████████ | (88629/108148, 108 it/s) [13m4s:3m0s] 81% |██████████████████████████ | (88633/108148, 108 it/s) [13m4s:3m0s] 81% |██████████████████████████ | (88643/108148, 108 it/s) [13m4s:3m0s] 81% |██████████████████████████ | (88648/108148, 108 it/s) [13m4s:3m0s] 81% |██████████████████████████ | (88660/108148, 108 it/s) [13m4s:3m0s] 81% |██████████████████████████ | (88671/108148, 105 it/s) [13m5s:3m5s] 81% |██████████████████████████ | (88681/108148, 105 it/s) [13m5s:3m5s] 82% |███████████████████████████ | (88692/108148, 105 it/s) [13m5s:3m5s] 82% |███████████████████████████ | (88704/108148, 105 it/s) [13m5s:3m4s] 82% |███████████████████████████ | (88710/108148, 102 it/s) [13m5s:3m9s] 82% |███████████████████████████ | (88720/108148, 102 it/s) [13m5s:3m9s] 82% |███████████████████████████ | (88731/108148, 102 it/s) [13m5s:3m9s] 82% |███████████████████████████ | (88742/108148, 102 it/s) [13m5s:3m9s] 82% |███████████████████████████ | (88753/108148, 102 it/s) [13m5s:3m9s] 82% |███████████████████████████ | (88764/108148, 102 it/s) [13m5s:3m9s] 82% |███████████████████████████ | (88765/108148, 102 it/s) [13m5s:3m9s] 82% |███████████████████████████ | (88771/108148, 107 it/s) [13m6s:3m0s] 82% |███████████████████████████ | (88782/108148, 107 it/s) [13m6s:3m0s] 82% |███████████████████████████ | (88793/108148, 107 it/s) [13m6s:3m0s] 82% |███████████████████████████ | (88800/108148, 107 it/s) [13m6s:3m0s] 82% |██████████████████████████ | (88809/108148, 112 it/s) [13m6s:2m52s] 82% |██████████████████████████ | (88820/108148, 112 it/s) [13m6s:2m52s] 82% |██████████████████████████ | (88831/108148, 112 it/s) [13m6s:2m52s] 82% |██████████████████████████ | (88841/108148, 112 it/s) [13m6s:2m52s] 82% |██████████████████████████ | (88852/108148, 112 it/s) [13m6s:2m52s] 82% |██████████████████████████ | (88863/108148, 112 it/s) [13m6s:2m52s] 82% |██████████████████████████ | (88874/108148, 112 it/s) [13m7s:2m52s] 82% |██████████████████████████ | (88886/108148, 114 it/s) [13m7s:2m48s] 82% |██████████████████████████ | (88897/108148, 114 it/s) [13m7s:2m48s] 82% |██████████████████████████ | (88908/108148, 114 it/s) [13m7s:2m48s] 82% |██████████████████████████ | (88918/108148, 114 it/s) [13m7s:2m48s] 82% |██████████████████████████ | (88930/108148, 114 it/s) [13m7s:2m48s] 82% |██████████████████████████ | (88941/108148, 114 it/s) [13m7s:2m47s] 82% |██████████████████████████ | (88949/108148, 114 it/s) [13m7s:2m47s] 82% |██████████████████████████ | (88959/108148, 114 it/s) [13m7s:2m47s] 82% |██████████████████████████ | (88968/108148, 114 it/s) [13m7s:2m47s] 82% |██████████████████████████ | (88978/108148, 114 it/s) [13m7s:2m47s] 82% |██████████████████████████ | (88989/108148, 114 it/s) [13m7s:2m47s] 82% |██████████████████████████ | (89001/108148, 114 it/s) [13m7s:2m47s] 82% |██████████████████████████ | (89012/108148, 114 it/s) [13m7s:2m47s] 82% |██████████████████████████ | (89023/108148, 114 it/s) [13m7s:2m47s] 82% |██████████████████████████ | (89034/108148, 114 it/s) [13m8s:2m47s] 82% |██████████████████████████ | (89045/108148, 114 it/s) [13m8s:2m47s] 82% |██████████████████████████ | (89055/108148, 114 it/s) [13m8s:2m47s] 82% |██████████████████████████ | (89065/108148, 114 it/s) [13m8s:2m47s] 82% |██████████████████████████ | (89073/108148, 114 it/s) [13m8s:2m47s] 82% |██████████████████████████ | (89084/108148, 114 it/s) [13m8s:2m47s] 82% |██████████████████████████ | (89092/108148, 114 it/s) [13m8s:2m47s] 82% |██████████████████████████ | (89105/108148, 114 it/s) [13m8s:2m47s] 82% |██████████████████████████ | (89117/108148, 115 it/s) [13m8s:2m45s] 82% |██████████████████████████ | (89123/108148, 115 it/s) [13m8s:2m45s] 82% |██████████████████████████ | (89136/108148, 115 it/s) [13m8s:2m45s] 82% |██████████████████████████ | (89147/108148, 115 it/s) [13m8s:2m45s] 82% |██████████████████████████ | (89159/108148, 115 it/s) [13m9s:2m45s] 82% |██████████████████████████ | (89168/108148, 115 it/s) [13m9s:2m44s] 82% |██████████████████████████ | (89178/108148, 115 it/s) [13m9s:2m44s] 82% |██████████████████████████ | (89184/108148, 115 it/s) [13m9s:2m44s] 82% |██████████████████████████ | (89189/108148, 115 it/s) [13m9s:2m44s] 82% |██████████████████████████ | (89191/108148, 115 it/s) [13m9s:2m44s] 82% |██████████████████████████ | (89203/108148, 115 it/s) [13m9s:2m44s] 82% |██████████████████████████ | (89213/108148, 115 it/s) [13m9s:2m44s] 82% |██████████████████████████ | (89217/108148, 115 it/s) [13m9s:2m44s] 82% |██████████████████████████ | (89229/108148, 115 it/s) [13m9s:2m44s] 82% |█████████████████████████ | (89234/108148, 115 it/s) [13m10s:2m44s] 82% |█████████████████████████ | (89239/108148, 113 it/s) [13m10s:2m47s] 82% |█████████████████████████ | (89250/108148, 113 it/s) [13m10s:2m47s] 82% |█████████████████████████ | (89261/108148, 113 it/s) [13m10s:2m47s] 82% |█████████████████████████ | (89272/108148, 113 it/s) [13m10s:2m47s] 82% |█████████████████████████ | (89284/108148, 113 it/s) [13m10s:2m46s] 82% |█████████████████████████ | (89295/108148, 113 it/s) [13m10s:2m46s] 82% |█████████████████████████ | (89307/108148, 113 it/s) [13m10s:2m46s] 82% |█████████████████████████ | (89318/108148, 113 it/s) [13m10s:2m46s] 82% |█████████████████████████ | (89325/108148, 120 it/s) [13m10s:2m36s] 82% |█████████████████████████ | (89336/108148, 120 it/s) [13m10s:2m36s] 82% |█████████████████████████ | (89346/108148, 120 it/s) [13m10s:2m36s] 82% |█████████████████████████ | (89358/108148, 120 it/s) [13m10s:2m36s] 82% |█████████████████████████ | (89367/108148, 120 it/s) [13m10s:2m36s] 82% |█████████████████████████ | (89378/108148, 120 it/s) [13m11s:2m36s] 82% |█████████████████████████ | (89388/108148, 120 it/s) [13m11s:2m36s] 82% |█████████████████████████ | (89400/108148, 124 it/s) [13m11s:2m31s] 82% |█████████████████████████ | (89411/108148, 124 it/s) [13m11s:2m31s] 82% |█████████████████████████ | (89423/108148, 124 it/s) [13m11s:2m30s] 82% |█████████████████████████ | (89433/108148, 124 it/s) [13m11s:2m30s] 82% |█████████████████████████ | (89444/108148, 124 it/s) [13m11s:2m30s] 82% |█████████████████████████ | (89452/108148, 124 it/s) [13m11s:2m30s] 82% |█████████████████████████ | (89459/108148, 129 it/s) [13m11s:2m25s] 82% |█████████████████████████ | (89466/108148, 129 it/s) [13m11s:2m25s] 82% |█████████████████████████ | (89475/108148, 129 it/s) [13m11s:2m25s] 82% |█████████████████████████ | (89486/108148, 129 it/s) [13m11s:2m25s] 82% |█████████████████████████ | (89498/108148, 129 it/s) [13m11s:2m24s] 82% |█████████████████████████ | (89510/108148, 129 it/s) [13m12s:2m24s] 82% |█████████████████████████ | (89521/108148, 129 it/s) [13m12s:2m24s] 82% |█████████████████████████ | (89529/108148, 126 it/s) [13m12s:2m27s] 82% |█████████████████████████ | (89541/108148, 126 it/s) [13m12s:2m27s] 82% |█████████████████████████ | (89548/108148, 126 it/s) [13m12s:2m27s] 82% |█████████████████████████ | (89559/108148, 126 it/s) [13m12s:2m27s] 82% |█████████████████████████ | (89567/108148, 126 it/s) [13m12s:2m27s] 82% |█████████████████████████ | (89579/108148, 126 it/s) [13m12s:2m26s] 82% |█████████████████████████ | (89589/108148, 126 it/s) [13m12s:2m26s] 82% |█████████████████████████ | (89601/108148, 126 it/s) [13m12s:2m27s] 82% |█████████████████████████ | (89613/108148, 126 it/s) [13m12s:2m27s] 82% |█████████████████████████ | (89625/108148, 126 it/s) [13m12s:2m27s] 82% |█████████████████████████ | (89636/108148, 126 it/s) [13m12s:2m27s] 82% |█████████████████████████ | (89648/108148, 126 it/s) [13m12s:2m27s] 82% |█████████████████████████ | (89660/108148, 126 it/s) [13m13s:2m27s] 82% |█████████████████████████ | (89672/108148, 126 it/s) [13m13s:2m27s] 82% |█████████████████████████ | (89682/108148, 126 it/s) [13m13s:2m26s] 82% |█████████████████████████ | (89690/108148, 126 it/s) [13m13s:2m26s] 82% |█████████████████████████ | (89691/108148, 126 it/s) [13m13s:2m26s] 82% |█████████████████████████ | (89704/108148, 126 it/s) [13m13s:2m26s] 82% |█████████████████████████ | (89715/108148, 126 it/s) [13m13s:2m26s] 82% |█████████████████████████ | (89727/108148, 120 it/s) [13m13s:2m33s] 82% |█████████████████████████ | (89735/108148, 120 it/s) [13m13s:2m33s] 82% |█████████████████████████ | (89744/108148, 120 it/s) [13m13s:2m33s] 82% |█████████████████████████ | (89755/108148, 120 it/s) [13m13s:2m32s] 82% |█████████████████████████ | (89756/108148, 120 it/s) [13m14s:2m32s] 83% |█████████████████████████ | (89766/108148, 120 it/s) [13m14s:2m32s] 83% |█████████████████████████ | (89775/108148, 121 it/s) [13m14s:2m32s] 83% |█████████████████████████ | (89784/108148, 121 it/s) [13m14s:2m32s] 83% |█████████████████████████ | (89795/108148, 121 it/s) [13m14s:2m32s] 83% |█████████████████████████ | (89805/108148, 121 it/s) [13m14s:2m32s] 83% |█████████████████████████ | (89816/108148, 119 it/s) [13m14s:2m33s] 83% |█████████████████████████ | (89827/108148, 119 it/s) [13m14s:2m33s] 83% |█████████████████████████ | (89838/108148, 119 it/s) [13m14s:2m33s] 83% |█████████████████████████ | (89849/108148, 119 it/s) [13m14s:2m33s] 83% |█████████████████████████ | (89860/108148, 119 it/s) [13m14s:2m33s] 83% |█████████████████████████ | (89872/108148, 119 it/s) [13m15s:2m32s] 83% |█████████████████████████ | (89881/108148, 119 it/s) [13m15s:2m32s] 83% |█████████████████████████ | (89893/108148, 119 it/s) [13m15s:2m32s] 83% |█████████████████████████ | (89903/108148, 130 it/s) [13m15s:2m20s] 83% |█████████████████████████ | (89913/108148, 130 it/s) [13m15s:2m19s] 83% |█████████████████████████ | (89921/108148, 130 it/s) [13m15s:2m19s] 83% |█████████████████████████ | (89929/108148, 130 it/s) [13m15s:2m19s] 83% |█████████████████████████ | (89939/108148, 130 it/s) [13m15s:2m19s] 83% |█████████████████████████ | (89948/108148, 130 it/s) [13m15s:2m19s] 83% |█████████████████████████ | (89956/108148, 130 it/s) [13m15s:2m19s] 83% |█████████████████████████ | (89965/108148, 127 it/s) [13m15s:2m22s] 83% |█████████████████████████ | (89975/108148, 127 it/s) [13m15s:2m22s] 83% |█████████████████████████ | (89987/108148, 127 it/s) [13m15s:2m22s] 83% |█████████████████████████ | (89998/108148, 127 it/s) [13m15s:2m22s] 83% |█████████████████████████ | (90010/108148, 127 it/s) [13m15s:2m22s] 83% |█████████████████████████ | (90022/108148, 127 it/s) [13m16s:2m22s] 83% |█████████████████████████ | (90032/108148, 127 it/s) [13m16s:2m22s] 83% |█████████████████████████ | (90043/108148, 128 it/s) [13m16s:2m21s] 83% |█████████████████████████ | (90053/108148, 128 it/s) [13m16s:2m21s] 83% |█████████████████████████ | (90064/108148, 128 it/s) [13m16s:2m21s] 83% |█████████████████████████ | (90076/108148, 128 it/s) [13m16s:2m21s] 83% |█████████████████████████ | (90087/108148, 128 it/s) [13m16s:2m20s] 83% |█████████████████████████ | (90091/108148, 128 it/s) [13m16s:2m20s] 83% |█████████████████████████ | (90101/108148, 128 it/s) [13m16s:2m20s] 83% |█████████████████████████ | (90112/108148, 129 it/s) [13m16s:2m19s] 83% |█████████████████████████ | (90123/108148, 129 it/s) [13m16s:2m19s] 83% |█████████████████████████ | (90135/108148, 129 it/s) [13m16s:2m19s] 83% |█████████████████████████ | (90146/108148, 129 it/s) [13m16s:2m19s] 83% |█████████████████████████ | (90157/108148, 129 it/s) [13m17s:2m19s] 83% |█████████████████████████ | (90168/108148, 129 it/s) [13m17s:2m19s] 83% |█████████████████████████ | (90179/108148, 129 it/s) [13m17s:2m19s] 83% |█████████████████████████ | (90188/108148, 131 it/s) [13m17s:2m16s] 83% |█████████████████████████ | (90201/108148, 131 it/s) [13m17s:2m16s] 83% |█████████████████████████ | (90210/108148, 131 it/s) [13m17s:2m16s] 83% |█████████████████████████ | (90221/108148, 131 it/s) [13m17s:2m16s] 83% |█████████████████████████ | (90232/108148, 131 it/s) [13m17s:2m16s] 83% |█████████████████████████ | (90243/108148, 131 it/s) [13m17s:2m16s] 83% |█████████████████████████ | (90251/108148, 131 it/s) [13m17s:2m16s] 83% |█████████████████████████ | (90261/108148, 131 it/s) [13m17s:2m16s] 83% |█████████████████████████ | (90269/108148, 132 it/s) [13m17s:2m15s] 83% |█████████████████████████ | (90280/108148, 132 it/s) [13m17s:2m15s] 83% |█████████████████████████ | (90290/108148, 132 it/s) [13m17s:2m15s] 83% |█████████████████████████ | (90301/108148, 132 it/s) [13m17s:2m15s] 83% |█████████████████████████ | (90310/108148, 132 it/s) [13m18s:2m15s] 83% |█████████████████████████ | (90318/108148, 126 it/s) [13m18s:2m21s] 83% |█████████████████████████ | (90329/108148, 126 it/s) [13m18s:2m21s] 83% |█████████████████████████ | (90340/108148, 126 it/s) [13m18s:2m21s] 83% |█████████████████████████ | (90351/108148, 126 it/s) [13m18s:2m21s] 83% |█████████████████████████ | (90362/108148, 126 it/s) [13m18s:2m21s] 83% |█████████████████████████ | (90373/108148, 126 it/s) [13m18s:2m21s] 83% |█████████████████████████ | (90383/108148, 126 it/s) [13m18s:2m20s] 83% |█████████████████████████ | (90393/108148, 126 it/s) [13m19s:2m20s] 83% |█████████████████████████ | (90405/108148, 126 it/s) [13m19s:2m20s] 83% |█████████████████████████ | (90417/108148, 126 it/s) [13m19s:2m20s] 83% |█████████████████████████ | (90430/108148, 126 it/s) [13m19s:2m20s] 83% |█████████████████████████ | (90440/108148, 126 it/s) [13m19s:2m20s] 83% |█████████████████████████ | (90444/108148, 128 it/s) [13m19s:2m18s] 83% |█████████████████████████ | (90450/108148, 128 it/s) [13m19s:2m18s] 83% |█████████████████████████ | (90460/108148, 128 it/s) [13m19s:2m18s] 83% |█████████████████████████ | (90469/108148, 128 it/s) [13m19s:2m18s] 83% |█████████████████████████ | (90472/108148, 128 it/s) [13m19s:2m18s] 83% |█████████████████████████ | (90481/108148, 127 it/s) [13m19s:2m19s] 83% |█████████████████████████ | (90486/108148, 127 it/s) [13m20s:2m19s] 83% |█████████████████████████ | (90491/108148, 127 it/s) [13m20s:2m19s] 83% |█████████████████████████ | (90495/108148, 127 it/s) [13m20s:2m19s] 83% |█████████████████████████ | (90499/108148, 127 it/s) [13m20s:2m19s] 83% |█████████████████████████ | (90509/108148, 116 it/s) [13m20s:2m32s] 83% |█████████████████████████ | (90510/108148, 116 it/s) [13m20s:2m32s] 83% |█████████████████████████ | (90522/108148, 116 it/s) [13m20s:2m32s] 83% |█████████████████████████ | (90533/108148, 116 it/s) [13m20s:2m32s] 83% |█████████████████████████ | (90544/108148, 116 it/s) [13m20s:2m32s] 83% |█████████████████████████ | (90554/108148, 116 it/s) [13m20s:2m31s] 83% |█████████████████████████ | (90566/108148, 114 it/s) [13m21s:2m34s] 83% |█████████████████████████ | (90574/108148, 114 it/s) [13m21s:2m34s] 83% |█████████████████████████ | (90580/108148, 114 it/s) [13m21s:2m34s] 83% |█████████████████████████ | (90590/108148, 114 it/s) [13m21s:2m34s] 83% |█████████████████████████ | (90600/108148, 114 it/s) [13m21s:2m34s] 83% |█████████████████████████ | (90605/108148, 106 it/s) [13m21s:2m46s] 83% |█████████████████████████ | (90614/108148, 106 it/s) [13m21s:2m46s] 83% |█████████████████████████ | (90626/108148, 106 it/s) [13m21s:2m46s] 83% |█████████████████████████ | (90638/108148, 100 it/s) [13m22s:2m55s] 83% |█████████████████████████ | (90650/108148, 100 it/s) [13m22s:2m55s] 83% |█████████████████████████ | (90660/108148, 100 it/s) [13m22s:2m55s] 83% |█████████████████████████ | (90670/108148, 100 it/s) [13m22s:2m55s] 83% |█████████████████████████ | (90681/108148, 100 it/s) [13m22s:2m55s] 83% |███████████████████████████ | (90687/108148, 94 it/s) [13m22s:3m6s] 83% |███████████████████████████ | (90698/108148, 94 it/s) [13m22s:3m6s] 83% |███████████████████████████ | (90710/108148, 94 it/s) [13m22s:3m6s] 83% |███████████████████████████ | (90722/108148, 94 it/s) [13m22s:3m6s] 83% |███████████████████████████ | (90736/108148, 94 it/s) [13m22s:3m6s] 83% |███████████████████████████ | (90745/108148, 94 it/s) [13m22s:3m5s] 83% |██████████████████████████ | (90753/108148, 91 it/s) [13m23s:3m10s] 83% |██████████████████████████ | (90761/108148, 91 it/s) [13m23s:3m10s] 83% |██████████████████████████ | (90773/108148, 91 it/s) [13m23s:3m10s] 83% |██████████████████████████ | (90784/108148, 91 it/s) [13m23s:3m10s] 83% |██████████████████████████ | (90789/108148, 91 it/s) [13m23s:3m10s] 83% |██████████████████████████ | (90797/108148, 91 it/s) [13m23s:3m10s] 83% |███████████████████████████ | (90806/108148, 92 it/s) [13m23s:3m8s] 83% |███████████████████████████ | (90816/108148, 92 it/s) [13m23s:3m8s] 83% |███████████████████████████ | (90827/108148, 92 it/s) [13m23s:3m8s] 83% |███████████████████████████ | (90838/108148, 92 it/s) [13m23s:3m8s] 84% |███████████████████████████ | (90845/108148, 92 it/s) [13m23s:3m8s] 84% |███████████████████████████ | (90856/108148, 92 it/s) [13m23s:3m7s] 84% |███████████████████████████ | (90865/108148, 92 it/s) [13m24s:3m7s] 84% |███████████████████████████ | (90870/108148, 92 it/s) [13m24s:3m7s] 84% |███████████████████████████ | (90878/108148, 95 it/s) [13m24s:3m1s] 84% |███████████████████████████ | (90890/108148, 95 it/s) [13m24s:3m1s] 84% |███████████████████████████ | (90901/108148, 95 it/s) [13m24s:3m1s] 84% |███████████████████████████ | (90912/108148, 95 it/s) [13m24s:3m0s] 84% |███████████████████████████ | (90924/108148, 95 it/s) [13m24s:3m0s] 84% |███████████████████████████ | (90937/108148, 95 it/s) [13m24s:3m0s] 84% |███████████████████████████ | (90948/108148, 95 it/s) [13m24s:3m0s] 84% |██████████████████████████ | (90956/108148, 99 it/s) [13m24s:2m53s] 84% |██████████████████████████ | (90968/108148, 99 it/s) [13m24s:2m53s] 84% |██████████████████████████ | (90980/108148, 99 it/s) [13m24s:2m53s] 84% |██████████████████████████ | (90992/108148, 99 it/s) [13m25s:2m53s] 84% |██████████████████████████ | (91004/108148, 103 it/s) [13m25s:2m46s] 84% |██████████████████████████ | (91009/108148, 103 it/s) [13m25s:2m46s] 84% |██████████████████████████ | (91021/108148, 103 it/s) [13m25s:2m46s] 84% |██████████████████████████ | (91030/108148, 103 it/s) [13m25s:2m46s] 84% |██████████████████████████ | (91042/108148, 103 it/s) [13m25s:2m46s] 84% |██████████████████████████ | (91054/108148, 106 it/s) [13m25s:2m40s] 84% |██████████████████████████ | (91056/108148, 106 it/s) [13m25s:2m40s] 84% |██████████████████████████ | (91068/108148, 106 it/s) [13m25s:2m40s] 84% |██████████████████████████ | (91079/108148, 106 it/s) [13m25s:2m40s] 84% |██████████████████████████ | (91092/108148, 106 it/s) [13m26s:2m40s] 84% |██████████████████████████ | (91100/108148, 105 it/s) [13m26s:2m42s] 84% |██████████████████████████ | (91110/108148, 105 it/s) [13m26s:2m42s] 84% |██████████████████████████ | (91121/108148, 105 it/s) [13m26s:2m42s] 84% |██████████████████████████ | (91132/108148, 105 it/s) [13m26s:2m42s] 84% |██████████████████████████ | (91144/108148, 105 it/s) [13m26s:2m42s] 84% |██████████████████████████ | (91156/108148, 105 it/s) [13m26s:2m42s] 84% |██████████████████████████ | (91168/108148, 105 it/s) [13m26s:2m41s] 84% |██████████████████████████ | (91176/108148, 105 it/s) [13m26s:2m41s] 84% |██████████████████████████ | (91179/108148, 113 it/s) [13m26s:2m29s] 84% |██████████████████████████ | (91190/108148, 113 it/s) [13m27s:2m29s] 84% |██████████████████████████ | (91201/108148, 113 it/s) [13m27s:2m29s] 84% |██████████████████████████ | (91208/108148, 112 it/s) [13m27s:2m30s] 84% |██████████████████████████ | (91209/108148, 112 it/s) [13m27s:2m30s] 84% |██████████████████████████ | (91217/108148, 112 it/s) [13m27s:2m30s] 84% |██████████████████████████ | (91221/108148, 112 it/s) [13m27s:2m30s] 84% |██████████████████████████ | (91224/108148, 106 it/s) [13m27s:2m39s] 84% |██████████████████████████ | (91235/108148, 106 it/s) [13m27s:2m39s] 84% |██████████████████████████ | (91247/108148, 106 it/s) [13m27s:2m39s] 84% |██████████████████████████ | (91258/108148, 106 it/s) [13m27s:2m39s] 84% |██████████████████████████ | (91269/108148, 106 it/s) [13m27s:2m39s] 84% |██████████████████████████ | (91278/108148, 106 it/s) [13m27s:2m39s] 84% |██████████████████████████ | (91290/108148, 106 it/s) [13m28s:2m38s] 84% |██████████████████████████ | (91299/108148, 106 it/s) [13m28s:2m38s] 84% |██████████████████████████ | (91310/108148, 109 it/s) [13m28s:2m34s] 84% |██████████████████████████ | (91320/108148, 109 it/s) [13m28s:2m34s] 84% |██████████████████████████ | (91330/108148, 109 it/s) [13m28s:2m34s] 84% |██████████████████████████ | (91339/108148, 109 it/s) [13m28s:2m34s] 84% |██████████████████████████ | (91350/108148, 109 it/s) [13m28s:2m34s] 84% |██████████████████████████ | (91359/108148, 109 it/s) [13m28s:2m34s] 84% |██████████████████████████ | (91368/108148, 109 it/s) [13m28s:2m34s] 84% |██████████████████████████ | (91379/108148, 113 it/s) [13m28s:2m28s] 84% |██████████████████████████ | (91389/108148, 113 it/s) [13m28s:2m27s] 84% |██████████████████████████ | (91400/108148, 113 it/s) [13m28s:2m27s] 84% |██████████████████████████ | (91410/108148, 113 it/s) [13m28s:2m27s] 84% |██████████████████████████ | (91418/108148, 113 it/s) [13m28s:2m27s] 84% |██████████████████████████ | (91428/108148, 113 it/s) [13m29s:2m27s] 84% |██████████████████████████ | (91437/108148, 113 it/s) [13m29s:2m27s] 84% |██████████████████████████ | (91447/108148, 114 it/s) [13m29s:2m26s] 84% |██████████████████████████ | (91456/108148, 114 it/s) [13m29s:2m26s] 84% |██████████████████████████ | (91465/108148, 114 it/s) [13m29s:2m26s] 84% |██████████████████████████ | (91472/108148, 114 it/s) [13m29s:2m26s] 84% |██████████████████████████ | (91480/108148, 114 it/s) [13m29s:2m26s] 84% |██████████████████████████ | (91489/108148, 114 it/s) [13m29s:2m26s] 84% |██████████████████████████ | (91499/108148, 114 it/s) [13m29s:2m26s] 84% |██████████████████████████ | (91505/108148, 114 it/s) [13m29s:2m26s] 84% |██████████████████████████ | (91515/108148, 110 it/s) [13m29s:2m30s] 84% |██████████████████████████ | (91525/108148, 110 it/s) [13m29s:2m30s] 84% |██████████████████████████ | (91537/108148, 110 it/s) [13m29s:2m30s] 84% |██████████████████████████ | (91548/108148, 110 it/s) [13m29s:2m30s] 84% |██████████████████████████ | (91558/108148, 110 it/s) [13m29s:2m30s] 84% |██████████████████████████ | (91568/108148, 110 it/s) [13m30s:2m30s] 84% |██████████████████████████ | (91575/108148, 110 it/s) [13m30s:2m30s] 84% |██████████████████████████ | (91585/108148, 114 it/s) [13m30s:2m25s] 84% |██████████████████████████ | (91593/108148, 114 it/s) [13m30s:2m25s] 84% |██████████████████████████ | (91604/108148, 114 it/s) [13m30s:2m25s] 84% |██████████████████████████ | (91614/108148, 114 it/s) [13m30s:2m25s] 84% |██████████████████████████ | (91625/108148, 114 it/s) [13m30s:2m24s] 84% |██████████████████████████ | (91636/108148, 114 it/s) [13m30s:2m24s] 84% |██████████████████████████ | (91647/108148, 114 it/s) [13m30s:2m24s] 84% |██████████████████████████ | (91656/108148, 119 it/s) [13m30s:2m18s] 84% |██████████████████████████ | (91667/108148, 119 it/s) [13m30s:2m18s] 84% |██████████████████████████ | (91677/108148, 119 it/s) [13m30s:2m18s] 84% |██████████████████████████ | (91687/108148, 119 it/s) [13m30s:2m18s] 84% |██████████████████████████ | (91696/108148, 119 it/s) [13m31s:2m18s] 84% |██████████████████████████ | (91704/108148, 119 it/s) [13m31s:2m18s] 84% |██████████████████████████ | (91714/108148, 122 it/s) [13m31s:2m14s] 84% |██████████████████████████ | (91724/108148, 122 it/s) [13m31s:2m14s] 84% |██████████████████████████ | (91734/108148, 122 it/s) [13m31s:2m14s] 84% |██████████████████████████ | (91744/108148, 122 it/s) [13m31s:2m14s] 84% |██████████████████████████ | (91755/108148, 122 it/s) [13m31s:2m14s] 84% |██████████████████████████ | (91764/108148, 122 it/s) [13m31s:2m14s] 84% |██████████████████████████ | (91773/108148, 122 it/s) [13m31s:2m14s] 84% |██████████████████████████ | (91784/108148, 120 it/s) [13m31s:2m16s] 84% |██████████████████████████ | (91790/108148, 120 it/s) [13m31s:2m16s] 84% |██████████████████████████ | (91799/108148, 120 it/s) [13m31s:2m16s] 84% |██████████████████████████ | (91809/108148, 120 it/s) [13m32s:2m16s] 84% |██████████████████████████ | (91820/108148, 120 it/s) [13m32s:2m16s] 84% |██████████████████████████ | (91830/108148, 123 it/s) [13m32s:2m12s] 84% |██████████████████████████ | (91841/108148, 123 it/s) [13m32s:2m12s] 84% |██████████████████████████ | (91852/108148, 123 it/s) [13m32s:2m12s] 84% |██████████████████████████ | (91863/108148, 123 it/s) [13m32s:2m12s] 84% |██████████████████████████ | (91874/108148, 123 it/s) [13m32s:2m12s] 84% |██████████████████████████ | (91884/108148, 123 it/s) [13m32s:2m12s] 84% |██████████████████████████ | (91893/108148, 123 it/s) [13m32s:2m12s] 84% |██████████████████████████ | (91902/108148, 133 it/s) [13m32s:2m1s] 84% |██████████████████████████ | (91913/108148, 133 it/s) [13m32s:2m1s] 84% |██████████████████████████ | (91923/108148, 133 it/s) [13m32s:2m1s] 85% |███████████████████████████ | (91933/108148, 133 it/s) [13m32s:2m1s] 85% |███████████████████████████ | (91942/108148, 133 it/s) [13m32s:2m1s] 85% |███████████████████████████ | (91952/108148, 133 it/s) [13m33s:2m1s] 85% |███████████████████████████ | (91962/108148, 133 it/s) [13m33s:2m1s] 85% |███████████████████████████ | (91973/108148, 132 it/s) [13m33s:2m2s] 85% |███████████████████████████ | (91983/108148, 132 it/s) [13m33s:2m2s] 85% |███████████████████████████ | (91994/108148, 132 it/s) [13m33s:2m2s] 85% |███████████████████████████ | (92005/108148, 132 it/s) [13m33s:2m2s] 85% |███████████████████████████ | (92013/108148, 132 it/s) [13m33s:2m2s] 85% |███████████████████████████ | (92023/108148, 132 it/s) [13m33s:2m1s] 85% |███████████████████████████ | (92031/108148, 132 it/s) [13m33s:2m1s] 85% |███████████████████████████ | (92032/108148, 130 it/s) [13m33s:2m4s] 85% |███████████████████████████ | (92034/108148, 130 it/s) [13m33s:2m4s] 85% |███████████████████████████ | (92044/108148, 130 it/s) [13m33s:2m4s] 85% |███████████████████████████ | (92056/108148, 130 it/s) [13m33s:2m4s] 85% |███████████████████████████ | (92067/108148, 130 it/s) [13m33s:2m4s] 85% |███████████████████████████ | (92078/108148, 130 it/s) [13m34s:2m3s] 85% |███████████████████████████ | (92086/108148, 130 it/s) [13m34s:2m3s] 85% |███████████████████████████ | (92094/108148, 128 it/s) [13m34s:2m5s] 85% |███████████████████████████ | (92095/108148, 128 it/s) [13m34s:2m5s] 85% |███████████████████████████ | (92100/108148, 128 it/s) [13m34s:2m5s] 85% |███████████████████████████ | (92111/108148, 128 it/s) [13m34s:2m5s] 85% |███████████████████████████ | (92120/108148, 128 it/s) [13m34s:2m5s] 85% |███████████████████████████ | (92131/108148, 128 it/s) [13m34s:2m5s] 85% |███████████████████████████ | (92141/108148, 128 it/s) [13m34s:2m5s] 85% |███████████████████████████ | (92152/108148, 125 it/s) [13m34s:2m7s] 85% |███████████████████████████ | (92164/108148, 125 it/s) [13m34s:2m7s] 85% |███████████████████████████ | (92176/108148, 125 it/s) [13m34s:2m7s] 85% |███████████████████████████ | (92184/108148, 125 it/s) [13m34s:2m7s] 85% |███████████████████████████ | (92194/108148, 125 it/s) [13m35s:2m7s] 85% |███████████████████████████ | (92207/108148, 125 it/s) [13m35s:2m7s] 85% |███████████████████████████ | (92217/108148, 125 it/s) [13m35s:2m7s] 85% |███████████████████████████ | (92228/108148, 126 it/s) [13m35s:2m6s] 85% |███████████████████████████ | (92240/108148, 126 it/s) [13m35s:2m5s] 85% |███████████████████████████ | (92250/108148, 126 it/s) [13m35s:2m5s] 85% |███████████████████████████ | (92261/108148, 126 it/s) [13m35s:2m5s] 85% |███████████████████████████ | (92270/108148, 126 it/s) [13m35s:2m5s] 85% |███████████████████████████ | (92278/108148, 126 it/s) [13m35s:2m5s] 85% |███████████████████████████ | (92286/108148, 125 it/s) [13m35s:2m6s] 85% |███████████████████████████ | (92295/108148, 125 it/s) [13m35s:2m6s] 85% |███████████████████████████ | (92305/108148, 125 it/s) [13m35s:2m6s] 85% |███████████████████████████ | (92314/108148, 125 it/s) [13m35s:2m6s] 85% |███████████████████████████ | (92323/108148, 125 it/s) [13m36s:2m6s] 85% |███████████████████████████ | (92333/108148, 125 it/s) [13m36s:2m6s] 85% |███████████████████████████ | (92344/108148, 125 it/s) [13m36s:2m6s] 85% |███████████████████████████ | (92352/108148, 125 it/s) [13m36s:2m6s] 85% |███████████████████████████ | (92362/108148, 125 it/s) [13m36s:2m6s] 85% |███████████████████████████ | (92369/108148, 125 it/s) [13m36s:2m6s] 85% |███████████████████████████ | (92381/108148, 125 it/s) [13m36s:2m6s] 85% |███████████████████████████ | (92388/108148, 125 it/s) [13m36s:2m6s] 85% |███████████████████████████ | (92392/108148, 125 it/s) [13m36s:2m6s] 85% |██████████████████████████ | (92393/108148, 120 it/s) [13m36s:2m11s] 85% |██████████████████████████ | (92394/108148, 120 it/s) [13m37s:2m11s] 85% |██████████████████████████ | (92404/108148, 120 it/s) [13m37s:2m11s] 85% |██████████████████████████ | (92411/108148, 115 it/s) [13m37s:2m17s] 85% |██████████████████████████ | (92418/108148, 115 it/s) [13m37s:2m17s] 85% |██████████████████████████ | (92426/108148, 115 it/s) [13m37s:2m17s] 85% |██████████████████████████ | (92436/108148, 115 it/s) [13m37s:2m17s] 85% |██████████████████████████ | (92445/108148, 115 it/s) [13m37s:2m17s] 85% |██████████████████████████ | (92456/108148, 115 it/s) [13m37s:2m16s] 85% |██████████████████████████ | (92466/108148, 115 it/s) [13m37s:2m16s] 85% |██████████████████████████ | (92477/108148, 115 it/s) [13m37s:2m16s] 85% |██████████████████████████ | (92488/108148, 115 it/s) [13m37s:2m16s] 85% |██████████████████████████ | (92499/108148, 115 it/s) [13m37s:2m16s] 85% |██████████████████████████ | (92510/108148, 115 it/s) [13m37s:2m16s] 85% |██████████████████████████ | (92523/108148, 115 it/s) [13m38s:2m16s] 85% |██████████████████████████ | (92535/108148, 115 it/s) [13m38s:2m16s] 85% |██████████████████████████ | (92546/108148, 115 it/s) [13m38s:2m16s] 85% |██████████████████████████ | (92556/108148, 115 it/s) [13m38s:2m16s] 85% |██████████████████████████ | (92565/108148, 116 it/s) [13m38s:2m14s] 85% |██████████████████████████ | (92576/108148, 116 it/s) [13m38s:2m14s] 85% |██████████████████████████ | (92585/108148, 116 it/s) [13m38s:2m14s] 85% |██████████████████████████ | (92595/108148, 116 it/s) [13m38s:2m14s] 85% |██████████████████████████ | (92607/108148, 116 it/s) [13m38s:2m14s] 85% |██████████████████████████ | (92616/108148, 116 it/s) [13m38s:2m13s] 85% |██████████████████████████ | (92627/108148, 116 it/s) [13m38s:2m13s] 85% |██████████████████████████ | (92638/108148, 119 it/s) [13m38s:2m10s] 85% |██████████████████████████ | (92649/108148, 119 it/s) [13m38s:2m10s] 85% |██████████████████████████ | (92658/108148, 119 it/s) [13m38s:2m10s] 85% |███████████████████████████ | (92669/108148, 119 it/s) [13m39s:2m9s] 85% |███████████████████████████ | (92677/108148, 119 it/s) [13m39s:2m9s] 85% 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(92780/108148, 117 it/s) [13m40s:2m10s] 85% |██████████████████████████ | (92792/108148, 117 it/s) [13m40s:2m10s] 85% |██████████████████████████ | (92793/108148, 110 it/s) [13m40s:2m19s] 85% |██████████████████████████ | (92798/108148, 110 it/s) [13m40s:2m19s] 85% |██████████████████████████ | (92800/108148, 110 it/s) [13m40s:2m19s] 85% |██████████████████████████ | (92812/108148, 110 it/s) [13m40s:2m19s] 85% |██████████████████████████ | (92822/108148, 110 it/s) [13m40s:2m19s] 85% |██████████████████████████ | (92830/108148, 110 it/s) [13m40s:2m19s] 85% |██████████████████████████ | (92841/108148, 110 it/s) [13m40s:2m19s] 85% |██████████████████████████ | (92853/108148, 107 it/s) [13m41s:2m22s] 85% |██████████████████████████ | (92859/108148, 107 it/s) [13m41s:2m22s] 85% |██████████████████████████ | (92872/108148, 107 it/s) [13m41s:2m22s] 85% |██████████████████████████ | (92879/108148, 107 it/s) [13m41s:2m22s] 85% |██████████████████████████ | (92888/108148, 107 it/s) 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[13m44s:2m14s] 86% |██████████████████████████ | (93294/108148, 113 it/s) [13m44s:2m11s] 86% |██████████████████████████ | (93301/108148, 113 it/s) [13m44s:2m11s] 86% |██████████████████████████ | (93311/108148, 113 it/s) [13m44s:2m11s] 86% |██████████████████████████ | (93321/108148, 113 it/s) [13m44s:2m10s] 86% |██████████████████████████ | (93332/108148, 113 it/s) [13m44s:2m10s] 86% |██████████████████████████ | (93342/108148, 113 it/s) [13m45s:2m10s] 86% |██████████████████████████ | (93352/108148, 113 it/s) [13m45s:2m10s] 86% |██████████████████████████ | (93362/108148, 113 it/s) [13m45s:2m10s] 86% |███████████████████████████ | (93370/108148, 119 it/s) [13m45s:2m4s] 86% |███████████████████████████ | (93381/108148, 119 it/s) [13m45s:2m4s] 86% |███████████████████████████ | (93392/108148, 119 it/s) [13m45s:2m4s] 86% |███████████████████████████ | (93399/108148, 119 it/s) [13m45s:2m4s] 86% |███████████████████████████ | (93400/108148, 119 it/s) [13m45s:2m4s] 86% 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86% |██████████████████████████ | (93662/108148, 123 it/s) [13m47s:1m57s] 86% |██████████████████████████ | (93674/108148, 123 it/s) [13m47s:1m57s] 86% |██████████████████████████ | (93685/108148, 123 it/s) [13m47s:1m57s] 86% |██████████████████████████ | (93695/108148, 123 it/s) [13m47s:1m57s] 86% |██████████████████████████ | (93707/108148, 123 it/s) [13m48s:1m57s] 86% |██████████████████████████ | (93716/108148, 123 it/s) [13m48s:1m57s] 86% |██████████████████████████ | (93727/108148, 123 it/s) [13m48s:1m56s] 86% |██████████████████████████ | (93736/108148, 127 it/s) [13m48s:1m53s] 86% |██████████████████████████ | (93742/108148, 127 it/s) [13m48s:1m53s] 86% |██████████████████████████ | (93750/108148, 127 it/s) [13m48s:1m53s] 86% |██████████████████████████ | (93761/108148, 127 it/s) [13m48s:1m53s] 86% |██████████████████████████ | (93771/108148, 127 it/s) [13m48s:1m53s] 86% |██████████████████████████ | (93780/108148, 127 it/s) [13m48s:1m52s] 86% |██████████████████████████ | 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[13m53s:1m48s] 87% |██████████████████████████ | (94335/108148, 127 it/s) [13m53s:1m48s] 87% |██████████████████████████ | (94344/108148, 127 it/s) [13m53s:1m48s] 87% |██████████████████████████ | (94353/108148, 127 it/s) [13m53s:1m48s] 87% |██████████████████████████ | (94363/108148, 127 it/s) [13m53s:1m48s] 87% |██████████████████████████ | (94371/108148, 127 it/s) [13m53s:1m48s] 87% |██████████████████████████ | (94382/108148, 126 it/s) [13m53s:1m49s] 87% |██████████████████████████ | (94392/108148, 126 it/s) [13m53s:1m49s] 87% |██████████████████████████ | (94402/108148, 126 it/s) [13m53s:1m49s] 87% |██████████████████████████ | (94411/108148, 126 it/s) [13m53s:1m49s] 87% |██████████████████████████ | (94423/108148, 126 it/s) [13m53s:1m49s] 87% |██████████████████████████ | (94434/108148, 126 it/s) [13m53s:1m49s] 87% |██████████████████████████ | (94447/108148, 126 it/s) [13m53s:1m49s] 87% |██████████████████████████ | (94459/108148, 129 it/s) [13m53s:1m45s] 87% 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|████████████████████████████ | (95965/108148, 114 it/s) [14m6s:1m46s] 88% |████████████████████████████ | (95966/108148, 106 it/s) [14m7s:1m54s] 88% |████████████████████████████ | (95971/108148, 106 it/s) [14m7s:1m54s] 88% |████████████████████████████ | (95975/108148, 106 it/s) [14m7s:1m54s] 88% |████████████████████████████ | (95978/108148, 106 it/s) [14m7s:1m54s] 88% |█████████████████████████████ | (95980/108148, 94 it/s) [14m7s:2m9s] 88% |█████████████████████████████ | (95988/108148, 94 it/s) [14m7s:2m9s] 88% |█████████████████████████████ | (95998/108148, 94 it/s) [14m7s:2m9s] 88% |█████████████████████████████ | (96008/108148, 94 it/s) [14m7s:2m8s] 88% |█████████████████████████████ | (96019/108148, 94 it/s) [14m8s:2m8s] 88% |█████████████████████████████ | (96029/108148, 94 it/s) [14m8s:2m8s] 88% |█████████████████████████████ | (96038/108148, 94 it/s) [14m8s:2m8s] 88% |█████████████████████████████ | (96048/108148, 94 it/s) [14m8s:2m8s] 88% |█████████████████████████████ | (96059/108148, 100 it/s) [14m8s:2m1s] 88% |█████████████████████████████ | (96070/108148, 100 it/s) [14m8s:2m1s] 88% |█████████████████████████████ | (96080/108148, 100 it/s) [14m8s:2m1s] 88% |█████████████████████████████ | (96090/108148, 100 it/s) [14m8s:2m1s] 88% |█████████████████████████████ | (96099/108148, 100 it/s) [14m8s:2m0s] 88% |█████████████████████████████ | (96109/108148, 100 it/s) [14m8s:2m0s] 88% |█████████████████████████████ | (96120/108148, 100 it/s) [14m8s:2m0s] 88% |████████████████████████████ | (96129/108148, 101 it/s) [14m8s:1m58s] 88% |████████████████████████████ | (96140/108148, 101 it/s) [14m8s:1m58s] 88% |████████████████████████████ | (96153/108148, 101 it/s) [14m8s:1m58s] 88% |████████████████████████████ | (96164/108148, 101 it/s) [14m9s:1m58s] 88% |████████████████████████████ | (96175/108148, 101 it/s) [14m9s:1m58s] 88% |████████████████████████████ | (96186/108148, 101 it/s) [14m9s:1m58s] 88% |████████████████████████████ | (96195/108148, 101 it/s) [14m9s:1m58s] 88% |████████████████████████████ | (96206/108148, 101 it/s) [14m9s:1m58s] 88% |████████████████████████████ | (96216/108148, 103 it/s) [14m9s:1m55s] 88% |████████████████████████████ | (96226/108148, 103 it/s) [14m9s:1m55s] 88% |████████████████████████████ | (96233/108148, 103 it/s) [14m9s:1m55s] 88% |████████████████████████████ | (96243/108148, 103 it/s) [14m9s:1m55s] 88% |████████████████████████████ | (96251/108148, 103 it/s) [14m9s:1m55s] 89% |████████████████████████████ | (96259/108148, 104 it/s) [14m9s:1m54s] 89% |████████████████████████████ | (96268/108148, 104 it/s) [14m9s:1m54s] 89% |████████████████████████████ | (96278/108148, 104 it/s) [14m9s:1m54s] 89% |███████████████████████████ | (96288/108148, 104 it/s) [14m10s:1m53s] 89% |███████████████████████████ | (96296/108148, 104 it/s) [14m10s:1m53s] 89% |███████████████████████████ | (96304/108148, 104 it/s) [14m10s:1m53s] 89% |███████████████████████████ | (96313/108148, 104 it/s) [14m10s:1m53s] 89% |█████████████████████████████ | (96314/108148, 98 it/s) [14m10s:2m0s] 89% |█████████████████████████████ | (96318/108148, 98 it/s) [14m10s:2m0s] 89% |█████████████████████████████ | (96328/108148, 98 it/s) [14m10s:2m0s] 89% |█████████████████████████████ | (96338/108148, 98 it/s) [14m10s:2m0s] 89% |█████████████████████████████ | (96348/108148, 98 it/s) [14m10s:2m0s] 89% |█████████████████████████████ | (96358/108148, 98 it/s) [14m10s:2m0s] 89% |████████████████████████████ | (96368/108148, 98 it/s) [14m10s:1m59s] 89% |███████████████████████████ | (96377/108148, 101 it/s) [14m10s:1m56s] 89% |███████████████████████████ | (96387/108148, 101 it/s) [14m11s:1m56s] 89% |███████████████████████████ | (96393/108148, 101 it/s) [14m11s:1m56s] 89% |███████████████████████████ | (96403/108148, 101 it/s) [14m11s:1m56s] 89% |███████████████████████████ | (96411/108148, 101 it/s) [14m11s:1m56s] 89% |███████████████████████████ | (96422/108148, 101 it/s) [14m11s:1m55s] 89% 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|███████████████████████████ | (96919/108148, 110 it/s) [14m15s:1m42s] 89% |███████████████████████████ | (96931/108148, 110 it/s) [14m15s:1m42s] 89% |███████████████████████████ | (96942/108148, 110 it/s) [14m16s:1m42s] 89% |███████████████████████████ | (96953/108148, 113 it/s) [14m16s:1m39s] 89% |███████████████████████████ | (96962/108148, 113 it/s) [14m16s:1m39s] 89% |███████████████████████████ | (96972/108148, 113 it/s) [14m16s:1m39s] 89% |███████████████████████████ | (96978/108148, 113 it/s) [14m16s:1m39s] 89% |███████████████████████████ | (96986/108148, 113 it/s) [14m16s:1m38s] 89% |███████████████████████████ | (96995/108148, 113 it/s) [14m16s:1m38s] 89% |███████████████████████████ | (97006/108148, 113 it/s) [14m16s:1m38s] 89% |███████████████████████████ | (97016/108148, 112 it/s) [14m16s:1m39s] 89% |███████████████████████████ | (97025/108148, 112 it/s) [14m16s:1m39s] 89% |███████████████████████████ | (97036/108148, 112 it/s) [14m16s:1m39s] 89% 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[15m24s:31s] 97% |████████████████████████████████ | (105014/108148, 99 it/s) [15m24s:31s] 97% |████████████████████████████████ | (105025/108148, 99 it/s) [15m24s:31s] 97% |████████████████████████████████ | (105036/108148, 99 it/s) [15m25s:31s] 97% |████████████████████████████████ | (105043/108148, 99 it/s) [15m25s:31s] 97% |████████████████████████████████ | (105053/108148, 95 it/s) [15m25s:32s] 97% |████████████████████████████████ | (105056/108148, 95 it/s) [15m25s:32s] 97% |████████████████████████████████ | (105066/108148, 95 it/s) [15m25s:32s] 97% |████████████████████████████████ | (105077/108148, 95 it/s) [15m25s:32s] 97% |████████████████████████████████ | (105087/108148, 95 it/s) [15m25s:32s] 97% |████████████████████████████████ | (105097/108148, 95 it/s) [15m25s:32s] 97% |████████████████████████████████ | (105108/108148, 95 it/s) [15m25s:31s] 97% |████████████████████████████████ | (105119/108148, 95 it/s) [15m25s:31s] 97% |████████████████████████████████ | (105130/108148, 95 it/s) [15m25s:31s] 97% |████████████████████████████████ | (105142/108148, 95 it/s) [15m25s:31s] 97% |████████████████████████████████ | (105153/108148, 95 it/s) [15m26s:31s] 97% |████████████████████████████████ | (105165/108148, 95 it/s) [15m26s:31s] 97% |████████████████████████████████ | (105176/108148, 95 it/s) [15m26s:31s] 97% |████████████████████████████████ | (105188/108148, 95 it/s) [15m26s:31s] 97% |███████████████████████████████ | (105200/108148, 102 it/s) [15m26s:28s] 97% |███████████████████████████████ | (105212/108148, 102 it/s) [15m26s:28s] 97% |███████████████████████████████ | (105222/108148, 102 it/s) [15m26s:28s] 97% |███████████████████████████████ | (105234/108148, 102 it/s) [15m26s:28s] 97% |███████████████████████████████ | (105244/108148, 102 it/s) [15m26s:28s] 97% |███████████████████████████████ | (105254/108148, 102 it/s) [15m26s:28s] 97% |███████████████████████████████ | (105265/108148, 102 it/s) [15m26s:28s] 97% 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[15m27s:25s] 97% |███████████████████████████████ | (105412/108148, 110 it/s) [15m27s:24s] 97% |███████████████████████████████ | (105424/108148, 115 it/s) [15m27s:23s] 97% |███████████████████████████████ | (105435/108148, 115 it/s) [15m27s:23s] 97% |███████████████████████████████ | (105446/108148, 115 it/s) [15m27s:23s] 97% |███████████████████████████████ | (105455/108148, 115 it/s) [15m28s:23s] 97% |███████████████████████████████ | (105465/108148, 115 it/s) [15m28s:23s] 97% |███████████████████████████████ | (105475/108148, 115 it/s) [15m28s:23s] 97% |███████████████████████████████ | (105486/108148, 115 it/s) [15m28s:23s] 97% |███████████████████████████████ | (105496/108148, 121 it/s) [15m28s:21s] 97% |███████████████████████████████ | (105507/108148, 121 it/s) [15m28s:21s] 97% |███████████████████████████████ | (105518/108148, 121 it/s) [15m28s:21s] 97% |███████████████████████████████ | (105529/108148, 121 it/s) [15m28s:21s] 97% |███████████████████████████████ | (105540/108148, 121 it/s) [15m28s:21s] 97% |███████████████████████████████ | (105553/108148, 128 it/s) [15m28s:20s] 97% |███████████████████████████████ | (105564/108148, 128 it/s) [15m28s:20s] 97% |███████████████████████████████ | (105574/108148, 128 it/s) [15m28s:20s] 97% |███████████████████████████████ | (105575/108148, 128 it/s) [15m29s:20s] 97% |███████████████████████████████ | (105584/108148, 128 it/s) [15m29s:20s] 97% |███████████████████████████████ | (105593/108148, 125 it/s) [15m29s:20s] 97% |███████████████████████████████ | (105603/108148, 125 it/s) [15m29s:20s] 97% |███████████████████████████████ | (105614/108148, 125 it/s) [15m29s:20s] 97% |███████████████████████████████ | (105626/108148, 125 it/s) [15m29s:20s] 97% |███████████████████████████████ | (105637/108148, 125 it/s) [15m29s:20s] 97% |███████████████████████████████ | (105647/108148, 125 it/s) [15m29s:19s] 97% |███████████████████████████████ | (105659/108148, 125 it/s) [15m29s:19s] 97% |███████████████████████████████ | (105669/108148, 125 it/s) [15m29s:19s] 97% |███████████████████████████████ | (105682/108148, 130 it/s) [15m29s:18s] 97% |███████████████████████████████ | (105693/108148, 130 it/s) [15m29s:18s] 97% |███████████████████████████████ | (105706/108148, 130 it/s) [15m30s:18s] 97% |███████████████████████████████ | (105715/108148, 130 it/s) [15m30s:18s] 97% |███████████████████████████████ | (105727/108148, 130 it/s) [15m30s:18s] 97% |███████████████████████████████ | (105736/108148, 130 it/s) [15m30s:18s] 97% |███████████████████████████████ | (105744/108148, 134 it/s) [15m30s:17s] 97% |███████████████████████████████ | (105758/108148, 134 it/s) [15m30s:17s] 97% |███████████████████████████████ | (105769/108148, 134 it/s) [15m30s:17s] 97% |███████████████████████████████ | (105780/108148, 134 it/s) [15m30s:17s] 97% |███████████████████████████████ | (105791/108148, 134 it/s) [15m30s:17s] 97% |███████████████████████████████ | (105800/108148, 134 it/s) [15m30s:17s] 97% |███████████████████████████████ | (105809/108148, 134 it/s) [15m30s:17s] 97% |███████████████████████████████ | (105810/108148, 134 it/s) [15m31s:17s] 97% |███████████████████████████████ | (105821/108148, 134 it/s) [15m31s:17s] 97% |███████████████████████████████ | (105831/108148, 134 it/s) [15m31s:17s] 97% |███████████████████████████████ | (105839/108148, 134 it/s) [15m31s:17s] 97% |███████████████████████████████ | (105848/108148, 134 it/s) [15m31s:17s] 97% |███████████████████████████████ | (105857/108148, 134 it/s) [15m31s:17s] 97% |███████████████████████████████ | (105868/108148, 134 it/s) [15m31s:17s] 97% |███████████████████████████████ | (105880/108148, 134 it/s) [15m31s:16s] 97% |███████████████████████████████ | (105889/108148, 133 it/s) [15m31s:16s] 97% |███████████████████████████████ | (105892/108148, 133 it/s) [15m31s:16s] 97% |███████████████████████████████ | (105893/108148, 133 it/s) [15m31s:16s] 97% |███████████████████████████████ | (105898/108148, 133 it/s) [15m31s:16s] 97% |███████████████████████████████ | (105902/108148, 133 it/s) [15m31s:16s] 97% |███████████████████████████████ | (105906/108148, 122 it/s) [15m32s:18s] 97% |███████████████████████████████ | (105909/108148, 122 it/s) [15m32s:18s] 97% |███████████████████████████████ | (105914/108148, 122 it/s) [15m32s:18s] 97% |███████████████████████████████ | (105919/108148, 122 it/s) [15m32s:18s] 97% |███████████████████████████████ | (105923/108148, 122 it/s) [15m32s:18s] 97% |███████████████████████████████ | (105928/108148, 110 it/s) [15m32s:20s] 97% |███████████████████████████████ | (105932/108148, 110 it/s) [15m32s:20s] 97% |███████████████████████████████ | (105936/108148, 110 it/s) [15m32s:20s] 97% |███████████████████████████████ | (105947/108148, 110 it/s) [15m32s:19s] 97% |███████████████████████████████ | (105957/108148, 110 it/s) [15m32s:19s] 97% |███████████████████████████████ | (105967/108148, 110 it/s) [15m33s:19s] 97% |███████████████████████████████ | (105978/108148, 105 it/s) [15m33s:20s] 97% |███████████████████████████████ | (105985/108148, 105 it/s) [15m33s:20s] 98% |███████████████████████████████ | (105994/108148, 105 it/s) [15m33s:20s] 98% |███████████████████████████████ | (106002/108148, 105 it/s) [15m33s:20s] 98% |███████████████████████████████ | (106013/108148, 105 it/s) [15m33s:20s] 98% |███████████████████████████████ | (106024/108148, 105 it/s) [15m33s:20s] 98% |███████████████████████████████ | (106034/108148, 105 it/s) [15m33s:20s] 98% |███████████████████████████████ | (106046/108148, 105 it/s) [15m33s:19s] 98% |███████████████████████████████ | (106057/108148, 105 it/s) [15m33s:19s] 98% |███████████████████████████████ | (106068/108148, 105 it/s) [15m33s:19s] 98% |███████████████████████████████ | (106079/108148, 105 it/s) [15m33s:19s] 98% |███████████████████████████████ | (106091/108148, 105 it/s) [15m33s:19s] 98% |███████████████████████████████ | (106103/108148, 105 it/s) [15m33s:19s] 98% |███████████████████████████████ | (106111/108148, 105 it/s) [15m34s:19s] 98% |███████████████████████████████ | (106118/108148, 109 it/s) [15m34s:18s] 98% |███████████████████████████████ | (106128/108148, 109 it/s) [15m34s:18s] 98% |███████████████████████████████ | (106139/108148, 109 it/s) [15m34s:18s] 98% |███████████████████████████████ | (106152/108148, 109 it/s) [15m34s:18s] 98% |███████████████████████████████ | (106164/108148, 109 it/s) [15m34s:18s] 98% |███████████████████████████████ | (106176/108148, 109 it/s) [15m34s:18s] 98% |███████████████████████████████ | (106187/108148, 109 it/s) [15m34s:18s] 98% |███████████████████████████████ | (106197/108148, 109 it/s) [15m34s:17s] 98% |███████████████████████████████ | (106208/108148, 116 it/s) [15m34s:16s] 98% |███████████████████████████████ | (106220/108148, 116 it/s) [15m34s:16s] 98% |███████████████████████████████ | (106232/108148, 116 it/s) [15m34s:16s] 98% |███████████████████████████████ | (106244/108148, 116 it/s) [15m34s:16s] 98% |███████████████████████████████ | (106255/108148, 116 it/s) [15m34s:16s] 98% |███████████████████████████████ | (106266/108148, 116 it/s) [15m35s:16s] 98% |███████████████████████████████ | (106277/108148, 116 it/s) [15m35s:16s] 98% |███████████████████████████████ | (106288/108148, 116 it/s) [15m35s:16s] 98% |███████████████████████████████ | (106297/108148, 116 it/s) [15m35s:15s] 98% |███████████████████████████████ | (106298/108148, 116 it/s) [15m35s:15s] 98% |███████████████████████████████ | (106302/108148, 116 it/s) [15m35s:15s] 98% |███████████████████████████████ | (106306/108148, 110 it/s) [15m35s:16s] 98% |███████████████████████████████ | (106310/108148, 110 it/s) [15m35s:16s] 98% |███████████████████████████████ | (106315/108148, 110 it/s) [15m35s:16s] 98% |███████████████████████████████ | (106320/108148, 110 it/s) [15m35s:16s] 98% |███████████████████████████████ | (106324/108148, 110 it/s) [15m36s:16s] 98% |███████████████████████████████ | (106327/108148, 101 it/s) [15m36s:18s] 98% |███████████████████████████████ | (106339/108148, 101 it/s) [15m36s:17s] 98% |███████████████████████████████ | (106352/108148, 101 it/s) [15m36s:17s] 98% |███████████████████████████████ | (106364/108148, 101 it/s) [15m36s:17s] 98% |███████████████████████████████ | (106376/108148, 101 it/s) [15m36s:17s] 98% |███████████████████████████████ | (106388/108148, 101 it/s) [15m36s:17s] 98% |███████████████████████████████ | (106398/108148, 101 it/s) [15m36s:17s] 98% |███████████████████████████████ | (106409/108148, 101 it/s) [15m36s:17s] 98% |███████████████████████████████ | (106421/108148, 104 it/s) [15m36s:16s] 98% |███████████████████████████████ | (106432/108148, 104 it/s) [15m36s:16s] 98% |███████████████████████████████ | (106442/108148, 104 it/s) [15m36s:16s] 98% |███████████████████████████████ | (106452/108148, 104 it/s) [15m36s:16s] 98% |███████████████████████████████ | (106463/108148, 104 it/s) [15m37s:16s] 98% |███████████████████████████████ | (106474/108148, 104 it/s) [15m37s:16s] 98% |███████████████████████████████ | (106485/108148, 104 it/s) [15m37s:16s] 98% |███████████████████████████████ | (106495/108148, 115 it/s) [15m37s:14s] 98% |███████████████████████████████ | (106507/108148, 115 it/s) [15m37s:14s] 98% |███████████████████████████████ | (106516/108148, 115 it/s) [15m37s:14s] 98% |███████████████████████████████ | (106524/108148, 115 it/s) [15m37s:14s] 98% |███████████████████████████████ | (106533/108148, 115 it/s) [15m37s:14s] 98% |███████████████████████████████ | (106543/108148, 115 it/s) [15m37s:13s] 98% |███████████████████████████████ | (106553/108148, 115 it/s) [15m37s:13s] 98% |███████████████████████████████ | (106562/108148, 125 it/s) [15m37s:12s] 98% |███████████████████████████████ | (106573/108148, 125 it/s) [15m37s:12s] 98% |███████████████████████████████ | (106584/108148, 125 it/s) [15m37s:12s] 98% |███████████████████████████████ | (106597/108148, 125 it/s) [15m37s:12s] 98% |███████████████████████████████ | (106608/108148, 125 it/s) [15m37s:12s] 98% |███████████████████████████████ | (106620/108148, 125 it/s) [15m38s:12s] 98% |███████████████████████████████ | (106629/108148, 125 it/s) [15m38s:12s] 98% |███████████████████████████████ | (106633/108148, 127 it/s) [15m38s:11s] 98% |███████████████████████████████ | (106637/108148, 127 it/s) [15m38s:11s] 98% |███████████████████████████████ | (106648/108148, 127 it/s) [15m38s:11s] 98% |███████████████████████████████ | (106660/108148, 127 it/s) [15m38s:11s] 98% |███████████████████████████████ | (106667/108148, 127 it/s) [15m38s:11s] 98% |███████████████████████████████ | (106675/108148, 127 it/s) [15m38s:11s] 98% |███████████████████████████████ | (106684/108148, 127 it/s) [15m38s:11s] 98% |███████████████████████████████ | (106686/108148, 122 it/s) [15m38s:11s] 98% |███████████████████████████████ | (106693/108148, 122 it/s) [15m39s:11s] 98% |███████████████████████████████ | (106704/108148, 122 it/s) [15m39s:11s] 98% |███████████████████████████████ | (106706/108148, 122 it/s) [15m39s:11s] 98% |███████████████████████████████ | (106718/108148, 115 it/s) [15m39s:12s] 98% |███████████████████████████████ | (106729/108148, 115 it/s) [15m39s:12s] 98% |███████████████████████████████ | (106743/108148, 115 it/s) [15m39s:12s] 98% |███████████████████████████████ | (106754/108148, 115 it/s) [15m39s:12s] 98% |███████████████████████████████ | (106767/108148, 115 it/s) [15m39s:12s] 98% |███████████████████████████████ | (106778/108148, 115 it/s) [15m39s:11s] 98% |███████████████████████████████ | (106790/108148, 115 it/s) [15m39s:11s] 98% |███████████████████████████████ | (106802/108148, 115 it/s) [15m39s:11s] 98% |███████████████████████████████ | (106809/108148, 116 it/s) [15m39s:11s] 98% |███████████████████████████████ | (106821/108148, 116 it/s) [15m40s:11s] 98% |███████████████████████████████ | (106828/108148, 116 it/s) [15m40s:11s] 98% |███████████████████████████████ | (106839/108148, 116 it/s) [15m40s:11s] 98% |███████████████████████████████ | (106847/108148, 116 it/s) [15m40s:11s] 98% |███████████████████████████████ | (106859/108148, 116 it/s) [15m40s:11s] 98% |███████████████████████████████ | (106871/108148, 116 it/s) [15m40s:11s] 98% |███████████████████████████████ | (106884/108148, 114 it/s) [15m40s:11s] 98% |███████████████████████████████ | (106894/108148, 114 it/s) [15m40s:11s] 98% |███████████████████████████████ | (106905/108148, 114 it/s) [15m40s:10s] 98% |███████████████████████████████ | (106915/108148, 114 it/s) [15m40s:10s] 98% |███████████████████████████████ | (106925/108148, 114 it/s) [15m40s:10s] 98% |███████████████████████████████ | (106935/108148, 114 it/s) [15m40s:10s] 98% |████████████████████████████████ | (106947/108148, 123 it/s) [15m40s:9s] 98% |████████████████████████████████ | (106958/108148, 123 it/s) [15m40s:9s] 98% |████████████████████████████████ | (106970/108148, 123 it/s) [15m41s:9s] 98% |████████████████████████████████ | (106981/108148, 123 it/s) [15m41s:9s] 98% |████████████████████████████████ | (106991/108148, 123 it/s) [15m41s:9s] 98% |████████████████████████████████ | (107000/108148, 123 it/s) [15m41s:9s] 98% |████████████████████████████████ | (107010/108148, 123 it/s) [15m41s:9s] 98% |████████████████████████████████ | (107022/108148, 123 it/s) [15m41s:9s] 98% |████████████████████████████████ | (107033/108148, 135 it/s) [15m41s:8s] 98% |████████████████████████████████ | (107044/108148, 135 it/s) [15m41s:8s] 98% |████████████████████████████████ | (107054/108148, 135 it/s) [15m41s:8s] 98% |████████████████████████████████ | (107065/108148, 135 it/s) [15m41s:8s] 99% |████████████████████████████████ | (107075/108148, 135 it/s) [15m41s:7s] 99% |████████████████████████████████ | (107085/108148, 135 it/s) [15m41s:7s] 99% |████████████████████████████████ | (107095/108148, 135 it/s) [15m41s:7s] 99% |████████████████████████████████ | (107106/108148, 133 it/s) [15m41s:7s] 99% |████████████████████████████████ | (107116/108148, 133 it/s) [15m42s:7s] 99% |████████████████████████████████ | (107126/108148, 133 it/s) [15m42s:7s] 99% |████████████████████████████████ | (107136/108148, 133 it/s) [15m42s:7s] 99% |████████████████████████████████ | (107146/108148, 133 it/s) [15m42s:7s] 99% |████████████████████████████████ | (107157/108148, 133 it/s) [15m42s:7s] 99% |████████████████████████████████ | (107163/108148, 133 it/s) [15m42s:7s] 99% |████████████████████████████████ | (107175/108148, 131 it/s) [15m42s:7s] 99% |████████████████████████████████ | (107185/108148, 131 it/s) [15m42s:7s] 99% |████████████████████████████████ | (107197/108148, 131 it/s) [15m42s:7s] 99% |████████████████████████████████ | (107207/108148, 131 it/s) [15m42s:7s] 99% |████████████████████████████████ | (107218/108148, 131 it/s) [15m42s:7s] 99% |████████████████████████████████ | (107229/108148, 131 it/s) [15m42s:6s] 99% |████████████████████████████████ | (107241/108148, 131 it/s) [15m42s:6s] 99% |████████████████████████████████ | (107252/108148, 132 it/s) [15m42s:6s] 99% |████████████████████████████████ | (107260/108148, 132 it/s) [15m43s:6s] 99% |████████████████████████████████ | (107261/108148, 132 it/s) [15m43s:6s] 99% |████████████████████████████████ | (107272/108148, 132 it/s) [15m43s:6s] 99% |████████████████████████████████ | (107283/108148, 132 it/s) [15m43s:6s] 99% |████████████████████████████████ | (107294/108148, 130 it/s) [15m43s:6s] 99% |████████████████████████████████ | (107307/108148, 130 it/s) [15m43s:6s] 99% |████████████████████████████████ | (107318/108148, 130 it/s) [15m43s:6s] 99% |████████████████████████████████ | (107331/108148, 130 it/s) [15m43s:6s] 99% |████████████████████████████████ | (107342/108148, 130 it/s) [15m43s:6s] 99% |████████████████████████████████ | (107354/108148, 130 it/s) [15m43s:6s] 99% |████████████████████████████████ | (107363/108148, 130 it/s) [15m43s:6s] 99% |████████████████████████████████ | (107374/108148, 130 it/s) [15m43s:5s] 99% |████████████████████████████████ | (107383/108148, 138 it/s) [15m43s:5s] 99% |████████████████████████████████ | (107395/108148, 138 it/s) [15m44s:5s] 99% |████████████████████████████████ | (107406/108148, 138 it/s) [15m44s:5s] 99% |████████████████████████████████ | (107416/108148, 138 it/s) [15m44s:5s] 99% |████████████████████████████████ | (107419/108148, 138 it/s) [15m44s:5s] 99% |████████████████████████████████ | (107430/108148, 138 it/s) [15m44s:5s] 99% |████████████████████████████████ | (107441/108148, 138 it/s) [15m44s:5s] 99% |████████████████████████████████ | (107453/108148, 146 it/s) [15m44s:4s] 99% |████████████████████████████████ | (107465/108148, 146 it/s) [15m44s:4s] 99% |████████████████████████████████ | (107476/108148, 146 it/s) [15m44s:4s] 99% |████████████████████████████████ | (107487/108148, 146 it/s) [15m44s:4s] 99% |████████████████████████████████ | (107497/108148, 146 it/s) [15m44s:4s] 99% |████████████████████████████████ | (107508/108148, 146 it/s) [15m44s:4s] 99% |████████████████████████████████ | (107520/108148, 146 it/s) [15m44s:4s] 99% |████████████████████████████████ | (107533/108148, 146 it/s) [15m44s:4s] 99% |████████████████████████████████ | (107545/108148, 145 it/s) [15m44s:4s] 99% |████████████████████████████████ | (107556/108148, 145 it/s) [15m45s:4s] 99% |████████████████████████████████ | (107566/108148, 145 it/s) [15m45s:4s] 99% |████████████████████████████████ | (107577/108148, 145 it/s) [15m45s:3s] 99% |████████████████████████████████ | (107586/108148, 145 it/s) [15m45s:3s] 99% |████████████████████████████████ | (107593/108148, 145 it/s) [15m45s:3s] 99% |████████████████████████████████ | (107601/108148, 145 it/s) [15m45s:3s] 99% |████████████████████████████████ | (107609/108148, 145 it/s) [15m45s:3s] 99% |████████████████████████████████ | (107620/108148, 145 it/s) [15m45s:3s] 99% |████████████████████████████████ | (107627/108148, 145 it/s) [15m45s:3s] 99% |████████████████████████████████ | (107637/108148, 145 it/s) [15m45s:3s] 99% |████████████████████████████████ | (107646/108148, 145 it/s) [15m45s:3s] 99% |████████████████████████████████ | (107657/108148, 145 it/s) [15m45s:3s] 99% |████████████████████████████████ | (107667/108148, 145 it/s) [15m45s:3s] 99% |████████████████████████████████ | (107679/108148, 145 it/s) [15m45s:3s] 99% |████████████████████████████████ | (107690/108148, 145 it/s) [15m46s:3s] 99% |████████████████████████████████ | (107702/108148, 145 it/s) [15m46s:3s] 99% |████████████████████████████████ | (107713/108148, 145 it/s) [15m46s:3s] 99% |████████████████████████████████ | (107724/108148, 145 it/s) [15m46s:2s] 99% |████████████████████████████████ | (107736/108148, 145 it/s) [15m46s:2s] 99% |████████████████████████████████ | (107747/108148, 145 it/s) [15m46s:2s] 99% |████████████████████████████████ | (107758/108148, 145 it/s) [15m46s:2s] 99% |████████████████████████████████ | (107765/108148, 145 it/s) [15m46s:2s] 99% |████████████████████████████████ | (107772/108148, 145 it/s) [15m46s:2s] 99% |████████████████████████████████ | (107783/108148, 145 it/s) [15m46s:2s] 99% |████████████████████████████████ | (107793/108148, 145 it/s) [15m46s:2s] 99% |████████████████████████████████ | (107801/108148, 138 it/s) [15m47s:2s] 99% |████████████████████████████████ | (107811/108148, 138 it/s) [15m47s:2s] 99% |████████████████████████████████ | (107820/108148, 138 it/s) [15m47s:2s] 99% |████████████████████████████████ | (107828/108148, 138 it/s) [15m47s:2s] 99% |████████████████████████████████ | (107840/108148, 138 it/s) [15m47s:2s] 99% |████████████████████████████████ | (107852/108148, 135 it/s) [15m47s:2s] 99% |████████████████████████████████ | (107864/108148, 135 it/s) [15m47s:2s] 99% |████████████████████████████████ | (107875/108148, 135 it/s) [15m47s:2s] 99% |████████████████████████████████ | (107881/108148, 135 it/s) [15m47s:1s] 99% |████████████████████████████████ | (107885/108148, 135 it/s) [15m47s:1s] 99% |████████████████████████████████ | (107895/108148, 128 it/s) [15m47s:1s] 99% |████████████████████████████████ | (107905/108148, 128 it/s) [15m48s:1s] 99% |████████████████████████████████ | (107916/108148, 128 it/s) [15m48s:1s] 99% |████████████████████████████████ | (107927/108148, 128 it/s) [15m48s:1s] 99% |████████████████████████████████ | (107936/108148, 128 it/s) [15m48s:1s] 99% |████████████████████████████████ | (107948/108148, 128 it/s) [15m48s:1s] 99% |████████████████████████████████ | (107954/108148, 128 it/s) [15m48s:1s] 99% |████████████████████████████████ | (107963/108148, 128 it/s) [15m48s:1s] 99% |████████████████████████████████ | (107974/108148, 133 it/s) [15m48s:1s] 99% |████████████████████████████████ | (107982/108148, 133 it/s) [15m48s:1s] 99% |████████████████████████████████ | (107992/108148, 133 it/s) [15m48s:1s] 99% |████████████████████████████████ | (108003/108148, 133 it/s) [15m48s:1s] 99% |████████████████████████████████ | (108015/108148, 133 it/s) [15m48s:1s] 99% |████████████████████████████████ | (108025/108148, 133 it/s) [15m48s:0s] 99% |████████████████████████████████ | (108037/108148, 130 it/s) [15m48s:0s] 99% |████████████████████████████████ | (108049/108148, 130 it/s) [15m49s:0s] 99% |████████████████████████████████ | (108061/108148, 130 it/s) [15m49s:0s] 99% |████████████████████████████████ | (108070/108148, 130 it/s) [15m49s:0s] 99% |████████████████████████████████ | (108077/108148, 130 it/s) [15m49s:0s] 99% |████████████████████████████████ | (108089/108148, 127 it/s) [15m49s:0s] 99% |████████████████████████████████ | (108096/108148, 127 it/s) [15m49s:0s] 99% |████████████████████████████████ | (108105/108148, 127 it/s) [15m49s:0s] 99% |████████████████████████████████ | (108112/108148, 127 it/s) [15m49s:0s] 99% |████████████████████████████████ | (108124/108148, 127 it/s) [15m49s:0s] 99% |████████████████████████████████ | (108135/108148, 127 it/s) [15m49s:0s] 99% |████████████████████████████████ | (108147/108148, 127 it/s) [15m49s:0s] 100% |█████████████████████████████████| (108148/108148, 114 it/s) 2026-05-28 21:52:20 [INFO] Delaminator took 26m59.780508066s