+ /app/bin/delaminator -v --result /working/result.json /working/66c38f40-7ebc-4d0d-8bbd-472143cebbc3 2026-06-21 20:38:11 [INFO] Delaminator 1.0.6 2026-06-21 20:38:11 [INFO] Delaminating... 0% | | ( 0 B/117 GB) [0s:0s] 0% | | (4.8 MB/117 GB, 70 MB/s) [0s:27m43s] 0% | | (17 MB/117 GB, 123 MB/s) [0s:15m54s] 0% | | (31 MB/117 GB, 152 MB/s) [0s:12m48s] 0% | | (46 MB/117 GB, 167 MB/s) [0s:11m41s] 0% | | (59 MB/117 GB, 173 MB/s) [0s:11m15s] 0% | | (74 MB/117 GB, 180 MB/s) [0s:10m51s] 0% | | (88 MB/117 GB, 184 MB/s) [0s:10m35s] 0% | | (101 MB/117 GB, 188 MB/s) [0s:10m23s] 0% | | (113 MB/117 GB, 188 MB/s) [0s:10m23s] 0% | | (128 MB/117 GB, 188 MB/s) [0s:10m23s] 0% | | (141 MB/117 GB, 188 MB/s) [0s:10m22s] 0% | | (156 MB/117 GB, 188 MB/s) [0s:10m22s] 0% | | (170 MB/117 GB, 188 MB/s) [0s:10m22s] 0% | | (186 MB/117 GB, 188 MB/s) [0s:10m22s] 0% | | (203 MB/117 GB, 202 MB/s) [1s:9m40s] 0% | | (219 MB/117 GB, 202 MB/s) [1s:9m40s] 0% | | (232 MB/117 GB, 202 MB/s) [1s:9m39s] 0% | | (244 MB/117 GB, 202 MB/s) [1s:9m39s] 0% | | (259 MB/117 GB, 202 MB/s) [1s:9m39s] 0% | | (276 MB/117 GB, 202 MB/s) [1s:9m39s] 0% | | (290 MB/117 GB, 202 MB/s) [1s:9m39s] 0% | | (305 MB/117 GB, 202 MB/s) [1s:9m39s] 0% | | (320 MB/117 GB, 207 MB/s) [1s:9m25s] 0% | | (336 MB/117 GB, 207 MB/s) [1s:9m24s] 0% | | (353 MB/117 GB, 207 MB/s) [1s:9m24s] 0% | | (367 MB/117 GB, 207 MB/s) [1s:9m24s] 0% | | (382 MB/117 GB, 207 MB/s) [1s:9m24s] 0% | | (399 MB/117 GB, 207 MB/s) [1s:9m24s] 0% | | (412 MB/117 GB, 207 MB/s) [1s:9m24s] 0% | | (428 MB/117 GB, 212 MB/s) [2s:9m10s] 0% | | (444 MB/117 GB, 212 MB/s) [2s:9m10s] 0% | | (459 MB/117 GB, 212 MB/s) [2s:9m10s] 0% | | (475 MB/117 GB, 212 MB/s) [2s:9m10s] 0% | | (492 MB/117 GB, 212 MB/s) [2s:9m10s] 0% | | (509 MB/117 GB, 212 MB/s) [2s:9m10s] 0% | | (524 MB/117 GB, 212 MB/s) [2s:9m10s] 0% | | (540 MB/117 GB, 212 MB/s) [2s:9m10s] 0% | | (555 MB/117 GB, 217 MB/s) [2s:8m56s] 0% | | (570 MB/117 GB, 217 MB/s) [2s:8m56s] 0% | | (585 MB/117 GB, 217 MB/s) [2s:8m56s] 0% | | (600 MB/117 GB, 217 MB/s) [2s:8m56s] 0% | | (615 MB/117 GB, 217 MB/s) [2s:8m55s] 0% | | (631 MB/117 GB, 217 MB/s) [2s:8m55s] 0% | | (649 MB/117 GB, 217 MB/s) [2s:8m55s] 0% | | (664 MB/117 GB, 220 MB/s) [3s:8m49s] 0% | | (680 MB/117 GB, 220 MB/s) [3s:8m49s] 0% | | (696 MB/117 GB, 220 MB/s) [3s:8m49s] 0% | | (712 MB/117 GB, 220 MB/s) [3s:8m49s] 0% | | (727 MB/117 GB, 220 MB/s) [3s:8m49s] 0% | | (744 MB/117 GB, 220 MB/s) [3s:8m49s] 0% | | (760 MB/117 GB, 220 MB/s) [3s:8m49s] 0% | | (775 MB/117 GB, 220 MB/s) [3s:8m49s] 0% | | (792 MB/117 GB, 222 MB/s) [3s:8m43s] 0% | | (808 MB/117 GB, 222 MB/s) [3s:8m43s] 0% | | (826 MB/117 GB, 222 MB/s) [3s:8m43s] 0% | | (843 MB/117 GB, 222 MB/s) [3s:8m43s] 0% | | (860 MB/117 GB, 222 MB/s) [3s:8m43s] 0% | | (877 MB/117 GB, 222 MB/s) [3s:8m43s] 0% | | (891 MB/117 GB, 222 MB/s) [3s:8m42s] 0% | | (908 MB/117 GB, 226 MB/s) [4s:8m34s] 0% | | (925 MB/117 GB, 226 MB/s) [4s:8m34s] 0% | | (942 MB/117 GB, 226 MB/s) [4s:8m34s] 0% | | (959 MB/117 GB, 226 MB/s) [4s:8m34s] 0% | | (976 MB/117 GB, 226 MB/s) [4s:8m34s] 0% | | (992 MB/117 GB, 226 MB/s) [4s:8m34s] 0% | | (1.0/117 GB, 226 MB/s) [4s:8m34s] 0% | | (1.0/117 GB, 226 MB/s) [4s:8m34s] 0% | | (1.0/117 GB, 228 MB/s) [4s:8m28s] 0% | | (1.1/117 GB, 228 MB/s) [4s:8m28s] 0% | | (1.1/117 GB, 228 MB/s) [4s:8m28s] 0% | | (1.1/117 GB, 228 MB/s) [4s:8m28s] 0% | | (1.1/117 GB, 228 MB/s) [4s:8m28s] 0% | | (1.1/117 GB, 228 MB/s) [4s:8m28s] 0% | | (1.1/117 GB, 228 MB/s) [4s:8m28s] 0% | | (1.1/117 GB, 228 MB/s) [5s:8m27s] 0% | | (1.2/117 GB, 228 MB/s) [5s:8m27s] 1% | | (1.2/117 GB, 228 MB/s) [5s:8m27s] 1% | | (1.2/117 GB, 228 MB/s) [5s:8m27s] 1% | | (1.2/117 GB, 228 MB/s) [5s:8m27s] 1% | | (1.2/117 GB, 228 MB/s) [5s:8m27s] 1% | | (1.2/117 GB, 228 MB/s) [5s:8m27s] 1% | | (1.3/117 GB, 228 MB/s) [5s:8m27s] 1% | | (1.3/117 GB, 233 MB/s) [5s:8m16s] 1% | | (1.3/117 GB, 233 MB/s) [5s:8m16s] 1% | | (1.3/117 GB, 233 MB/s) [5s:8m16s] 1% | | (1.3/117 GB, 233 MB/s) [5s:8m16s] 1% | | (1.3/117 GB, 233 MB/s) [5s:8m16s] 1% | | (1.4/117 GB, 233 MB/s) [5s:8m16s] 1% | | (1.4/117 GB, 233 MB/s) [5s:8m16s] 1% | | (1.4/117 GB, 235 MB/s) [6s:8m12s] 1% | | (1.4/117 GB, 235 MB/s) [6s:8m12s] 1% | | (1.4/117 GB, 235 MB/s) [6s:8m12s] 1% | | (1.4/117 GB, 235 MB/s) [6s:8m12s] 1% | | (1.4/117 GB, 235 MB/s) [6s:8m12s] 1% | | (1.5/117 GB, 235 MB/s) [6s:8m12s] 1% | | (1.5/117 GB, 235 MB/s) [6s:8m12s] 1% | | (1.5/117 GB, 235 MB/s) [6s:8m12s] 1% | | (1.5/117 GB, 236 MB/s) [6s:8m9s] 1% | | (1.5/117 GB, 236 MB/s) [6s:8m9s] 1% | | (1.5/117 GB, 236 MB/s) [6s:8m8s] 1% | | (1.6/117 GB, 236 MB/s) [6s:8m8s] 1% | | (1.6/117 GB, 236 MB/s) [6s:8m8s] 1% | | (1.6/117 GB, 236 MB/s) [6s:8m8s] 1% | | (1.6/117 GB, 236 MB/s) [6s:8m8s] 1% | | (1.6/117 GB, 237 MB/s) [7s:8m6s] 1% | | (1.6/117 GB, 237 MB/s) [7s:8m6s] 1% | | (1.7/117 GB, 237 MB/s) [7s:8m6s] 1% | | (1.7/117 GB, 237 MB/s) [7s:8m6s] 1% | | (1.7/117 GB, 237 MB/s) [7s:8m6s] 1% | | (1.7/117 GB, 237 MB/s) [7s:8m6s] 1% | | (1.7/117 GB, 237 MB/s) [7s:8m6s] 1% | | (1.7/117 GB, 237 MB/s) [7s:8m6s] 1% | | (1.7/117 GB, 237 MB/s) [7s:8m7s] 1% | | (1.8/117 GB, 237 MB/s) [7s:8m7s] 1% | | (1.8/117 GB, 237 MB/s) [7s:8m7s] 1% | | (1.8/117 GB, 237 MB/s) [7s:8m7s] 1% | | (1.8/117 GB, 237 MB/s) [7s:8m7s] 1% | | (1.8/117 GB, 237 MB/s) [7s:8m6s] 1% | | (1.8/117 GB, 237 MB/s) [7s:8m6s] 1% | | (1.9/117 GB, 237 MB/s) [8s:8m6s] 1% | | (1.9/117 GB, 237 MB/s) [8s:8m6s] 1% | | (1.9/117 GB, 237 MB/s) [8s:8m6s] 1% | | (1.9/117 GB, 237 MB/s) [8s:8m6s] 1% | | (1.9/117 GB, 237 MB/s) [8s:8m6s] 1% | | (1.9/117 GB, 237 MB/s) [8s:8m6s] 1% | | (1.9/117 GB, 237 MB/s) [8s:8m6s] 1% | | (2.0/117 GB, 237 MB/s) [8s:8m6s] 1% | | (2.0/117 GB, 237 MB/s) [8s:8m6s] 1% | | (2.0/117 GB, 237 MB/s) [8s:8m6s] 1% | | (2.0/117 GB, 237 MB/s) [8s:8m6s] 1% | | (2.0/117 GB, 237 MB/s) [8s:8m6s] 1% | | (2.0/117 GB, 237 MB/s) [8s:8m6s] 1% | | (2.1/117 GB, 237 MB/s) [8s:8m6s] 1% | | (2.1/117 GB, 237 MB/s) [8s:8m6s] 1% | | (2.1/117 GB, 234 MB/s) [9s:8m12s] 1% | | (2.1/117 GB, 234 MB/s) [9s:8m12s] 1% | | (2.1/117 GB, 234 MB/s) [9s:8m12s] 1% | | (2.1/117 GB, 234 MB/s) [9s:8m12s] 1% | | (2.1/117 GB, 234 MB/s) [9s:8m12s] 1% | | (2.2/117 GB, 234 MB/s) [9s:8m12s] 1% | | (2.2/117 GB, 234 MB/s) [9s:8m12s] 1% | | (2.2/117 GB, 234 MB/s) [9s:8m11s] 1% | | (2.2/117 GB, 231 MB/s) [9s:8m16s] 1% | | (2.2/117 GB, 231 MB/s) [9s:8m16s] 1% | | (2.2/117 GB, 231 MB/s) [9s:8m16s] 1% | | (2.2/117 GB, 231 MB/s) [9s:8m16s] 1% | | (2.3/117 GB, 231 MB/s) [9s:8m16s] 1% | | (2.3/117 GB, 231 MB/s) [9s:8m16s] 1% | | (2.3/117 GB, 231 MB/s) [9s:8m16s] 1% | | (2.3/117 GB, 232 MB/s) [10s:8m15s] 1% | | (2.3/117 GB, 232 MB/s) [10s:8m15s] 1% | | (2.3/117 GB, 232 MB/s) [10s:8m15s] 2% | | (2.4/117 GB, 232 MB/s) [10s:8m15s] 2% | | (2.4/117 GB, 232 MB/s) [10s:8m15s] 2% | | (2.4/117 GB, 232 MB/s) [10s:8m15s] 2% | | (2.4/117 GB, 232 MB/s) [10s:8m15s] 2% | | (2.4/117 GB, 232 MB/s) [10s:8m15s] 2% | | (2.4/117 GB, 228 MB/s) [10s:8m21s] 2% | | (2.4/117 GB, 228 MB/s) [10s:8m21s] 2% | | (2.4/117 GB, 228 MB/s) [10s:8m21s] 2% | | (2.5/117 GB, 228 MB/s) [10s:8m21s] 2% | | (2.5/117 GB, 228 MB/s) [10s:8m21s] 2% | | (2.5/117 GB, 228 MB/s) [10s:8m21s] 2% | | (2.5/117 GB, 228 MB/s) [10s:8m21s] 2% | | (2.5/117 GB, 225 MB/s) [11s:8m29s] 2% | | (2.5/117 GB, 225 MB/s) [11s:8m28s] 2% | | (2.5/117 GB, 225 MB/s) [11s:8m28s] 2% | | (2.6/117 GB, 225 MB/s) [11s:8m28s] 2% | | (2.6/117 GB, 225 MB/s) [11s:8m28s] 2% | | (2.6/117 GB, 225 MB/s) [11s:8m28s] 2% | | (2.6/117 GB, 225 MB/s) [11s:8m28s] 2% | | (2.6/117 GB, 225 MB/s) [11s:8m28s] 2% | | (2.6/117 GB, 223 MB/s) [11s:8m32s] 2% | | (2.6/117 GB, 223 MB/s) [11s:8m32s] 2% | | (2.7/117 GB, 223 MB/s) [11s:8m32s] 2% | | (2.7/117 GB, 223 MB/s) [11s:8m31s] 2% | | (2.7/117 GB, 223 MB/s) [11s:8m31s] 2% | | (2.7/117 GB, 223 MB/s) [11s:8m31s] 2% | | (2.7/117 GB, 223 MB/s) [11s:8m31s] 2% | | (2.7/117 GB, 224 MB/s) [12s:8m31s] 2% | | (2.8/117 GB, 224 MB/s) [12s:8m31s] 2% | | (2.8/117 GB, 224 MB/s) [12s:8m31s] 2% | | (2.8/117 GB, 224 MB/s) [12s:8m31s] 2% | | (2.8/117 GB, 224 MB/s) [12s:8m31s] 2% | | (2.8/117 GB, 224 MB/s) [12s:8m31s] 2% | | (2.8/117 GB, 224 MB/s) [12s:8m31s] 2% | | (2.8/117 GB, 224 MB/s) [12s:8m31s] 2% | | (2.9/117 GB, 222 MB/s) [12s:8m34s] 2% | | (2.9/117 GB, 222 MB/s) [12s:8m33s] 2% | | (2.9/117 GB, 222 MB/s) [12s:8m33s] 2% | | (2.9/117 GB, 222 MB/s) [12s:8m33s] 2% | | (2.9/117 GB, 222 MB/s) [12s:8m33s] 2% | | (2.9/117 GB, 222 MB/s) [12s:8m33s] 2% | | (3.0/117 GB, 222 MB/s) [12s:8m33s] 2% | | (3.0/117 GB, 222 MB/s) [13s:8m33s] 2% | | (3.0/117 GB, 222 MB/s) [13s:8m33s] 2% | | (3.0/117 GB, 222 MB/s) [13s:8m32s] 2% | | (3.0/117 GB, 222 MB/s) [13s:8m32s] 2% | | (3.0/117 GB, 222 MB/s) [13s:8m32s] 2% | | (3.0/117 GB, 222 MB/s) [13s:8m32s] 2% | | (3.1/117 GB, 222 MB/s) [13s:8m32s] 2% | | (3.1/117 GB, 222 MB/s) [13s:8m32s] 2% | | (3.1/117 GB, 222 MB/s) [13s:8m34s] 2% | | (3.1/117 GB, 222 MB/s) [13s:8m34s] 2% | | (3.1/117 GB, 222 MB/s) [13s:8m34s] 2% | | (3.1/117 GB, 222 MB/s) [13s:8m33s] 2% | | (3.1/117 GB, 222 MB/s) [13s:8m33s] 2% | | (3.2/117 GB, 222 MB/s) [13s:8m33s] 2% | | (3.2/117 GB, 222 MB/s) [13s:8m33s] 2% | | (3.2/117 GB, 222 MB/s) [14s:8m32s] 2% | | (3.2/117 GB, 222 MB/s) [14s:8m32s] 2% | | (3.2/117 GB, 222 MB/s) [14s:8m32s] 2% | | (3.2/117 GB, 222 MB/s) [14s:8m32s] 2% | | (3.3/117 GB, 222 MB/s) [14s:8m32s] 2% | | (3.3/117 GB, 222 MB/s) [14s:8m32s] 2% | | (3.3/117 GB, 222 MB/s) [14s:8m32s] 2% | | (3.3/117 GB, 222 MB/s) [14s:8m32s] 2% | | (3.3/117 GB, 222 MB/s) [14s:8m31s] 2% | | (3.3/117 GB, 222 MB/s) [14s:8m31s] 2% | | (3.3/117 GB, 222 MB/s) [14s:8m31s] 2% | | (3.4/117 GB, 222 MB/s) [14s:8m31s] 2% | | (3.4/117 GB, 222 MB/s) [14s:8m31s] 2% | | (3.4/117 GB, 222 MB/s) [14s:8m31s] 2% | | (3.4/117 GB, 222 MB/s) [14s:8m31s] 2% | | (3.4/117 GB, 219 MB/s) [15s:8m38s] 2% | | (3.4/117 GB, 219 MB/s) [15s:8m38s] 2% | | (3.4/117 GB, 219 MB/s) [15s:8m38s] 2% | | (3.5/117 GB, 219 MB/s) [15s:8m38s] 2% | | (3.5/117 GB, 219 MB/s) [15s:8m38s] 2% | | (3.5/117 GB, 219 MB/s) [15s:8m38s] 2% | | (3.5/117 GB, 219 MB/s) [15s:8m38s] 2% | | (3.5/117 GB, 219 MB/s) [15s:8m38s] 3% |█ | (3.5/117 GB, 220 MB/s) [15s:8m35s] 3% |█ | (3.5/117 GB, 220 MB/s) [15s:8m35s] 3% |█ | (3.5/117 GB, 220 MB/s) [15s:8m35s] 3% |█ | (3.6/117 GB, 220 MB/s) [15s:8m35s] 3% |█ | (3.6/117 GB, 220 MB/s) [15s:8m35s] 3% |█ | (3.6/117 GB, 220 MB/s) [15s:8m35s] 3% |█ | (3.6/117 GB, 220 MB/s) [15s:8m35s] 3% |█ | (3.6/117 GB, 222 MB/s) [16s:8m29s] 3% |█ | (3.6/117 GB, 222 MB/s) [16s:8m29s] 3% |█ | (3.7/117 GB, 222 MB/s) [16s:8m29s] 3% |█ | (3.7/117 GB, 222 MB/s) [16s:8m29s] 3% |█ | (3.7/117 GB, 222 MB/s) [16s:8m29s] 3% |█ | (3.7/117 GB, 222 MB/s) [16s:8m29s] 3% |█ | (3.7/117 GB, 222 MB/s) [16s:8m29s] 3% |█ | (3.7/117 GB, 222 MB/s) [16s:8m29s] 3% |█ | (3.7/117 GB, 222 MB/s) [16s:8m29s] 3% |█ | (3.8/117 GB, 222 MB/s) [16s:8m29s] 3% |█ | (3.8/117 GB, 222 MB/s) [16s:8m29s] 3% |█ | (3.8/117 GB, 222 MB/s) [16s:8m29s] 3% |█ | (3.8/117 GB, 222 MB/s) [16s:8m29s] 3% |█ | (3.8/117 GB, 222 MB/s) [16s:8m29s] 3% |█ | (3.8/117 GB, 222 MB/s) [17s:8m29s] 3% |█ | (3.8/117 GB, 221 MB/s) [17s:8m33s] 3% |█ | (3.9/117 GB, 221 MB/s) [17s:8m33s] 3% |█ | (3.9/117 GB, 221 MB/s) [17s:8m33s] 3% |█ | (3.9/117 GB, 221 MB/s) [17s:8m33s] 3% |█ | (3.9/117 GB, 221 MB/s) [17s:8m32s] 3% |█ | (3.9/117 GB, 221 MB/s) [17s:8m32s] 3% |█ | (3.9/117 GB, 221 MB/s) [17s:8m32s] 3% |█ | (4.0/117 GB, 221 MB/s) [17s:8m32s] 3% |█ | (4.0/117 GB, 222 MB/s) [17s:8m29s] 3% |█ | (4.0/117 GB, 222 MB/s) [17s:8m29s] 3% |█ | (4.0/117 GB, 222 MB/s) [17s:8m29s] 3% |█ | (4.0/117 GB, 222 MB/s) [17s:8m29s] 3% |█ | (4.0/117 GB, 222 MB/s) [17s:8m29s] 3% |█ | (4.0/117 GB, 222 MB/s) [17s:8m29s] 3% |█ | (4.1/117 GB, 222 MB/s) [18s:8m29s] 3% |█ | (4.1/117 GB, 222 MB/s) [18s:8m28s] 3% |█ | (4.1/117 GB, 222 MB/s) [18s:8m28s] 3% |█ | (4.1/117 GB, 222 MB/s) [18s:8m28s] 3% |█ | (4.1/117 GB, 222 MB/s) [18s:8m28s] 3% |█ | (4.1/117 GB, 222 MB/s) [18s:8m28s] 3% |█ | (4.2/117 GB, 222 MB/s) [18s:8m28s] 3% |█ | (4.2/117 GB, 222 MB/s) [18s:8m28s] 3% |█ | (4.2/117 GB, 222 MB/s) [18s:8m28s] 3% |█ | (4.2/117 GB, 222 MB/s) [18s:8m28s] 3% |█ | (4.2/117 GB, 222 MB/s) [18s:8m28s] 3% |█ | (4.2/117 GB, 222 MB/s) [18s:8m28s] 3% |█ | (4.2/117 GB, 222 MB/s) [18s:8m28s] 3% |█ | (4.3/117 GB, 222 MB/s) [18s:8m28s] 3% |█ | (4.3/117 GB, 222 MB/s) [18s:8m28s] 3% |█ | (4.3/117 GB, 222 MB/s) [19s:8m28s] 3% |█ | (4.3/117 GB, 223 MB/s) [19s:8m25s] 3% |█ | (4.3/117 GB, 223 MB/s) [19s:8m25s] 3% |█ | (4.3/117 GB, 223 MB/s) [19s:8m25s] 3% |█ | (4.4/117 GB, 223 MB/s) [19s:8m25s] 3% |█ | (4.4/117 GB, 223 MB/s) [19s:8m25s] 3% |█ | (4.4/117 GB, 223 MB/s) [19s:8m25s] 3% |█ | (4.4/117 GB, 223 MB/s) [19s:8m25s] 3% |█ | (4.4/117 GB, 223 MB/s) [19s:8m25s] 3% |█ | (4.4/117 GB, 223 MB/s) [19s:8m24s] 3% |█ | (4.5/117 GB, 223 MB/s) [19s:8m24s] 3% |█ | (4.5/117 GB, 223 MB/s) [19s:8m24s] 3% |█ | (4.5/117 GB, 223 MB/s) [19s:8m24s] 3% |█ | (4.5/117 GB, 223 MB/s) [19s:8m24s] 3% |█ | (4.5/117 GB, 223 MB/s) [19s:8m23s] 3% |█ | (4.5/117 GB, 223 MB/s) [20s:8m23s] 3% |█ | (4.5/117 GB, 228 MB/s) [20s:8m14s] 3% |█ | (4.6/117 GB, 228 MB/s) [20s:8m14s] 3% |█ | (4.6/117 GB, 228 MB/s) [20s:8m14s] 3% |█ | (4.6/117 GB, 228 MB/s) [20s:8m14s] 3% |█ | (4.6/117 GB, 228 MB/s) [20s:8m14s] 3% |█ | (4.6/117 GB, 228 MB/s) [20s:8m14s] 3% |█ | (4.6/117 GB, 228 MB/s) [20s:8m14s] 3% |█ | (4.7/117 GB, 228 MB/s) [20s:8m14s] 3% |█ | (4.7/117 GB, 229 MB/s) [20s:8m10s] 4% |█ | (4.7/117 GB, 229 MB/s) [20s:8m10s] 4% |█ | (4.7/117 GB, 229 MB/s) [20s:8m10s] 4% |█ | (4.7/117 GB, 229 MB/s) [20s:8m10s] 4% |█ | (4.7/117 GB, 229 MB/s) [20s:8m10s] 4% |█ | (4.7/117 GB, 229 MB/s) [20s:8m10s] 4% |█ | (4.8/117 GB, 229 MB/s) [21s:8m10s] 4% |█ | (4.8/117 GB, 230 MB/s) [21s:8m8s] 4% |█ | (4.8/117 GB, 230 MB/s) [21s:8m8s] 4% |█ | (4.8/117 GB, 230 MB/s) [21s:8m7s] 4% |█ | (4.8/117 GB, 230 MB/s) [21s:8m7s] 4% |█ | (4.8/117 GB, 230 MB/s) [21s:8m7s] 4% |█ | (4.9/117 GB, 230 MB/s) [21s:8m7s] 4% |█ | (4.9/117 GB, 230 MB/s) [21s:8m7s] 4% |█ | (4.9/117 GB, 230 MB/s) [21s:8m7s] 4% |█ | (4.9/117 GB, 229 MB/s) [21s:8m9s] 4% |█ | (4.9/117 GB, 229 MB/s) [21s:8m9s] 4% |█ | (4.9/117 GB, 229 MB/s) [21s:8m9s] 4% |█ | (4.9/117 GB, 229 MB/s) [21s:8m9s] 4% |█ | (5.0/117 GB, 229 MB/s) [21s:8m9s] 4% |█ | (5.0/117 GB, 229 MB/s) [22s:8m9s] 4% |█ | (5.0/117 GB, 226 MB/s) [22s:8m15s] 4% |█ | (5.0/117 GB, 226 MB/s) [22s:8m15s] 4% |█ | (5.0/117 GB, 226 MB/s) [22s:8m15s] 4% |█ | (5.0/117 GB, 226 MB/s) [22s:8m15s] 4% |█ | (5.0/117 GB, 226 MB/s) [22s:8m15s] 4% |█ | (5.0/117 GB, 226 MB/s) [22s:8m15s] 4% |█ | (5.1/117 GB, 226 MB/s) [22s:8m15s] 4% |█ | (5.1/117 GB, 222 MB/s) [22s:8m24s] 4% |█ | (5.1/117 GB, 222 MB/s) [22s:8m24s] 4% |█ | (5.1/117 GB, 222 MB/s) [22s:8m24s] 4% |█ | (5.1/117 GB, 222 MB/s) [22s:8m24s] 4% |█ | (5.1/117 GB, 222 MB/s) [22s:8m24s] 4% |█ | (5.1/117 GB, 222 MB/s) [22s:8m24s] 4% |█ | (5.2/117 GB, 222 MB/s) [23s:8m24s] 4% |█ | (5.2/117 GB, 218 MB/s) [23s:8m34s] 4% |█ | (5.2/117 GB, 218 MB/s) [23s:8m33s] 4% |█ | (5.2/117 GB, 218 MB/s) [23s:8m33s] 4% |█ | (5.2/117 GB, 218 MB/s) [23s:8m33s] 4% |█ | (5.2/117 GB, 218 MB/s) [23s:8m33s] 4% |█ | (5.2/117 GB, 218 MB/s) [23s:8m33s] 4% |█ | (5.3/117 GB, 218 MB/s) [23s:8m33s] 4% |█ | (5.3/117 GB, 214 MB/s) [23s:8m43s] 4% |█ | (5.3/117 GB, 214 MB/s) [23s:8m43s] 4% |█ | (5.3/117 GB, 214 MB/s) [23s:8m43s] 4% |█ | (5.3/117 GB, 214 MB/s) [23s:8m43s] 4% |█ | (5.3/117 GB, 214 MB/s) [23s:8m43s] 4% |█ | (5.3/117 GB, 214 MB/s) [23s:8m42s] 4% |█ | (5.4/117 GB, 214 MB/s) [24s:8m42s] 4% |█ | (5.4/117 GB, 210 MB/s) [24s:8m52s] 4% |█ | (5.4/117 GB, 210 MB/s) [24s:8m52s] 4% |█ | (5.4/117 GB, 210 MB/s) [24s:8m52s] 4% |█ | (5.4/117 GB, 210 MB/s) [24s:8m51s] 4% |█ | (5.4/117 GB, 210 MB/s) [24s:8m51s] 4% |█ | (5.4/117 GB, 210 MB/s) [24s:8m51s] 4% |█ | (5.5/117 GB, 210 MB/s) [24s:8m51s] 4% |█ | (5.5/117 GB, 210 MB/s) [24s:8m52s] 4% |█ | (5.5/117 GB, 210 MB/s) [24s:8m52s] 4% |█ | (5.5/117 GB, 210 MB/s) [24s:8m52s] 4% |█ | (5.5/117 GB, 210 MB/s) [24s:8m51s] 4% |█ | (5.5/117 GB, 210 MB/s) [24s:8m51s] 4% |█ | (5.5/117 GB, 210 MB/s) [24s:8m51s] 4% |█ | (5.6/117 GB, 210 MB/s) [24s:8m51s] 4% |█ | (5.6/117 GB, 210 MB/s) [25s:8m51s] 4% |█ | (5.6/117 GB, 207 MB/s) [25s:8m58s] 4% |█ | (5.6/117 GB, 207 MB/s) [25s:8m58s] 4% |█ | (5.6/117 GB, 207 MB/s) [25s:8m58s] 4% |█ | (5.6/117 GB, 207 MB/s) [25s:8m58s] 4% |█ | (5.7/117 GB, 207 MB/s) [25s:8m58s] 4% |█ | (5.7/117 GB, 207 MB/s) [25s:8m58s] 4% |█ | (5.7/117 GB, 207 MB/s) [25s:8m58s] 4% |█ | (5.7/117 GB, 206 MB/s) [25s:8m59s] 4% |█ | (5.7/117 GB, 206 MB/s) [25s:8m59s] 4% |█ | (5.7/117 GB, 206 MB/s) [25s:8m59s] 4% |█ | (5.7/117 GB, 206 MB/s) [25s:8m59s] 4% |█ | (5.8/117 GB, 206 MB/s) [25s:8m58s] 4% |█ | (5.8/117 GB, 206 MB/s) [25s:8m58s] 4% |█ | (5.8/117 GB, 206 MB/s) [26s:8m58s] 4% |█ | (5.8/117 GB, 200 MB/s) [26s:9m15s] 4% |█ | (5.8/117 GB, 200 MB/s) [26s:9m15s] 4% |█ | (5.8/117 GB, 200 MB/s) [26s:9m14s] 4% |█ | (5.8/117 GB, 200 MB/s) [26s:9m14s] 4% |█ | (5.9/117 GB, 200 MB/s) [26s:9m14s] 5% |█ | (5.9/117 GB, 200 MB/s) [26s:9m14s] 5% |█ | (5.9/117 GB, 192 MB/s) [26s:9m38s] 5% |█ | (5.9/117 GB, 192 MB/s) [26s:9m38s] 5% |█ | (5.9/117 GB, 192 MB/s) [27s:9m38s] 5% |█ | (5.9/117 GB, 192 MB/s) [27s:9m38s] 5% |█ | (5.9/117 GB, 192 MB/s) [27s:9m38s] 5% |█ | (5.9/117 GB, 192 MB/s) [27s:9m38s] 5% |█ | (5.9/117 GB, 182 MB/s) [27s:10m9s] 5% |█ | (5.9/117 GB, 182 MB/s) [27s:10m9s] 5% |█ | (6.0/117 GB, 182 MB/s) [27s:10m8s] 5% |█ | (6.0/117 GB, 182 MB/s) [27s:10m8s] 5% |█ | (6.0/117 GB, 182 MB/s) [27s:10m8s] 5% |█ | (6.0/117 GB, 172 MB/s) [27s:10m45s] 5% |█ | (6.0/117 GB, 172 MB/s) [28s:10m45s] 5% |█ | (6.0/117 GB, 172 MB/s) [28s:10m45s] 5% |█ | (6.0/117 GB, 172 MB/s) [28s:10m45s] 5% |█ | (6.0/117 GB, 172 MB/s) [28s:10m45s] 5% |█ | (6.0/117 GB, 172 MB/s) [28s:10m45s] 5% |█ | (6.1/117 GB, 166 MB/s) [28s:11m9s] 5% |█ | (6.1/117 GB, 166 MB/s) [28s:11m9s] 5% |█ | (6.1/117 GB, 166 MB/s) [28s:11m9s] 5% |█ | (6.1/117 GB, 166 MB/s) [28s:11m8s] 5% |█ | (6.1/117 GB, 166 MB/s) [28s:11m8s] 5% |█ | (6.1/117 GB, 166 MB/s) [28s:11m8s] 5% |█ | (6.1/117 GB, 166 MB/s) [28s:11m8s] 5% |█ | (6.1/117 GB, 166 MB/s) [29s:11m9s] 5% |█ | (6.2/117 GB, 166 MB/s) [29s:11m9s] 5% |█ | (6.2/117 GB, 166 MB/s) [29s:11m9s] 5% |█ | (6.2/117 GB, 166 MB/s) [29s:11m9s] 5% |█ | (6.2/117 GB, 166 MB/s) [29s:11m8s] 5% |█ | (6.2/117 GB, 166 MB/s) [29s:11m8s] 5% |█ | (6.2/117 GB, 159 MB/s) [29s:11m36s] 5% |█ | (6.2/117 GB, 159 MB/s) [29s:11m36s] 5% |█ | (6.3/117 GB, 159 MB/s) [29s:11m36s] 5% |█ | (6.3/117 GB, 159 MB/s) [29s:11m36s] 5% |█ | (6.3/117 GB, 159 MB/s) [29s:11m36s] 5% |█ | (6.3/117 GB, 159 MB/s) [29s:11m35s] 5% |█ | (6.3/117 GB, 159 MB/s) [30s:11m35s] 5% |█ | (6.3/117 GB, 159 MB/s) [30s:11m35s] 5% |█ | (6.3/117 GB, 154 MB/s) [30s:11m57s] 5% |█ | (6.3/117 GB, 154 MB/s) [30s:11m57s] 5% |█ | (6.3/117 GB, 154 MB/s) [30s:11m57s] 5% |█ | (6.3/117 GB, 154 MB/s) [30s:11m57s] 5% |█ | (6.4/117 GB, 154 MB/s) [30s:11m56s] 5% |█ | (6.4/117 GB, 154 MB/s) [30s:11m56s] 5% |█ | (6.4/117 GB, 144 MB/s) [30s:12m46s] 5% |█ | (6.4/117 GB, 144 MB/s) [30s:12m45s] 5% |█ | (6.4/117 GB, 144 MB/s) [30s:12m45s] 5% |█ | (6.4/117 GB, 144 MB/s) [31s:12m45s] 5% |█ | (6.4/117 GB, 144 MB/s) [31s:12m45s] 5% |█ | (6.5/117 GB, 134 MB/s) [31s:13m47s] 5% |█ | (6.5/117 GB, 134 MB/s) [31s:13m47s] 5% |█ | (6.5/117 GB, 134 MB/s) [31s:13m47s] 5% |█ | (6.5/117 GB, 124 MB/s) [31s:14m55s] 5% |█ | (6.5/117 GB, 124 MB/s) [31s:14m55s] 5% |█ | (6.5/117 GB, 124 MB/s) [31s:14m55s] 5% |█ | (6.5/117 GB, 124 MB/s) [31s:14m55s] 5% |█ | (6.5/117 GB, 124 MB/s) [32s:14m55s] 5% |█ | (6.5/117 GB, 124 MB/s) [32s:14m55s] 5% |█ | (6.5/117 GB, 122 MB/s) [32s:15m9s] 5% |█ | (6.6/117 GB, 122 MB/s) [32s:15m9s] 5% |█ | (6.6/117 GB, 122 MB/s) [32s:15m8s] 5% |█ | (6.6/117 GB, 122 MB/s) [32s:15m8s] 5% |█ | (6.6/117 GB, 122 MB/s) [32s:15m8s] 5% |█ | (6.6/117 GB, 121 MB/s) [32s:15m15s] 5% |█ | (6.6/117 GB, 121 MB/s) [32s:15m15s] 5% |█ | (6.6/117 GB, 121 MB/s) [33s:15m15s] 5% |█ | (6.6/117 GB, 121 MB/s) [33s:15m15s] 5% |█ | (6.6/117 GB, 121 MB/s) [33s:15m15s] 5% |█ | (6.6/117 GB, 121 MB/s) [33s:15m15s] 5% |█ | (6.6/117 GB, 120 MB/s) [33s:15m17s] 5% |█ | (6.7/117 GB, 120 MB/s) [33s:15m17s] 5% |█ | (6.7/117 GB, 120 MB/s) [33s:15m17s] 5% |█ | (6.7/117 GB, 120 MB/s) [33s:15m17s] 5% |█ | (6.7/117 GB, 118 MB/s) [33s:15m37s] 5% |█ | (6.7/117 GB, 118 MB/s) [33s:15m37s] 5% |█ | (6.7/117 GB, 118 MB/s) [33s:15m36s] 5% |█ | (6.7/117 GB, 118 MB/s) [34s:15m36s] 5% |█ | (6.7/117 GB, 118 MB/s) [34s:15m36s] 5% |█ | (6.7/117 GB, 109 MB/s) [34s:16m55s] 5% |█ | (6.7/117 GB, 109 MB/s) [34s:16m55s] 5% |█ | (6.7/117 GB, 109 MB/s) [34s:16m54s] 5% |█ | (6.7/117 GB, 109 MB/s) [34s:16m54s] 5% |█ | (6.7/117 GB, 109 MB/s) [34s:16m54s] 5% |█ | (6.7/117 GB, 98 MB/s) [34s:18m45s] 5% |█ | (6.8/117 GB, 98 MB/s) [35s:18m45s] 5% |█ | (6.8/117 GB, 98 MB/s) [35s:18m45s] 5% |█ | (6.8/117 GB, 98 MB/s) [35s:18m45s] 5% |█ | (6.8/117 GB, 98 MB/s) [35s:18m45s] 5% |█ | (6.8/117 GB, 87 MB/s) [35s:21m2s] 5% |█ | (6.8/117 GB, 87 MB/s) [35s:21m2s] 5% |█ | (6.8/117 GB, 87 MB/s) [35s:21m2s] 5% |█ | (6.8/117 GB, 87 MB/s) [35s:21m2s] 5% |█ | (6.8/117 GB, 87 MB/s) [35s:21m2s] 5% |█ | (6.9/117 GB, 87 MB/s) [35s:21m1s] 5% |█ | (6.9/117 GB, 87 MB/s) [36s:21m1s] 5% |█ | (6.9/117 GB, 92 MB/s) [36s:19m54s] 5% |█ | (6.9/117 GB, 92 MB/s) [36s:19m54s] 5% |█ | (6.9/117 GB, 92 MB/s) [36s:19m54s] 5% |█ | (6.9/117 GB, 92 MB/s) [36s:19m54s] 5% |█ | (6.9/117 GB, 92 MB/s) [36s:19m54s] 5% |█ | (7.0/117 GB, 92 MB/s) [36s:19m54s] 5% |█ | (7.0/117 GB, 92 MB/s) [36s:19m53s] 5% |█ | (7.0/117 GB, 100 MB/s) [36s:18m15s] 5% |█ | (7.0/117 GB, 100 MB/s) [36s:18m14s] 5% |█ | (7.0/117 GB, 100 MB/s) [36s:18m14s] 6% |██ | (7.0/117 GB, 100 MB/s) [36s:18m14s] 6% |██ | (7.0/117 GB, 105 MB/s) [37s:17m29s] 6% |██ | (7.1/117 GB, 105 MB/s) [37s:17m29s] 6% |██ | (7.1/117 GB, 105 MB/s) [37s:17m29s] 6% |██ | (7.1/117 GB, 105 MB/s) [37s:17m29s] 6% |██ | (7.1/117 GB, 105 MB/s) [37s:17m29s] 6% |██ | (7.1/117 GB, 105 MB/s) [37s:17m29s] 6% |██ | (7.1/117 GB, 105 MB/s) [37s:17m29s] 6% |██ | (7.1/117 GB, 105 MB/s) [37s:17m28s] 6% |██ | (7.1/117 GB, 112 MB/s) [37s:16m20s] 6% |██ | (7.2/117 GB, 112 MB/s) [37s:16m20s] 6% |██ | (7.2/117 GB, 112 MB/s) [37s:16m20s] 6% |██ | (7.2/117 GB, 112 MB/s) 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[1m5s:15m53s] 8% |██ | (10/117 GB, 116 MB/s) [1m6s:15m18s] 8% |██ | (10/117 GB, 116 MB/s) [1m6s:15m18s] 8% |██ | (10/117 GB, 116 MB/s) [1m6s:15m18s] 9% |███ | (10/117 GB, 116 MB/s) [1m6s:15m17s] 9% |███ | (11/117 GB, 116 MB/s) [1m6s:15m17s] 9% |███ | (11/117 GB, 116 MB/s) [1m6s:15m17s] 9% |███ | (11/117 GB, 116 MB/s) [1m6s:15m17s] 9% |███ | (11/117 GB, 117 MB/s) [1m6s:15m9s] 9% |███ | (11/117 GB, 117 MB/s) [1m6s:15m9s] 9% |███ | (11/117 GB, 117 MB/s) [1m6s:15m9s] 9% |███ | (11/117 GB, 117 MB/s) [1m6s:15m8s] 9% |███ | (11/117 GB, 115 MB/s) [1m7s:15m22s] 9% |███ | (11/117 GB, 115 MB/s) [1m7s:15m22s] 9% |███ | (11/117 GB, 115 MB/s) [1m7s:15m22s] 9% |███ | (11/117 GB, 115 MB/s) [1m7s:15m21s] 9% |███ | (11/117 GB, 115 MB/s) [1m7s:15m21s] 9% |███ | (11/117 GB, 115 MB/s) [1m7s:15m21s] 9% |███ | (11/117 GB, 123 MB/s) [1m7s:14m24s] 9% |███ | (11/117 GB, 123 MB/s) [1m7s:14m24s] 9% |███ | (11/117 GB, 123 MB/s) [1m7s:14m24s] 9% |███ | (11/117 GB, 123 MB/s) [1m7s:14m24s] 9% |███ | (11/117 GB, 123 MB/s) [1m7s:14m24s] 9% |███ | (11/117 GB, 123 MB/s) [1m8s:14m24s] 9% |███ | (11/117 GB, 123 MB/s) [1m8s:14m23s] 9% |███ | (11/117 GB, 121 MB/s) [1m8s:14m36s] 9% |███ | (11/117 GB, 121 MB/s) [1m8s:14m36s] 9% |███ | (11/117 GB, 121 MB/s) [1m8s:14m36s] 9% |███ | (11/117 GB, 121 MB/s) [1m8s:14m36s] 9% |███ | (11/117 GB, 121 MB/s) [1m8s:14m36s] 9% |███ | (11/117 GB, 121 MB/s) [1m8s:14m35s] 9% |███ | (11/117 GB, 121 MB/s) [1m8s:14m35s] 9% |███ | (11/117 GB, 126 MB/s) [1m8s:14m4s] 9% |███ | (11/117 GB, 126 MB/s) [1m8s:14m3s] 9% |███ | (11/117 GB, 126 MB/s) [1m9s:14m3s] 9% |███ | (11/117 GB, 126 MB/s) [1m9s:14m3s] 9% |███ | (11/117 GB, 126 MB/s) [1m9s:14m3s] 9% |███ | (11/117 GB, 128 MB/s) [1m9s:13m48s] 9% |███ | (11/117 GB, 128 MB/s) [1m9s:13m47s] 9% |███ | (11/117 GB, 128 MB/s) [1m9s:13m47s] 9% |███ | (11/117 GB, 128 MB/s) [1m9s:13m47s] 9% |███ | (11/117 GB, 128 MB/s) [1m9s:13m47s] 9% |███ | (11/117 GB, 128 MB/s) [1m9s:13m47s] 9% |███ | (11/117 GB, 128 MB/s) [1m9s:13m46s] 9% |███ | (11/117 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[1m12s:14m37s] 9% |███ | (11/117 GB, 121 MB/s) [1m12s:14m37s] 9% |███ | (11/117 GB, 121 MB/s) [1m12s:14m37s] 9% |███ | (11/117 GB, 121 MB/s) [1m12s:14m36s] 9% |███ | (11/117 GB, 121 MB/s) [1m12s:14m36s] 9% |███ | (11/117 GB, 129 MB/s) [1m12s:13m42s] 9% |███ | (11/117 GB, 129 MB/s) [1m12s:13m42s] 9% |███ | (11/117 GB, 129 MB/s) [1m12s:13m42s] 9% |███ | (11/117 GB, 129 MB/s) [1m12s:13m42s] 9% |███ | (11/117 GB, 129 MB/s) [1m13s:13m42s] 9% |███ | (11/117 GB, 120 MB/s) [1m13s:14m41s] 9% |███ | (11/117 GB, 120 MB/s) [1m13s:14m41s] 9% |███ | (11/117 GB, 120 MB/s) [1m13s:14m41s] 9% |███ | (11/117 GB, 120 MB/s) [1m13s:14m41s] 9% |███ | (11/117 GB, 120 MB/s) [1m13s:14m41s] 9% |███ | (11/117 GB, 120 MB/s) [1m13s:14m41s] 9% |███ | (11/117 GB, 121 MB/s) [1m13s:14m32s] 9% |███ | (11/117 GB, 121 MB/s) [1m13s:14m32s] 9% |███ | (12/117 GB, 121 MB/s) [1m13s:14m31s] 9% |███ | (12/117 GB, 121 MB/s) [1m14s:14m31s] 9% |███ | (12/117 GB, 121 MB/s) [1m14s:14m31s] 9% |███ | (12/117 GB, 109 MB/s) [1m14s:16m11s] 9% |███ | (12/117 GB, 109 MB/s) [1m14s:16m11s] 9% |███ | (12/117 GB, 109 MB/s) [1m14s:16m11s] 9% |███ | (12/117 GB, 109 MB/s) [1m14s:16m11s] 9% |███ | (12/117 GB, 109 MB/s) [1m14s:16m11s] 9% |███ | (12/117 GB, 105 MB/s) [1m14s:16m44s] 9% |███ | (12/117 GB, 105 MB/s) [1m15s:16m44s] 9% |███ | (12/117 GB, 105 MB/s) [1m15s:16m44s] 9% |███ | (12/117 GB, 105 MB/s) [1m15s:16m44s] 9% |███ | (12/117 GB, 105 MB/s) [1m15s:16m44s] 9% |███ | (12/117 GB, 98 MB/s) [1m15s:17m59s] 9% |███ | (12/117 GB, 98 MB/s) [1m15s:17m59s] 9% |███ | (12/117 GB, 98 MB/s) [1m15s:17m59s] 9% |███ | (12/117 GB, 98 MB/s) [1m15s:17m59s] 9% |███ | (12/117 GB, 98 MB/s) [1m15s:17m59s] 9% |███ | (12/117 GB, 98 MB/s) [1m15s:17m59s] 9% |███ | (12/117 GB, 101 MB/s) [1m16s:17m26s] 9% |███ | (12/117 GB, 101 MB/s) [1m16s:17m25s] 9% |███ | (12/117 GB, 101 MB/s) [1m16s:17m25s] 9% |███ | (12/117 GB, 101 MB/s) [1m16s:17m25s] 9% |███ | (12/117 GB, 101 MB/s) [1m16s:17m25s] 9% |███ | (12/117 GB, 101 MB/s) [1m16s:17m25s] 10% 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[1m18s:14m50s] 10% |███ | (12/117 GB, 118 MB/s) [1m18s:14m50s] 10% |███ | (12/117 GB, 118 MB/s) [1m18s:14m50s] 10% |███ | (12/117 GB, 118 MB/s) [1m18s:14m50s] 10% |███ | (12/117 GB, 118 MB/s) [1m18s:14m50s] 10% |███ | (12/117 GB, 125 MB/s) [1m18s:13m58s] 10% |███ | (12/117 GB, 125 MB/s) [1m18s:13m58s] 10% |███ | (12/117 GB, 125 MB/s) [1m18s:13m58s] 10% |███ | (12/117 GB, 125 MB/s) [1m19s:13m58s] 10% |███ | (12/117 GB, 125 MB/s) [1m19s:13m58s] 10% |███ | (12/117 GB, 118 MB/s) [1m19s:14m50s] 10% |███ | (12/117 GB, 118 MB/s) [1m19s:14m49s] 10% |███ | (12/117 GB, 118 MB/s) [1m19s:14m49s] 10% |███ | (12/117 GB, 118 MB/s) [1m19s:14m49s] 10% |███ | (12/117 GB, 118 MB/s) [1m19s:14m49s] 10% |███ | (12/117 GB, 118 MB/s) [1m19s:14m49s] 10% |███ | (12/117 GB, 118 MB/s) [1m19s:14m49s] 10% |███ | (12/117 GB, 126 MB/s) [1m19s:13m52s] 10% |███ | (12/117 GB, 126 MB/s) [1m19s:13m52s] 10% |███ | (12/117 GB, 126 MB/s) [1m19s:13m52s] 10% |███ | (12/117 GB, 126 MB/s) [1m19s:13m52s] 10% |███ | (12/117 GB, 126 MB/s) [1m20s:13m52s] 10% |███ | (12/117 GB, 126 MB/s) [1m20s:13m52s] 10% |███ | (12/117 GB, 126 MB/s) [1m20s:13m52s] 10% |███ | (12/117 GB, 138 MB/s) [1m20s:12m38s] 10% |███ | (12/117 GB, 138 MB/s) [1m20s:12m37s] 10% |███ | (12/117 GB, 138 MB/s) [1m20s:12m37s] 10% |███ | (12/117 GB, 138 MB/s) [1m20s:12m37s] 10% |███ | (12/117 GB, 138 MB/s) [1m20s:12m37s] 10% |███ | (12/117 GB, 138 MB/s) [1m20s:12m37s] 10% |███ | (12/117 GB, 138 MB/s) [1m20s:12m37s] 10% |███ | (12/117 GB, 138 MB/s) [1m20s:12m37s] 10% |███ | (12/117 GB, 151 MB/s) [1m21s:11m32s] 10% |███ | (12/117 GB, 151 MB/s) [1m21s:11m32s] 10% |███ | (12/117 GB, 151 MB/s) [1m21s:11m32s] 10% |███ | (12/117 GB, 151 MB/s) [1m21s:11m31s] 10% |███ | (12/117 GB, 151 MB/s) [1m21s:11m32s] 10% |███ | (12/117 GB, 151 MB/s) [1m21s:11m32s] 10% |███ | (12/117 GB, 151 MB/s) [1m21s:11m32s] 10% |███ | (12/117 GB, 151 MB/s) [1m21s:11m32s] 10% |███ | (12/117 GB, 151 MB/s) [1m21s:11m32s] 10% |███ | (12/117 GB, 142 MB/s) [1m21s:12m18s] 10% |███ | (12/117 GB, 142 MB/s) [1m21s:12m18s] 10% |███ | (12/117 GB, 142 MB/s) [1m21s:12m18s] 10% |███ | (12/117 GB, 142 MB/s) [1m21s:12m18s] 10% |███ | (12/117 GB, 139 MB/s) [1m22s:12m32s] 10% |███ | (12/117 GB, 139 MB/s) [1m22s:12m32s] 10% |███ | (13/117 GB, 139 MB/s) [1m22s:12m32s] 10% |███ | (13/117 GB, 139 MB/s) [1m22s:12m32s] 10% |███ | (13/117 GB, 139 MB/s) [1m22s:12m32s] 10% |███ | (13/117 GB, 139 MB/s) [1m22s:12m31s] 10% |███ | (13/117 GB, 143 MB/s) [1m22s:12m8s] 10% |███ | (13/117 GB, 143 MB/s) [1m22s:12m8s] 10% |███ | (13/117 GB, 143 MB/s) [1m22s:12m8s] 10% |███ | (13/117 GB, 143 MB/s) [1m23s:12m8s] 10% |███ | (13/117 GB, 143 MB/s) [1m23s:12m8s] 10% |███ | (13/117 GB, 143 MB/s) [1m23s:12m8s] 10% |███ | (13/117 GB, 143 MB/s) [1m23s:12m8s] 10% |███ | (13/117 GB, 142 MB/s) [1m23s:12m15s] 10% |███ | (13/117 GB, 142 MB/s) [1m23s:12m15s] 10% |███ | (13/117 GB, 142 MB/s) [1m23s:12m15s] 10% |███ | (13/117 GB, 142 MB/s) [1m23s:12m15s] 10% |███ | (13/117 GB, 142 MB/s) [1m23s:12m15s] 10% |███ | 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GB, 137 MB/s) [2m11s:12m1s] 15% |█████ | (18/117 GB, 137 MB/s) [2m11s:12m1s] 15% |█████ | (19/117 GB, 137 MB/s) [2m11s:12m1s] 15% |█████ | (19/117 GB, 129 MB/s) [2m11s:12m45s] 15% |█████ | (19/117 GB, 129 MB/s) [2m11s:12m45s] 15% |█████ | (19/117 GB, 129 MB/s) [2m11s:12m45s] 15% |█████ | (19/117 GB, 129 MB/s) [2m11s:12m45s] 15% |█████ | (19/117 GB, 129 MB/s) [2m11s:12m44s] 15% |█████ | (19/117 GB, 129 MB/s) [2m11s:12m44s] 15% |█████ | (19/117 GB, 124 MB/s) [2m11s:13m10s] 15% |█████ | (19/117 GB, 124 MB/s) [2m11s:13m10s] 15% |█████ | (19/117 GB, 124 MB/s) [2m12s:13m10s] 15% |█████ | (19/117 GB, 124 MB/s) [2m12s:13m10s] 15% |█████ | (19/117 GB, 124 MB/s) [2m12s:13m10s] 15% |█████ | (19/117 GB, 121 MB/s) [2m12s:13m32s] 15% |█████ | (19/117 GB, 121 MB/s) [2m12s:13m32s] 15% |█████ | (19/117 GB, 121 MB/s) [2m12s:13m32s] 16% |█████ | (19/117 GB, 121 MB/s) [2m12s:13m32s] 16% |█████ | (19/117 GB, 121 MB/s) [2m12s:13m31s] 16% |█████ | (19/117 GB, 121 MB/s) [2m12s:13m31s] 16% |█████ | (19/117 GB, 121 MB/s) [2m12s:13m31s] 16% |█████ | (19/117 GB, 113 MB/s) [2m12s:14m29s] 16% |█████ | (19/117 GB, 113 MB/s) [2m13s:14m29s] 16% |█████ | (19/117 GB, 113 MB/s) [2m13s:14m28s] 16% |█████ | (19/117 GB, 113 MB/s) [2m13s:14m28s] 16% |█████ | (19/117 GB, 113 MB/s) [2m13s:14m28s] 16% |█████ | (19/117 GB, 122 MB/s) [2m13s:13m23s] 16% |█████ | (19/117 GB, 122 MB/s) [2m13s:13m23s] 16% |█████ | (19/117 GB, 122 MB/s) [2m13s:13m22s] 16% |█████ | (19/117 GB, 122 MB/s) [2m13s:13m22s] 16% |█████ | (19/117 GB, 122 MB/s) [2m13s:13m22s] 16% |█████ | (19/117 GB, 126 MB/s) [2m14s:12m58s] 16% |█████ | (19/117 GB, 126 MB/s) [2m14s:12m58s] 16% |█████ | (19/117 GB, 126 MB/s) [2m14s:12m57s] 16% |█████ | (19/117 GB, 126 MB/s) [2m14s:12m57s] 16% |█████ | (19/117 GB, 126 MB/s) [2m14s:12m57s] 16% |█████ | (19/117 GB, 126 MB/s) [2m14s:12m57s] 16% |█████ | (19/117 GB, 133 MB/s) [2m14s:12m19s] 16% |█████ | (19/117 GB, 133 MB/s) [2m14s:12m19s] 16% |█████ | (19/117 GB, 133 MB/s) [2m14s:12m19s] 16% |█████ | (19/117 GB, 133 MB/s) [2m14s:12m19s] 16% |█████ | (19/117 GB, 133 MB/s) [2m14s:12m19s] 16% |█████ | (19/117 GB, 133 MB/s) [2m15s:12m19s] 16% |█████ | (19/117 GB, 133 MB/s) [2m15s:12m19s] 16% |█████ | (19/117 GB, 131 MB/s) [2m15s:12m27s] 16% |█████ | (19/117 GB, 131 MB/s) [2m15s:12m27s] 16% |█████ | (19/117 GB, 131 MB/s) [2m15s:12m27s] 16% |█████ | (19/117 GB, 131 MB/s) [2m15s:12m27s] 16% |█████ | (19/117 GB, 131 MB/s) [2m15s:12m27s] 16% |█████ | (19/117 GB, 116 MB/s) [2m15s:14m3s] 16% |█████ | (19/117 GB, 116 MB/s) [2m15s:14m2s] 16% |█████ | (19/117 GB, 116 MB/s) [2m16s:14m2s] 16% |█████ | (19/117 GB, 116 MB/s) [2m16s:14m2s] 16% |█████ | (19/117 GB, 116 MB/s) [2m16s:14m2s] 16% |█████ | (19/117 GB, 116 MB/s) [2m16s:14m2s] 16% |█████ | (19/117 GB, 118 MB/s) [2m16s:13m49s] 16% |█████ | (19/117 GB, 118 MB/s) [2m16s:13m49s] 16% |█████ | (19/117 GB, 118 MB/s) [2m16s:13m49s] 16% |█████ | (19/117 GB, 118 MB/s) [2m16s:13m49s] 16% |█████ | (19/117 GB, 118 MB/s) [2m16s:13m49s] 16% |█████ | (19/117 GB, 118 MB/s) [2m16s:13m49s] 16% |█████ | (19/117 GB, 118 MB/s) [2m16s:13m49s] 16% |█████ | (19/117 GB, 122 MB/s) [2m17s:13m22s] 16% |█████ | (19/117 GB, 122 MB/s) [2m17s:13m22s] 16% |█████ | (19/117 GB, 122 MB/s) [2m17s:13m22s] 16% |█████ | (19/117 GB, 122 MB/s) [2m17s:13m22s] 16% |█████ | (19/117 GB, 122 MB/s) [2m17s:13m22s] 16% |█████ | (19/117 GB, 122 MB/s) [2m17s:13m22s] 16% |█████ | (19/117 GB, 122 MB/s) [2m17s:13m22s] 16% |█████ | (19/117 GB, 125 MB/s) [2m17s:13m0s] 16% |█████ | (19/117 GB, 125 MB/s) [2m17s:13m0s] 16% |█████ | (19/117 GB, 125 MB/s) [2m17s:13m0s] 16% |█████ | (19/117 GB, 125 MB/s) [2m17s:13m0s] 16% |█████ | (19/117 GB, 125 MB/s) [2m18s:13m0s] 16% |█████ | (19/117 GB, 127 MB/s) [2m18s:12m46s] 16% |█████ | (19/117 GB, 127 MB/s) [2m18s:12m46s] 16% |█████ | (19/117 GB, 127 MB/s) [2m18s:12m46s] 16% |█████ | (19/117 GB, 127 MB/s) [2m18s:12m46s] 16% |█████ | (20/117 GB, 126 MB/s) [2m18s:12m54s] 16% |█████ | (20/117 GB, 126 MB/s) [2m18s:12m54s] 16% |█████ | (20/117 GB, 126 MB/s) [2m18s:12m54s] 16% |█████ | (20/117 GB, 126 MB/s) [2m18s:12m54s] 16% |█████ | (20/117 GB, 126 MB/s) [2m18s:12m54s] 16% |█████ | (20/117 GB, 126 MB/s) [2m18s:12m53s] 16% |█████ | (20/117 GB, 130 MB/s) [2m19s:12m29s] 16% |█████ | (20/117 GB, 130 MB/s) [2m19s:12m28s] 16% |█████ | (20/117 GB, 130 MB/s) [2m19s:12m28s] 16% |█████ | (20/117 GB, 130 MB/s) [2m19s:12m28s] 16% |█████ | (20/117 GB, 130 MB/s) [2m19s:12m28s] 16% |█████ | (20/117 GB, 134 MB/s) [2m19s:12m4s] 16% |█████ | (20/117 GB, 134 MB/s) [2m19s:12m4s] 16% |█████ | (20/117 GB, 134 MB/s) [2m19s:12m4s] 16% |█████ | (20/117 GB, 134 MB/s) [2m19s:12m4s] 16% |█████ | (20/117 GB, 134 MB/s) [2m19s:12m4s] 16% |█████ | (20/117 GB, 134 MB/s) [2m19s:12m3s] 16% |█████ | (20/117 GB, 134 MB/s) [2m20s:12m3s] 16% |█████ | (20/117 GB, 137 MB/s) [2m20s:11m51s] 16% |█████ | (20/117 GB, 137 MB/s) [2m20s:11m51s] 16% |█████ | (20/117 GB, 137 MB/s) [2m20s:11m51s] 16% |█████ | (20/117 GB, 137 MB/s) [2m20s:11m51s] 16% |█████ | (20/117 GB, 137 MB/s) [2m20s:11m51s] 16% |█████ | (20/117 GB, 127 MB/s) [2m20s:12m47s] 16% |█████ | (20/117 GB, 127 MB/s) [2m20s:12m47s] 16% |█████ | (20/117 GB, 127 MB/s) [2m20s:12m47s] 16% |█████ | (20/117 GB, 127 MB/s) [2m21s:12m47s] 16% |█████ | (20/117 GB, 127 MB/s) [2m21s:12m47s] 16% |█████ | (20/117 GB, 126 MB/s) [2m21s:12m52s] 16% |█████ | (20/117 GB, 126 MB/s) [2m21s:12m52s] 16% |█████ | (20/117 GB, 126 MB/s) [2m21s:12m52s] 16% |█████ | (20/117 GB, 126 MB/s) [2m21s:12m52s] 16% |█████ | (20/117 GB, 126 MB/s) [2m21s:12m52s] 16% |█████ | (20/117 GB, 126 MB/s) [2m21s:12m51s] 16% |█████ | (20/117 GB, 126 MB/s) [2m21s:12m48s] 16% |█████ | (20/117 GB, 126 MB/s) [2m21s:12m48s] 16% |█████ | (20/117 GB, 126 MB/s) [2m22s:12m48s] 16% |█████ | (20/117 GB, 126 MB/s) [2m22s:12m47s] 17% |█████ | (20/117 GB, 126 MB/s) [2m22s:12m47s] 17% |█████ | (20/117 GB, 126 MB/s) [2m22s:12m47s] 17% |█████ | (20/117 GB, 126 MB/s) [2m22s:12m47s] 17% |█████ | (20/117 GB, 129 MB/s) [2m22s:12m31s] 17% |█████ | (20/117 GB, 129 MB/s) [2m22s:12m31s] 17% |█████ | (20/117 GB, 129 MB/s) [2m22s:12m31s] 17% |█████ | (20/117 GB, 129 MB/s) [2m22s:12m31s] 17% |█████ | (20/117 GB, 129 MB/s) [2m22s:12m31s] 17% |█████ | (20/117 GB, 129 MB/s) [2m22s:12m31s] 17% |█████ | (20/117 GB, 129 MB/s) [2m22s:12m31s] 17% |█████ | (20/117 GB, 126 MB/s) [2m23s:12m52s] 17% |█████ | (20/117 GB, 126 MB/s) [2m23s:12m52s] 17% |█████ | (20/117 GB, 126 MB/s) [2m23s:12m52s] 17% |█████ | (20/117 GB, 126 MB/s) [2m23s:12m52s] 17% |█████ | (20/117 GB, 126 MB/s) [2m23s:12m52s] 17% |█████ | (20/117 GB, 122 MB/s) [2m23s:13m12s] 17% |█████ | (20/117 GB, 122 MB/s) [2m23s:13m12s] 17% |█████ | (20/117 GB, 122 MB/s) [2m23s:13m12s] 17% |█████ | (20/117 GB, 122 MB/s) [2m24s:13m12s] 17% |█████ | (20/117 GB, 121 MB/s) [2m24s:13m21s] 17% |█████ | (20/117 GB, 121 MB/s) [2m24s:13m21s] 17% |█████ | (20/117 GB, 121 MB/s) [2m24s:13m21s] 17% |█████ | (20/117 GB, 121 MB/s) [2m24s:13m21s] 17% |█████ | (20/117 GB, 121 MB/s) [2m24s:13m21s] 17% |█████ | (20/117 GB, 114 MB/s) [2m24s:14m8s] 17% |█████ | (20/117 GB, 114 MB/s) [2m24s:14m8s] 17% |█████ | (20/117 GB, 114 MB/s) [2m24s:14m8s] 17% |█████ | (20/117 GB, 114 MB/s) [2m24s:14m8s] 17% |█████ | (20/117 GB, 114 MB/s) [2m24s:14m8s] 17% |█████ | (20/117 GB, 114 MB/s) [2m25s:14m8s] 17% |█████ | (20/117 GB, 114 MB/s) [2m25s:14m8s] 17% |█████ | (20/117 GB, 116 MB/s) [2m25s:13m57s] 17% |█████ | (20/117 GB, 116 MB/s) [2m25s:13m57s] 17% |█████ | (20/117 GB, 116 MB/s) [2m25s:13m57s] 17% |█████ | (20/117 GB, 116 MB/s) [2m25s:13m57s] 17% |█████ | (20/117 GB, 116 MB/s) [2m25s:13m57s] 17% |█████ | (20/117 GB, 107 MB/s) [2m25s:15m1s] 17% |█████ | (20/117 GB, 107 MB/s) [2m25s:15m1s] 17% |█████ | (20/117 GB, 107 MB/s) [2m26s:15m1s] 17% |█████ | (20/117 GB, 107 MB/s) [2m26s:15m1s] 17% |█████ | (20/117 GB, 107 MB/s) [2m26s:15m1s] 17% |█████ | (20/117 GB, 107 MB/s) [2m26s:15m1s] 17% |█████ | (20/117 GB, 107 MB/s) [2m26s:15m0s] 17% |█████ | (20/117 GB, 107 MB/s) [2m26s:15m0s] 17% |█████ | (20/117 GB, 121 MB/s) [2m26s:13m19s] 17% |█████ | (20/117 GB, 121 MB/s) [2m26s:13m19s] 17% |█████ | (20/117 GB, 121 MB/s) [2m26s:13m19s] 17% |█████ | (20/117 GB, 121 MB/s) [2m26s:13m19s] 17% |█████ | (20/117 GB, 121 MB/s) [2m26s:13m19s] 17% |█████ | (20/117 GB, 121 MB/s) [2m26s:13m19s] 17% |█████ | (20/117 GB, 121 MB/s) [2m26s:13m19s] 17% |█████ | (20/117 GB, 136 MB/s) [2m26s:11m48s] 17% |█████ | (20/117 GB, 136 MB/s) [2m27s:11m48s] 17% |█████ | (20/117 GB, 136 MB/s) [2m27s:11m48s] 17% |█████ | (20/117 GB, 136 MB/s) [2m27s:11m48s] 17% |█████ | (20/117 GB, 127 MB/s) [2m27s:12m40s] 17% |█████ | (20/117 GB, 127 MB/s) [2m27s:12m40s] 17% |█████ | (21/117 GB, 127 MB/s) [2m27s:12m40s] 17% |█████ | (21/117 GB, 127 MB/s) [2m27s:12m39s] 17% |█████ | (21/117 GB, 127 MB/s) [2m27s:12m39s] 17% |█████ | (21/117 GB, 115 MB/s) [2m27s:13m56s] 17% |█████ | (21/117 GB, 115 MB/s) [2m28s:13m56s] 17% |█████ | (21/117 GB, 115 MB/s) [2m28s:13m56s] 17% |█████ | (21/117 GB, 115 MB/s) [2m28s:13m56s] 17% |█████ | (21/117 GB, 115 MB/s) [2m28s:13m56s] 17% |█████ | (21/117 GB, 110 MB/s) [2m28s:14m37s] 17% |█████ | (21/117 GB, 110 MB/s) [2m28s:14m37s] 17% |█████ | (21/117 GB, 110 MB/s) [2m28s:14m36s] 17% |█████ | (21/117 GB, 110 MB/s) [2m28s:14m36s] 17% |█████ | (21/117 GB, 110 MB/s) [2m28s:14m36s] 17% |█████ | (21/117 GB, 110 MB/s) [2m28s:14m36s] 17% |█████ | (21/117 GB, 110 MB/s) [2m28s:14m36s] 17% |█████ | (21/117 GB, 110 MB/s) [2m28s:14m36s] 17% |█████ | (21/117 GB, 126 MB/s) [2m28s:12m47s] 17% |█████ | (21/117 GB, 126 MB/s) [2m29s:12m46s] 17% |█████ | (21/117 GB, 126 MB/s) [2m29s:12m46s] 17% |█████ | (21/117 GB, 126 MB/s) [2m29s:12m46s] 17% |█████ | (21/117 GB, 126 MB/s) [2m29s:12m46s] 17% |█████ | (21/117 GB, 126 MB/s) [2m29s:12m46s] 17% |█████ | (21/117 GB, 126 MB/s) [2m29s:12m46s] 17% |█████ | (21/117 GB, 141 MB/s) [2m29s:11m21s] 17% |█████ | (21/117 GB, 141 MB/s) [2m29s:11m21s] 17% |█████ | (21/117 GB, 141 MB/s) [2m29s:11m21s] 17% |█████ | (21/117 GB, 141 MB/s) [2m29s:11m21s] 17% |█████ | (21/117 GB, 141 MB/s) [2m29s:11m21s] 17% |█████ | (21/117 GB, 137 MB/s) [2m29s:11m40s] 17% |█████ | (21/117 GB, 137 MB/s) [2m30s:11m40s] 17% |█████ | (21/117 GB, 137 MB/s) [2m30s:11m40s] 17% |█████ | (21/117 GB, 137 MB/s) [2m30s:11m40s] 17% |█████ | (21/117 GB, 137 MB/s) [2m30s:11m40s] 17% |█████ | (21/117 GB, 137 MB/s) [2m30s:11m39s] 17% |█████ | (21/117 GB, 137 MB/s) [2m30s:11m39s] 17% |█████ | (21/117 GB, 137 MB/s) [2m30s:11m39s] 17% |█████ | (21/117 GB, 140 MB/s) [2m30s:11m24s] 17% |█████ | (21/117 GB, 140 MB/s) [2m30s:11m24s] 17% |█████ | (21/117 GB, 140 MB/s) [2m30s:11m24s] 17% |█████ | (21/117 GB, 140 MB/s) [2m30s:11m24s] 17% |█████ | (21/117 GB, 140 MB/s) [2m30s:11m24s] 18% |██████ | (21/117 GB, 140 MB/s) [2m30s:11m24s] 18% |██████ | (21/117 GB, 149 MB/s) [2m31s:10m43s] 18% |██████ | (21/117 GB, 149 MB/s) [2m31s:10m43s] 18% |██████ | (21/117 GB, 149 MB/s) [2m31s:10m43s] 18% |██████ | (21/117 GB, 149 MB/s) [2m31s:10m43s] 18% |██████ | (21/117 GB, 149 MB/s) [2m31s:10m43s] 18% |██████ | (21/117 GB, 149 MB/s) [2m31s:10m43s] 18% |██████ | (21/117 GB, 138 MB/s) [2m31s:11m33s] 18% |██████ | (21/117 GB, 138 MB/s) [2m31s:11m33s] 18% |██████ | (21/117 GB, 138 MB/s) [2m31s:11m33s] 18% |██████ | (21/117 GB, 138 MB/s) [2m31s:11m33s] 18% |██████ | (21/117 GB, 138 MB/s) [2m31s:11m33s] 18% |██████ | (21/117 GB, 138 MB/s) [2m31s:11m33s] 18% |██████ | (21/117 GB, 131 MB/s) [2m32s:12m14s] 18% |██████ | (21/117 GB, 131 MB/s) [2m32s:12m14s] 18% |██████ | (21/117 GB, 131 MB/s) [2m32s:12m14s] 18% |██████ | (21/117 GB, 131 MB/s) [2m32s:12m14s] 18% |██████ | (21/117 GB, 131 MB/s) [2m32s:12m14s] 18% |██████ | (21/117 GB, 135 MB/s) [2m32s:11m51s] 18% |██████ | (21/117 GB, 135 MB/s) [2m32s:11m51s] 18% |██████ | (21/117 GB, 135 MB/s) [2m32s:11m51s] 18% |██████ | (21/117 GB, 135 MB/s) [2m32s:11m51s] 18% |██████ | (21/117 GB, 135 MB/s) [2m33s:11m51s] 18% |██████ | (21/117 GB, 137 MB/s) [2m33s:11m39s] 18% |██████ | (21/117 GB, 137 MB/s) [2m33s:11m39s] 18% |██████ | (21/117 GB, 137 MB/s) [2m33s:11m39s] 18% |██████ | 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132 MB/s) [11m59s:2m33s] 82% |███████████████████████████ | (97/117 GB, 132 MB/s) [11m59s:2m33s] 82% |███████████████████████████ | (97/117 GB, 132 MB/s) [11m59s:2m33s] 82% |███████████████████████████ | (97/117 GB, 132 MB/s) [11m59s:2m33s] 82% |███████████████████████████ | (97/117 GB, 132 MB/s) [11m59s:2m33s] 82% |███████████████████████████ | (97/117 GB, 125 MB/s) [11m59s:2m41s] 82% |████████████████████████████ | (97/117 GB, 125 MB/s) [12m0s:2m41s] 82% |████████████████████████████ | (97/117 GB, 125 MB/s) [12m0s:2m41s] 82% |████████████████████████████ | (97/117 GB, 125 MB/s) [12m0s:2m41s] 82% |████████████████████████████ | (97/117 GB, 125 MB/s) [12m0s:2m41s] 82% |████████████████████████████ | (97/117 GB, 115 MB/s) [12m0s:2m55s] 82% |████████████████████████████ | (97/117 GB, 115 MB/s) [12m0s:2m55s] 82% |████████████████████████████ | (97/117 GB, 115 MB/s) [12m0s:2m55s] 82% |████████████████████████████ | (97/117 GB, 115 MB/s) [12m0s:2m55s] 82% |████████████████████████████ | 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[12m3s:3m6s] 83% |█████████████████████████████ | (97/117 GB, 106 MB/s) [12m3s:3m6s] 83% |█████████████████████████████ | (97/117 GB, 106 MB/s) [12m3s:3m6s] 83% |█████████████████████████████ | (97/117 GB, 106 MB/s) [12m3s:3m6s] 83% |█████████████████████████████ | (97/117 GB, 106 MB/s) [12m3s:3m7s] 83% |█████████████████████████████ | (97/117 GB, 106 MB/s) [12m3s:3m7s] 83% |█████████████████████████████ | (97/117 GB, 106 MB/s) [12m3s:3m6s] 83% |█████████████████████████████ | (97/117 GB, 106 MB/s) [12m3s:3m6s] 83% |█████████████████████████████ | (97/117 GB, 104 MB/s) [12m4s:3m10s] 83% |█████████████████████████████ | (97/117 GB, 104 MB/s) [12m4s:3m10s] 83% |█████████████████████████████ | (97/117 GB, 104 MB/s) [12m4s:3m10s] 83% |█████████████████████████████ | (97/117 GB, 104 MB/s) [12m4s:3m9s] 83% |█████████████████████████████ | (97/117 GB, 104 MB/s) [12m4s:3m9s] 83% |█████████████████████████████ | (97/117 GB, 101 MB/s) [12m4s:3m15s] 83% |█████████████████████████████ | (97/117 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[12m7s:3m6s] 83% |█████████████████████████████ | (98/117 GB, 104 MB/s) [12m7s:3m5s] 83% |█████████████████████████████ | (98/117 GB, 104 MB/s) [12m7s:3m5s] 83% |█████████████████████████████ | (98/117 GB, 114 MB/s) [12m7s:2m50s] 83% |█████████████████████████████ | (98/117 GB, 114 MB/s) [12m7s:2m50s] 83% |█████████████████████████████ | (98/117 GB, 114 MB/s) [12m7s:2m49s] 83% |█████████████████████████████ | (98/117 GB, 114 MB/s) [12m7s:2m49s] 83% |█████████████████████████████ | (98/117 GB, 114 MB/s) [12m7s:2m49s] 83% |█████████████████████████████ | (98/117 GB, 114 MB/s) [12m7s:2m49s] 83% |█████████████████████████████ | (98/117 GB, 114 MB/s) [12m7s:2m49s] 83% |█████████████████████████████ | (98/117 GB, 122 MB/s) [12m7s:2m38s] 83% |█████████████████████████████ | (98/117 GB, 122 MB/s) [12m7s:2m38s] 83% |█████████████████████████████ | (98/117 GB, 122 MB/s) [12m7s:2m37s] 83% |█████████████████████████████ | (98/117 GB, 122 MB/s) [12m8s:2m37s] 83% |█████████████████████████████ | 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[14m42s:0s] 99% |███████████████████████████████████ | (117/117 GB, 130 MB/s) [14m42s:0s] 99% |███████████████████████████████████ | (117/117 GB, 130 MB/s) [14m42s:0s] 99% |███████████████████████████████████ | (117/117 GB, 130 MB/s) [14m42s:0s] 99% |███████████████████████████████████ | (117/117 GB, 130 MB/s) [14m42s:0s] 99% |███████████████████████████████████ | (117/117 GB, 130 MB/s) [14m42s:0s] 99% |███████████████████████████████████ | (117/117 GB, 130 MB/s) [14m42s:0s] 99% |███████████████████████████████████ | (117/117 GB, 130 MB/s) [14m42s:0s] 99% |███████████████████████████████████ | (117/117 GB, 130 MB/s) [14m42s:0s] 100% |████████████████████████████████████| (117/117 GB, 133 MB/s) 2026-06-21 20:52:54 [INFO] Writing lidar track file... 2026-06-21 20:52:54 [INFO] Packing lidar frames into a ZIP file... 0% | | (0/146578, 0 it/hr) [0s:0s] 0% | | (1/146578, 6 it/s) [0s:6h23m30s] 0% | | (12/146578, 53 it/s) [0s:45m45s] 0% | | (25/146578, 86 it/s) [0s:28m25s] 0% | | (38/146578, 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[21s:16m40s] 1% | | (2816/146578, 144 it/s) [21s:16m40s] 1% | | (2829/146578, 144 it/s) [21s:16m40s] 1% | | (2844/146578, 144 it/s) [21s:16m40s] 1% | | (2859/146578, 144 it/s) [21s:16m40s] 1% | | (2873/146578, 150 it/s) [21s:16m0s] 1% | | (2887/146578, 150 it/s) [22s:16m0s] 1% | | (2900/146578, 150 it/s) [22s:16m0s] 1% | | (2915/146578, 150 it/s) [22s:16m0s] 1% | | (2930/146578, 150 it/s) [22s:16m0s] 2% | | (2946/146578, 150 it/s) [22s:16m0s] 2% | | (2955/146578, 146 it/s) [22s:16m26s] 2% | | (2970/146578, 146 it/s) [22s:16m26s] 2% | | (2984/146578, 146 it/s) [22s:16m25s] 2% | | (2999/146578, 146 it/s) [22s:16m25s] 2% | | (3009/146578, 146 it/s) [22s:16m25s] 2% | | (3018/146578, 146 it/s) [22s:16m25s] 2% | | (3034/146578, 146 it/s) [22s:16m25s] 2% | | (3049/146578, 146 it/s) [22s:16m25s] 2% | | (3057/146578, 146 it/s) [23s:16m19s] 2% | | (3063/146578, 146 it/s) [23s:16m19s] 2% | | (3077/146578, 146 it/s) [23s:16m19s] 2% | | (3093/146578, 135 it/s) [23s:17m43s] 2% | | (3094/146578, 135 it/s) [23s:17m43s] 2% | | (3095/146578, 135 it/s) [23s:17m43s] 2% | | (3106/146578, 135 it/s) [23s:17m42s] 2% | | (3122/146578, 135 it/s) [23s:17m41s] 2% | | (3137/146578, 135 it/s) [24s:17m41s] 2% | | (3151/146578, 135 it/s) [24s:17m41s] 2% | | (3165/146578, 135 it/s) [24s:17m41s] 2% | | (3177/146578, 135 it/s) [24s:17m40s] 2% | | (3178/146578, 138 it/s) [24s:17m18s] 2% | | (3192/146578, 138 it/s) [24s:17m18s] 2% | | (3206/146578, 138 it/s) [24s:17m18s] 2% | | (3222/146578, 138 it/s) [24s:17m18s] 2% | | (3237/146578, 138 it/s) [24s:17m17s] 2% | | (3253/146578, 138 it/s) [24s:17m17s] 2% | | (3269/146578, 138 it/s) [24s:17m17s] 2% | | (3280/146578, 138 it/s) [24s:17m17s] 2% | | (3282/146578, 137 it/s) [25s:17m26s] 2% | | (3298/146578, 137 it/s) [25s:17m25s] 2% | | (3313/146578, 137 it/s) [25s:17m25s] 2% | | (3328/146578, 137 it/s) [25s:17m25s] 2% | | (3343/146578, 137 it/s) [25s:17m25s] 2% | | (3359/146578, 137 it/s) [25s:17m25s] 2% | | (3366/146578, 137 it/s) [25s:17m25s] 2% | | (3369/146578, 131 it/s) [25s:18m15s] 2% | | (3384/146578, 131 it/s) [26s:18m15s] 2% | | (3399/146578, 131 it/s) [26s:18m15s] 2% | | (3414/146578, 131 it/s) [26s:18m15s] 2% | | (3429/146578, 131 it/s) [26s:18m15s] 2% | | (3439/146578, 131 it/s) [26s:18m15s] 2% | | (3444/146578, 135 it/s) [26s:17m43s] 2% | | (3459/146578, 135 it/s) [26s:17m43s] 2% | | (3475/146578, 135 it/s) [26s:17m43s] 2% | | (3491/146578, 135 it/s) [26s:17m43s] 2% | | (3507/146578, 135 it/s) [26s:17m43s] 2% | | (3523/146578, 135 it/s) [26s:17m43s] 2% | | (3531/146578, 135 it/s) [26s:17m43s] 2% | | (3546/146578, 139 it/s) [26s:17m11s] 2% | | (3555/146578, 139 it/s) [27s:17m11s] 2% | | (3570/146578, 139 it/s) [27s:17m10s] 2% | | (3586/146578, 139 it/s) [27s:17m10s] 2% | | (3603/146578, 139 it/s) [27s:17m10s] 2% | | (3617/146578, 139 it/s) [27s:17m10s] 2% | | (3632/146578, 139 it/s) [27s:17m10s] 2% | | (3646/146578, 140 it/s) [27s:16m58s] 2% | | (3662/146578, 140 it/s) [27s:16m58s] 2% | | (3678/146578, 140 it/s) [27s:16m58s] 2% | | (3682/146578, 140 it/s) [27s:16m58s] 2% | | (3697/146578, 140 it/s) [27s:16m58s] 2% | | (3705/146578, 140 it/s) [27s:16m58s] 2% | | (3721/146578, 140 it/s) [27s:16m58s] 2% | | (3736/146578, 141 it/s) [27s:16m52s] 2% | | (3751/146578, 141 it/s) [28s:16m52s] 2% | | (3766/146578, 141 it/s) [28s:16m52s] 2% | | (3780/146578, 141 it/s) [28s:16m52s] 2% | | (3794/146578, 141 it/s) [28s:16m52s] 2% | | (3808/146578, 141 it/s) [28s:16m52s] 2% | | (3819/146578, 138 it/s) [28s:17m17s] 2% | | (3831/146578, 138 it/s) [28s:17m17s] 2% | | (3845/146578, 138 it/s) [28s:17m17s] 2% | | (3860/146578, 138 it/s) [28s:17m17s] 2% | | (3870/146578, 138 it/s) [28s:17m17s] 2% | | (3883/146578, 142 it/s) [29s:16m44s] 2% | | (3898/146578, 142 it/s) [29s:16m44s] 2% | | (3913/146578, 142 it/s) [29s:16m44s] 2% | | (3928/146578, 142 it/s) [29s:16m44s] 2% | | (3941/146578, 142 it/s) [29s:16m44s] 2% | | (3943/146578, 142 it/s) [29s:16m44s] 2% | | (3959/146578, 151 it/s) [29s:15m46s] 2% | | (3974/146578, 151 it/s) [29s:15m46s] 2% | | (3990/146578, 151 it/s) [29s:15m46s] 2% | | (4005/146578, 151 it/s) [29s:15m45s] 2% | | (4020/146578, 151 it/s) [29s:15m45s] 2% | | (4035/146578, 151 it/s) [29s:15m45s] 2% | | (4046/146578, 151 it/s) [29s:15m45s] 2% | | (4064/146578, 162 it/s) [30s:14m37s] 2% | | (4074/146578, 162 it/s) [30s:14m36s] 2% | | (4089/146578, 162 it/s) [30s:14m36s] 2% | | (4100/146578, 162 it/s) [30s:14m36s] 2% | | (4111/146578, 162 it/s) [30s:14m36s] 2% | | (4126/146578, 160 it/s) [30s:14m50s] 2% | | (4138/146578, 160 it/s) [30s:14m50s] 2% | | (4151/146578, 160 it/s) [30s:14m50s] 2% | | (4166/146578, 160 it/s) [30s:14m50s] 2% | | (4179/146578, 160 it/s) [30s:14m50s] 2% | | (4180/146578, 160 it/s) [30s:14m50s] 2% | | (4195/146578, 161 it/s) [31s:14m45s] 2% | | (4209/146578, 161 it/s) [31s:14m45s] 2% | | (4223/146578, 161 it/s) [31s:14m45s] 2% | | (4239/146578, 161 it/s) [31s:14m45s] 2% | | (4252/146578, 161 it/s) [31s:14m45s] 2% | | (4265/146578, 161 it/s) [31s:14m45s] 2% | | (4275/146578, 161 it/s) [31s:14m45s] 2% | | (4290/146578, 167 it/s) [31s:14m12s] 2% | | (4302/146578, 167 it/s) [31s:14m12s] 2% | | (4317/146578, 167 it/s) [31s:14m12s] 2% | | (4330/146578, 167 it/s) [31s:14m12s] 2% | | (4346/146578, 167 it/s) [31s:14m12s] 2% | | (4360/146578, 167 it/s) [31s:14m12s] 2% | | (4375/146578, 167 it/s) [31s:14m11s] 2% | | (4391/146578, 167 it/s) [32s:14m11s] 3% |█ | (4405/146578, 168 it/s) [32s:14m4s] 3% |█ | (4421/146578, 168 it/s) [32s:14m4s] 3% |█ | (4433/146578, 168 it/s) [32s:14m4s] 3% |█ | (4449/146578, 168 it/s) [32s:14m4s] 3% |█ | (4461/146578, 168 it/s) [32s:14m4s] 3% |█ | (4477/146578, 168 it/s) [32s:14m4s] 3% |█ | (4489/146578, 168 it/s) [32s:14m3s] 3% |█ | (4505/146578, 171 it/s) [32s:13m52s] 3% |█ | (4520/146578, 171 it/s) [32s:13m52s] 3% |█ | (4534/146578, 171 it/s) [32s:13m52s] 3% |█ | (4548/146578, 171 it/s) [32s:13m52s] 3% |█ | (4558/146578, 171 it/s) [33s:13m52s] 3% |█ | (4564/146578, 164 it/s) [33s:14m25s] 3% |█ | (4576/146578, 164 it/s) [33s:14m25s] 3% |█ | (4592/146578, 164 it/s) [33s:14m25s] 3% |█ | (4596/146578, 164 it/s) [33s:14m25s] 3% |█ | (4605/146578, 164 it/s) [33s:14m25s] 3% |█ | (4606/146578, 154 it/s) [33s:15m23s] 3% |█ | (4616/146578, 154 it/s) [33s:15m23s] 3% |█ | (4630/146578, 154 it/s) [33s:15m23s] 3% |█ | (4631/146578, 154 it/s) [34s:15m23s] 3% |█ | (4637/146578, 154 it/s) [34s:15m23s] 3% |█ | (4642/146578, 149 it/s) [34s:15m53s] 3% |█ | (4651/146578, 149 it/s) [34s:15m53s] 3% |█ | (4658/146578, 149 it/s) [34s:15m53s] 3% |█ | (4673/146578, 149 it/s) [34s:15m53s] 3% |█ | (4687/146578, 149 it/s) [34s:15m53s] 3% |█ | (4692/146578, 149 it/s) [34s:15m53s] 3% |█ | (4693/146578, 144 it/s) [34s:16m24s] 3% |█ | (4706/146578, 144 it/s) [34s:16m24s] 3% |█ | (4719/146578, 144 it/s) [34s:16m24s] 3% |█ | (4732/146578, 144 it/s) [35s:16m24s] 3% |█ | (4746/146578, 144 it/s) [35s:16m24s] 3% |█ | (4756/146578, 144 it/s) [35s:16m23s] 3% |█ | (4771/146578, 135 it/s) [35s:17m31s] 3% |█ | (4788/146578, 135 it/s) [35s:17m31s] 3% |█ | (4804/146578, 135 it/s) [35s:17m31s] 3% |█ | (4819/146578, 135 it/s) [35s:17m31s] 3% |█ | (4829/146578, 135 it/s) [35s:17m31s] 3% |█ | (4832/146578, 135 it/s) [35s:17m31s] 3% |█ | (4847/146578, 139 it/s) [35s:17m0s] 3% |█ | (4852/146578, 139 it/s) [36s:17m0s] 3% |█ | (4867/146578, 139 it/s) [36s:17m0s] 3% |█ | (4882/146578, 139 it/s) [36s:17m0s] 3% |█ | (4890/146578, 136 it/s) [36s:17m20s] 3% |█ | (4895/146578, 136 it/s) [36s:17m20s] 3% |█ | (4910/146578, 136 it/s) [36s:17m20s] 3% |█ | (4922/146578, 136 it/s) [36s:17m19s] 3% |█ | (4937/146578, 136 it/s) [36s:17m19s] 3% |█ | (4952/146578, 127 it/s) [36s:18m31s] 3% |█ | (4964/146578, 127 it/s) [37s:18m31s] 3% |█ | (4980/146578, 127 it/s) [37s:18m30s] 3% |█ | (4995/146578, 127 it/s) [37s:18m30s] 3% |█ | (5009/146578, 127 it/s) [37s:18m30s] 3% |█ | (5024/146578, 121 it/s) [37s:19m32s] 3% |█ | (5036/146578, 121 it/s) [37s:19m32s] 3% |█ | (5038/146578, 121 it/s) [37s:19m32s] 3% |█ | (5054/146578, 121 it/s) [37s:19m31s] 3% |█ | (5068/146578, 121 it/s) [37s:19m31s] 3% |█ | (5083/146578, 121 it/s) [37s:19m31s] 3% |█ | (5098/146578, 112 it/s) [37s:20m59s] 3% |█ | (5114/146578, 112 it/s) [37s:20m59s] 3% |█ | (5124/146578, 112 it/s) [38s:20m59s] 3% |█ | (5134/146578, 112 it/s) [38s:20m59s] 3% |█ | (5144/146578, 112 it/s) [38s:20m59s] 3% |█ | (5160/146578, 113 it/s) [38s:20m51s] 3% |█ | (5175/146578, 113 it/s) [38s:20m50s] 3% |█ | (5181/146578, 113 it/s) [38s:20m50s] 3% |█ | (5195/146578, 113 it/s) [38s:20m50s] 3% |█ | (5197/146578, 113 it/s) [38s:20m50s] 3% |█ | (5198/146578, 115 it/s) [38s:20m28s] 3% |█ | (5215/146578, 115 it/s) [38s:20m28s] 3% |█ | (5229/146578, 115 it/s) [39s:20m28s] 3% |█ | (5243/146578, 115 it/s) [39s:20m28s] 3% |█ | (5258/146578, 115 it/s) [39s:20m27s] 3% |█ | (5270/146578, 115 it/s) [39s:20m27s] 3% |█ | (5273/146578, 115 it/s) [39s:20m27s] 3% |█ | (5283/146578, 122 it/s) [39s:19m16s] 3% |█ | (5299/146578, 122 it/s) [39s:19m16s] 3% |█ | (5315/146578, 122 it/s) [39s:19m16s] 3% |█ | (5330/146578, 122 it/s) [39s:19m16s] 3% |█ | (5344/146578, 122 it/s) [39s:19m16s] 3% |█ | (5358/146578, 122 it/s) [39s:19m15s] 3% |█ | (5374/146578, 122 it/s) [39s:19m15s] 3% |█ | (5390/146578, 122 it/s) [40s:19m15s] 3% |█ | (5404/146578, 136 it/s) [40s:17m19s] 3% |█ | (5418/146578, 136 it/s) [40s:17m19s] 3% |█ | (5433/146578, 136 it/s) [40s:17m19s] 3% |█ | (5448/146578, 136 it/s) [40s:17m19s] 3% |█ | (5465/146578, 136 it/s) [40s:17m19s] 3% |█ | (5480/146578, 136 it/s) [40s:17m19s] 3% |█ | (5492/146578, 136 it/s) [40s:17m19s] 3% |█ | (5506/146578, 143 it/s) [40s:16m24s] 3% |█ | (5521/146578, 143 it/s) [40s:16m24s] 3% |█ | (5535/146578, 143 it/s) [40s:16m24s] 3% |█ | (5552/146578, 143 it/s) [40s:16m24s] 3% |█ | (5567/146578, 143 it/s) [40s:16m24s] 3% |█ | (5577/146578, 143 it/s) [40s:16m23s] 3% |█ | (5591/146578, 143 it/s) [41s:16m23s] 3% |█ | (5599/146578, 146 it/s) [41s:16m3s] 3% |█ | (5613/146578, 146 it/s) [41s:16m3s] 3% |█ | (5623/146578, 146 it/s) [41s:16m3s] 3% |█ | (5634/146578, 146 it/s) [41s:16m3s] 3% |█ | (5650/146578, 146 it/s) [41s:16m3s] 3% |█ | (5662/146578, 147 it/s) [41s:15m57s] 3% |█ | (5675/146578, 147 it/s) [41s:15m56s] 3% |█ | (5689/146578, 147 it/s) [41s:15m56s] 3% |█ | (5705/146578, 147 it/s) [41s:15m56s] 3% |█ | (5714/146578, 147 it/s) [41s:15m56s] 3% |█ | (5723/146578, 149 it/s) [42s:15m44s] 3% |█ | (5730/146578, 149 it/s) [42s:15m44s] 3% |█ | (5746/146578, 149 it/s) [42s:15m44s] 3% |█ | (5753/146578, 149 it/s) [42s:15m44s] 3% |█ | (5759/146578, 149 it/s) [42s:15m44s] 3% |█ | (5770/146578, 149 it/s) [42s:15m44s] 3% |█ | (5775/146578, 144 it/s) [42s:16m18s] 3% |█ | (5780/146578, 144 it/s) [42s:16m18s] 3% |█ | (5795/146578, 144 it/s) [42s:16m18s] 3% |█ | (5811/146578, 144 it/s) [42s:16m18s] 3% |█ | (5825/146578, 144 it/s) [42s:16m18s] 3% |█ | (5840/146578, 144 it/s) [43s:16m18s] 3% |█ | (5850/146578, 144 it/s) [43s:16m18s] 4% |█ | (5864/146578, 147 it/s) [43s:15m57s] 4% |█ | (5878/146578, 147 it/s) [43s:15m56s] 4% |█ | (5895/146578, 147 it/s) [43s:15m56s] 4% |█ | (5910/146578, 147 it/s) [43s:15m56s] 4% |█ | (5922/146578, 147 it/s) [43s:15m56s] 4% |█ | (5929/146578, 148 it/s) [43s:15m48s] 4% |█ | (5940/146578, 148 it/s) [43s:15m48s] 4% |█ | (5955/146578, 148 it/s) [43s:15m48s] 4% |█ | (5967/146578, 148 it/s) [43s:15m48s] 4% |█ | (5982/146578, 148 it/s) [43s:15m48s] 4% |█ | (5994/146578, 148 it/s) [44s:15m48s] 4% |█ | (6009/146578, 148 it/s) [44s:15m47s] 4% |█ | (6024/146578, 148 it/s) [44s:15m47s] 4% |█ | (6039/146578, 160 it/s) [44s:14m37s] 4% |█ | (6051/146578, 160 it/s) [44s:14m36s] 4% |█ | (6065/146578, 160 it/s) [44s:14m36s] 4% |█ | (6079/146578, 160 it/s) [44s:14m36s] 4% |█ | (6092/146578, 160 it/s) [44s:14m36s] 4% |█ | (6107/146578, 160 it/s) [44s:14m36s] 4% |█ | (6120/146578, 163 it/s) [44s:14m21s] 4% |█ | (6121/146578, 163 it/s) [44s:14m21s] 4% |█ | (6134/146578, 163 it/s) [44s:14m21s] 4% |█ | (6146/146578, 163 it/s) [44s:14m21s] 4% |█ | (6159/146578, 163 it/s) [45s:14m21s] 4% |█ | (6170/146578, 163 it/s) [45s:14m21s] 4% |█ | (6180/146578, 163 it/s) [45s:14m20s] 4% |█ | (6181/146578, 150 it/s) [45s:15m35s] 4% |█ | (6195/146578, 150 it/s) [45s:15m35s] 4% |█ | (6210/146578, 150 it/s) [45s:15m34s] 4% |█ | (6226/146578, 150 it/s) [45s:15m34s] 4% |█ | (6241/146578, 150 it/s) [45s:15m34s] 4% |█ | (6252/146578, 150 it/s) [45s:15m34s] 4% |█ | (6259/146578, 144 it/s) [45s:16m11s] 4% |█ | (6274/146578, 144 it/s) [45s:16m11s] 4% |█ | (6290/146578, 144 it/s) [46s:16m11s] 4% |█ | (6305/146578, 144 it/s) [46s:16m11s] 4% |█ | (6321/146578, 144 it/s) [46s:16m11s] 4% |█ | (6335/146578, 144 it/s) [46s:16m11s] 4% |█ | (6348/146578, 144 it/s) [46s:16m11s] 4% |█ | (6362/146578, 146 it/s) [46s:16m1s] 4% |█ | (6371/146578, 146 it/s) [46s:16m1s] 4% |█ | (6385/146578, 146 it/s) [46s:16m1s] 4% |█ | (6399/146578, 146 it/s) [46s:16m0s] 4% |█ | (6408/146578, 146 it/s) [46s:16m0s] 4% |█ | (6417/146578, 145 it/s) [46s:16m9s] 4% |█ | (6432/146578, 145 it/s) [46s:16m8s] 4% |█ | (6446/146578, 145 it/s) [47s:16m8s] 4% |█ | (6459/146578, 145 it/s) [47s:16m8s] 4% |█ | (6473/146578, 145 it/s) [47s:16m8s] 4% |█ | (6479/146578, 145 it/s) [47s:16m8s] 4% |█ | (6491/146578, 145 it/s) [47s:16m4s] 4% |█ | (6495/146578, 145 it/s) [47s:16m4s] 4% |█ | (6499/146578, 145 it/s) [47s:16m4s] 4% |█ | (6516/146578, 145 it/s) [47s:16m4s] 4% |█ | (6528/146578, 145 it/s) [47s:16m4s] 4% |█ | (6541/146578, 147 it/s) [47s:15m54s] 4% |█ | (6556/146578, 147 it/s) [47s:15m53s] 4% |█ | (6568/146578, 147 it/s) [48s:15m53s] 4% |█ | (6583/146578, 147 it/s) [48s:15m53s] 4% |█ | (6597/146578, 147 it/s) [48s:15m53s] 4% |█ | (6611/146578, 147 it/s) [48s:15m53s] 4% |█ | (6623/146578, 147 it/s) [48s:15m53s] 4% |█ | (6635/146578, 151 it/s) [48s:15m29s] 4% |█ | (6645/146578, 151 it/s) [48s:15m29s] 4% |█ | (6659/146578, 151 it/s) [48s:15m29s] 4% |█ | (6671/146578, 151 it/s) [48s:15m29s] 4% |█ | (6680/146578, 151 it/s) [48s:15m29s] 4% |█ | (6697/146578, 151 it/s) [48s:15m29s] 4% |█ | (6709/146578, 150 it/s) [48s:15m31s] 4% |█ | (6723/146578, 150 it/s) [48s:15m31s] 4% |█ | (6734/146578, 150 it/s) [49s:15m31s] 4% |█ | (6751/146578, 150 it/s) [49s:15m31s] 4% |█ | (6764/146578, 150 it/s) [49s:15m31s] 4% |█ | (6781/146578, 150 it/s) [49s:15m31s] 4% |█ | (6796/146578, 150 it/s) [49s:15m31s] 4% |█ | (6808/146578, 146 it/s) [49s:15m59s] 4% |█ | (6824/146578, 146 it/s) [49s:15m59s] 4% |█ | (6840/146578, 146 it/s) [49s:15m59s] 4% |█ | (6855/146578, 146 it/s) [49s:15m59s] 4% |█ | (6869/146578, 146 it/s) [49s:15m59s] 4% |█ | (6878/146578, 143 it/s) [50s:16m19s] 4% |█ | (6894/146578, 143 it/s) [50s:16m19s] 4% |█ | (6910/146578, 143 it/s) [50s:16m19s] 4% |█ | (6921/146578, 143 it/s) [50s:16m18s] 4% |█ | (6931/146578, 143 it/s) [50s:16m18s] 4% |█ | (6932/146578, 143 it/s) [50s:16m18s] 4% |█ | (6933/146578, 143 it/s) [50s:16m18s] 4% |█ | (6941/146578, 144 it/s) [50s:16m11s] 4% |█ | (6945/146578, 144 it/s) [50s:16m11s] 4% |█ | (6950/146578, 144 it/s) [50s:16m11s] 4% |█ | (6953/146578, 144 it/s) [50s:16m11s] 4% |█ | (6957/146578, 144 it/s) [51s:16m11s] 4% |█ | (6962/146578, 133 it/s) [51s:17m33s] 4% |█ | (6967/146578, 133 it/s) [51s:17m33s] 4% |█ | (6971/146578, 133 it/s) [51s:17m33s] 4% |█ | (6977/146578, 133 it/s) [51s:17m33s] 4% |█ | (6982/146578, 133 it/s) [51s:17m33s] 4% |█ | (6986/146578, 117 it/s) [51s:19m52s] 4% |█ | (6990/146578, 117 it/s) [51s:19m52s] 4% |█ | (6995/146578, 117 it/s) [51s:19m52s] 4% |█ | (7001/146578, 117 it/s) [52s:19m52s] 4% |█ | (7008/146578, 117 it/s) [52s:19m52s] 4% |█ | (7012/146578, 111 it/s) [52s:20m54s] 4% |█ | (7027/146578, 111 it/s) [52s:20m54s] 4% |█ | (7041/146578, 111 it/s) [52s:20m54s] 4% |█ | (7054/146578, 111 it/s) [52s:20m54s] 4% |█ | (7069/146578, 111 it/s) [52s:20m53s] 4% |█ | (7081/146578, 111 it/s) [52s:20m53s] 4% |█ | (7097/146578, 111 it/s) [52s:20m53s] 4% |█ | (7112/146578, 111 it/s) [52s:20m53s] 4% |█ | (7126/146578, 118 it/s) [52s:19m40s] 4% |█ | (7140/146578, 118 it/s) [52s:19m40s] 4% |█ | (7154/146578, 118 it/s) [52s:19m39s] 4% |█ | (7169/146578, 118 it/s) [53s:19m39s] 4% |█ | (7186/146578, 118 it/s) [53s:19m39s] 4% |█ | (7202/146578, 118 it/s) [53s:19m39s] 4% |█ | (7218/146578, 118 it/s) [53s:19m39s] 4% |█ | (7233/146578, 130 it/s) [53s:17m48s] 4% |█ | (7250/146578, 130 it/s) [53s:17m48s] 4% |█ | (7265/146578, 130 it/s) [53s:17m48s] 4% |█ | (7281/146578, 130 it/s) [53s:17m48s] 4% |█ | (7295/146578, 130 it/s) [53s:17m48s] 4% |█ | (7309/146578, 130 it/s) [53s:17m48s] 4% |█ | (7322/146578, 128 it/s) [53s:18m5s] 5% |█ | (7334/146578, 128 it/s) [53s:18m5s] 5% |█ | (7350/146578, 128 it/s) [53s:18m5s] 5% |█ | (7366/146578, 128 it/s) [54s:18m5s] 5% |█ | (7379/146578, 128 it/s) [54s:18m5s] 5% |█ | (7396/146578, 128 it/s) [54s:18m5s] 5% |█ | (7411/146578, 128 it/s) [54s:18m5s] 5% |█ | (7425/146578, 128 it/s) [54s:18m5s] 5% |█ | (7439/146578, 136 it/s) [54s:17m5s] 5% |█ | (7450/146578, 136 it/s) [54s:17m5s] 5% |█ | (7465/146578, 136 it/s) [54s:17m5s] 5% |█ | (7476/146578, 136 it/s) [54s:17m5s] 5% |█ | (7488/146578, 136 it/s) [54s:17m5s] 5% |█ | (7497/146578, 136 it/s) [54s:17m4s] 5% |█ | (7512/146578, 136 it/s) [54s:17m4s] 5% |█ | (7526/146578, 139 it/s) [54s:16m42s] 5% |█ | (7541/146578, 139 it/s) [54s:16m42s] 5% |█ | (7558/146578, 139 it/s) [54s:16m42s] 5% |█ | (7570/146578, 139 it/s) [55s:16m42s] 5% |█ | (7582/146578, 139 it/s) [55s:16m41s] 5% |█ | (7593/146578, 139 it/s) [55s:16m41s] 5% |█ | (7608/146578, 139 it/s) [55s:16m41s] 5% |█ | (7619/146578, 144 it/s) [55s:16m6s] 5% |█ | (7633/146578, 144 it/s) [55s:16m6s] 5% |█ | (7644/146578, 144 it/s) [55s:16m6s] 5% |█ | (7657/146578, 144 it/s) [55s:16m6s] 5% |█ | (7670/146578, 144 it/s) [55s:16m5s] 5% |█ | (7686/146578, 144 it/s) [55s:16m5s] 5% |█ | (7702/146578, 144 it/s) [55s:16m5s] 5% |█ | (7714/146578, 144 it/s) [55s:16m5s] 5% |█ | (7728/146578, 153 it/s) [55s:15m8s] 5% |█ | (7739/146578, 153 it/s) [55s:15m8s] 5% |█ | (7754/146578, 153 it/s) [55s:15m8s] 5% |█ | (7767/146578, 153 it/s) [56s:15m8s] 5% |█ | (7784/146578, 153 it/s) [56s:15m8s] 5% |█ | (7799/146578, 153 it/s) [56s:15m7s] 5% |█ | (7810/146578, 153 it/s) [56s:15m7s] 5% |█ | (7820/146578, 169 it/s) [56s:13m39s] 5% |█ | (7821/146578, 169 it/s) [56s:13m39s] 5% |█ | (7835/146578, 169 it/s) [56s:13m39s] 5% |█ | (7849/146578, 169 it/s) [56s:13m39s] 5% |█ | (7861/146578, 169 it/s) [56s:13m39s] 5% |█ | (7874/146578, 176 it/s) [56s:13m8s] 5% |█ | (7883/146578, 176 it/s) [57s:13m8s] 5% |█ | (7892/146578, 176 it/s) [57s:13m8s] 5% |█ | (7907/146578, 176 it/s) [57s:13m8s] 5% |█ | (7923/146578, 176 it/s) [57s:13m7s] 5% |█ | (7932/146578, 182 it/s) [57s:12m42s] 5% |█ | (7941/146578, 182 it/s) [57s:12m42s] 5% |█ | (7949/146578, 182 it/s) [57s:12m42s] 5% |█ | (7963/146578, 182 it/s) [57s:12m42s] 5% |█ | (7977/146578, 182 it/s) [57s:12m42s] 5% |█ | (7990/146578, 182 it/s) [57s:12m42s] 5% |█ | (8004/146578, 175 it/s) [57s:13m12s] 5% |█ | (8020/146578, 175 it/s) [57s:13m12s] 5% |█ | (8029/146578, 175 it/s) [58s:13m12s] 5% |█ | (8044/146578, 175 it/s) [58s:13m12s] 5% |█ | (8056/146578, 175 it/s) [58s:13m12s] 5% |█ | (8067/146578, 166 it/s) [58s:13m52s] 5% |█ | (8069/146578, 166 it/s) [58s:13m52s] 5% |█ | (8074/146578, 166 it/s) [58s:13m52s] 5% |█ | (8080/146578, 166 it/s) [58s:13m52s] 5% |█ | (8081/146578, 150 it/s) [59s:15m21s] 5% |█ | (8093/146578, 150 it/s) [59s:15m21s] 5% |█ | (8104/146578, 150 it/s) [59s:15m21s] 5% |█ | (8118/146578, 150 it/s) [59s:15m21s] 5% |█ | (8132/146578, 150 it/s) [59s:15m21s] 5% |█ | (8146/146578, 139 it/s) [59s:16m33s] 5% |█ | (8160/146578, 139 it/s) [59s:16m33s] 5% |█ | (8171/146578, 139 it/s) [59s:16m33s] 5% |█ | (8186/146578, 139 it/s) [59s:16m33s] 5% |█ | (8196/146578, 139 it/s) [59s:16m33s] 5% |█ | (8209/146578, 139 it/s) [59s:16m33s] 5% |█ | (8220/146578, 139 it/s) [1m0s:16m32s] 5% |█ | (8233/146578, 139 it/s) [1m0s:16m35s] 5% |█ | (8249/146578, 139 it/s) [1m0s:16m35s] 5% |█ | (8265/146578, 139 it/s) [1m0s:16m34s] 5% |█ | (8281/146578, 139 it/s) [1m0s:16m34s] 5% |█ | (8293/146578, 139 it/s) [1m0s:16m34s] 5% |█ | (8305/146578, 139 it/s) [1m0s:16m34s] 5% |█ | (8319/146578, 139 it/s) [1m0s:16m34s] 5% |█ | (8329/146578, 141 it/s) [1m0s:16m22s] 5% |█ | (8346/146578, 141 it/s) [1m0s:16m21s] 5% |█ | (8356/146578, 141 it/s) [1m0s:16m21s] 5% |█ | (8370/146578, 141 it/s) [1m0s:16m21s] 5% |█ | (8380/146578, 141 it/s) [1m0s:16m21s] 5% |█ | (8395/146578, 141 it/s) [1m0s:16m21s] 5% |█ | (8410/146578, 141 it/s) [1m1s:16m21s] 5% |█ | (8419/146578, 137 it/s) [1m1s:16m51s] 5% |█ | (8420/146578, 137 it/s) [1m1s:16m51s] 5% |█ | (8432/146578, 137 it/s) [1m1s:16m50s] 5% |█ | (8443/146578, 137 it/s) [1m1s:16m50s] 5% |█ | (8455/146578, 137 it/s) [1m1s:16m50s] 5% |█ | (8464/146578, 137 it/s) [1m1s:16m50s] 5% |█ | (8477/146578, 126 it/s) [1m1s:18m15s] 5% |█ | (8483/146578, 126 it/s) [1m1s:18m15s] 5% |█ | (8495/146578, 126 it/s) [1m1s:18m15s] 5% |█ | (8511/146578, 126 it/s) [1m2s:18m15s] 5% |█ | (8514/146578, 126 it/s) [1m2s:18m15s] 5% |█ | (8523/146578, 124 it/s) [1m2s:18m36s] 5% |█ | (8528/146578, 124 it/s) [1m2s:18m36s] 5% |█ | (8533/146578, 124 it/s) [1m2s:18m36s] 5% |█ | (8538/146578, 124 it/s) [1m2s:18m35s] 5% |█ | (8543/146578, 124 it/s) [1m2s:18m35s] 5% |█ | (8548/146578, 118 it/s) [1m2s:19m32s] 5% |█ | (8553/146578, 118 it/s) [1m2s:19m32s] 5% |█ | (8564/146578, 118 it/s) [1m3s:19m32s] 5% |█ | (8580/146578, 118 it/s) [1m3s:19m32s] 5% |█ | (8594/146578, 118 it/s) [1m3s:19m32s] 5% |█ | (8609/146578, 118 it/s) [1m3s:19m32s] 5% |█ | (8623/146578, 118 it/s) [1m3s:19m26s] 5% |█ | (8639/146578, 118 it/s) [1m3s:19m26s] 5% |█ | (8654/146578, 118 it/s) [1m3s:19m26s] 5% |█ | (8670/146578, 118 it/s) [1m3s:19m26s] 5% |█ | (8685/146578, 118 it/s) [1m3s:19m26s] 5% |█ | (8696/146578, 118 it/s) [1m3s:19m26s] 5% |█ | (8711/146578, 118 it/s) [1m3s:19m26s] 5% |█ | (8722/146578, 124 it/s) [1m3s:18m30s] 5% |█ | (8735/146578, 124 it/s) [1m4s:18m30s] 5% |█ | (8750/146578, 124 it/s) [1m4s:18m30s] 5% |█ | (8765/146578, 124 it/s) [1m4s:18m30s] 5% |█ | (8776/146578, 124 it/s) [1m4s:18m30s] 5% |█ | (8789/146578, 136 it/s) [1m4s:16m54s] 6% |█ | (8804/146578, 136 it/s) [1m4s:16m54s] 6% |█ | (8816/146578, 136 it/s) [1m4s:16m54s] 6% |█ | (8827/146578, 136 it/s) [1m4s:16m54s] 6% |█ | (8841/146578, 136 it/s) [1m4s:16m54s] 6% |█ | (8853/146578, 136 it/s) [1m4s:16m54s] 6% |█ | (8866/146578, 136 it/s) [1m4s:16m54s] 6% |█ | (8881/146578, 144 it/s) [1m4s:15m59s] 6% |█ | (8894/146578, 144 it/s) [1m4s:15m59s] 6% |█ | (8895/146578, 144 it/s) [1m5s:15m59s] 6% |█ | (8910/146578, 144 it/s) [1m5s:15m59s] 6% |█ | (8925/146578, 144 it/s) [1m5s:15m58s] 6% |█ | (8940/146578, 144 it/s) [1m5s:15m58s] 6% |█ | (8953/146578, 138 it/s) [1m5s:16m35s] 6% |█ | (8967/146578, 138 it/s) [1m5s:16m35s] 6% |█ | (8974/146578, 138 it/s) [1m5s:16m34s] 6% |█ | (8990/146578, 138 it/s) [1m5s:16m34s] 6% |█ | (9006/146578, 130 it/s) [1m5s:17m38s] 6% |█ | (9011/146578, 130 it/s) [1m5s:17m38s] 6% |█ | (9021/146578, 130 it/s) [1m6s:17m38s] 6% |█ | (9024/146578, 130 it/s) [1m6s:17m38s] 6% |█ | (9038/146578, 130 it/s) [1m6s:17m38s] 6% |█ | (9053/146578, 130 it/s) [1m6s:17m38s] 6% |█ | (9063/146578, 130 it/s) [1m6s:17m38s] 6% |█ | (9072/146578, 126 it/s) [1m6s:18m15s] 6% |█ | (9075/146578, 126 it/s) [1m6s:18m15s] 6% |█ | (9085/146578, 126 it/s) [1m6s:18m15s] 6% |█ | (9090/146578, 126 it/s) [1m6s:18m15s] 6% |█ | (9096/146578, 122 it/s) [1m6s:18m51s] 6% |█ | (9101/146578, 122 it/s) [1m7s:18m51s] 6% |█ | (9106/146578, 122 it/s) [1m7s:18m51s] 6% |█ | (9111/146578, 122 it/s) [1m7s:18m51s] 6% |█ | (9116/146578, 122 it/s) [1m7s:18m51s] 6% |█ | (9131/146578, 120 it/s) [1m7s:19m10s] 6% |██ | (9145/146578, 120 it/s) [1m7s:19m9s] 6% |██ | (9160/146578, 120 it/s) [1m7s:19m9s] 6% |██ | (9177/146578, 120 it/s) [1m7s:19m9s] 6% |██ | (9193/146578, 120 it/s) [1m7s:19m9s] 6% |██ | (9210/146578, 120 it/s) [1m7s:19m9s] 6% |██ | (9225/146578, 120 it/s) [1m7s:19m9s] 6% |█ | (9241/146578, 135 it/s) [1m7s:16m55s] 6% |█ | (9256/146578, 135 it/s) [1m8s:16m55s] 6% |█ | (9273/146578, 135 it/s) [1m8s:16m55s] 6% |█ | (9287/146578, 135 it/s) [1m8s:16m55s] 6% |█ | (9300/146578, 135 it/s) [1m8s:16m55s] 6% |█ | (9315/146578, 135 it/s) [1m8s:16m54s] 6% |█ | (9326/146578, 135 it/s) [1m8s:16m54s] 6% |█ | (9336/146578, 140 it/s) [1m8s:16m17s] 6% |█ | (9350/146578, 140 it/s) [1m8s:16m17s] 6% |█ | (9358/146578, 140 it/s) [1m8s:16m17s] 6% |█ | (9366/146578, 140 it/s) [1m8s:16m17s] 6% |█ | (9380/146578, 140 it/s) [1m8s:16m17s] 6% |█ | (9387/146578, 131 it/s) [1m9s:17m25s] 6% |█ | (9399/146578, 131 it/s) [1m9s:17m25s] 6% |█ | (9411/146578, 131 it/s) [1m9s:17m25s] 6% |█ | (9412/146578, 131 it/s) [1m9s:17m25s] 6% |█ | (9416/146578, 124 it/s) [1m9s:18m27s] 6% |█ | (9432/146578, 124 it/s) [1m9s:18m27s] 6% |█ | (9446/146578, 124 it/s) [1m9s:18m27s] 6% |█ | (9450/146578, 124 it/s) [1m9s:18m27s] 6% |█ | (9459/146578, 124 it/s) [1m9s:18m26s] 6% |█ | (9460/146578, 124 it/s) [1m9s:18m26s] 6% |█ | (9465/146578, 115 it/s) [1m9s:19m51s] 6% |█ | (9478/146578, 115 it/s) [1m10s:19m51s] 6% |█ | (9490/146578, 115 it/s) [1m10s:19m51s] 6% |█ | (9507/146578, 115 it/s) [1m10s:19m50s] 6% |█ | (9522/146578, 115 it/s) [1m10s:19m50s] 6% |█ | (9534/146578, 115 it/s) [1m10s:19m50s] 6% |█ | (9547/146578, 115 it/s) [1m10s:19m50s] 6% |█ | (9557/146578, 115 it/s) [1m10s:19m50s] 6% |█ | (9569/146578, 121 it/s) [1m10s:18m54s] 6% |█ | (9579/146578, 121 it/s) [1m10s:18m54s] 6% |█ | (9594/146578, 121 it/s) [1m10s:18m54s] 6% |█ | (9606/146578, 121 it/s) [1m10s:18m54s] 6% |█ | (9621/146578, 121 it/s) [1m10s:18m54s] 6% |█ | (9636/146578, 121 it/s) [1m10s:18m54s] 6% |█ | (9648/146578, 121 it/s) [1m10s:18m54s] 6% |█ | (9666/146578, 129 it/s) [1m11s:17m41s] 6% |█ | (9679/146578, 129 it/s) [1m11s:17m41s] 6% |█ | (9693/146578, 129 it/s) [1m11s:17m41s] 6% |█ | (9705/146578, 129 it/s) [1m11s:17m41s] 6% |█ | (9721/146578, 129 it/s) [1m11s:17m41s] 6% |█ | (9735/146578, 129 it/s) [1m11s:17m41s] 6% |█ | (9746/146578, 131 it/s) [1m11s:17m22s] 6% |█ | (9762/146578, 131 it/s) [1m11s:17m22s] 6% |█ | (9777/146578, 131 it/s) [1m11s:17m22s] 6% |█ | (9788/146578, 131 it/s) [1m11s:17m22s] 6% |█ | (9803/146578, 131 it/s) [1m11s:17m22s] 6% |█ | (9814/146578, 131 it/s) [1m11s:17m21s] 6% |█ | (9830/146578, 142 it/s) [1m12s:16m4s] 6% |█ | (9838/146578, 142 it/s) [1m12s:16m4s] 6% |█ | (9852/146578, 142 it/s) [1m12s:16m4s] 6% |█ | (9866/146578, 142 it/s) [1m12s:16m4s] 6% |█ | (9870/146578, 142 it/s) [1m12s:16m4s] 6% |█ | (9881/146578, 144 it/s) [1m12s:15m46s] 6% |█ | (9886/146578, 144 it/s) [1m12s:15m46s] 6% |█ | (9901/146578, 144 it/s) [1m12s:15m46s] 6% |█ | (9917/146578, 144 it/s) [1m12s:15m46s] 6% |█ | (9930/146578, 144 it/s) [1m12s:15m46s] 6% |█ | (9944/146578, 144 it/s) [1m13s:15m46s] 6% |█ | (9956/146578, 144 it/s) [1m13s:15m46s] 6% |█ | (9968/146578, 141 it/s) [1m13s:16m7s] 6% |█ | (9978/146578, 141 it/s) [1m13s:16m7s] 6% |█ | (9995/146578, 141 it/s) [1m13s:16m6s] 6% |█ | (10010/146578, 141 it/s) [1m13s:16m6s] 6% |█ | (10024/146578, 141 it/s) [1m13s:16m6s] 6% |█ | (10025/146578, 141 it/s) [1m13s:16m6s] 6% |█ | (10030/146578, 132 it/s) [1m13s:17m10s] 6% |█ | (10044/146578, 132 it/s) [1m13s:17m10s] 6% |█ | (10058/146578, 132 it/s) [1m13s:17m10s] 6% |█ | (10059/146578, 127 it/s) [1m14s:17m50s] 6% |█ | (10074/146578, 127 it/s) [1m14s:17m50s] 6% |█ | (10089/146578, 127 it/s) [1m14s:17m50s] 6% |█ | (10102/146578, 127 it/s) [1m14s:17m50s] 6% |█ | (10117/146578, 127 it/s) [1m14s:17m50s] 6% |█ | (10132/146578, 127 it/s) [1m14s:17m50s] 6% |█ | (10147/146578, 127 it/s) [1m14s:17m50s] 6% |█ | (10158/146578, 127 it/s) [1m14s:17m50s] 6% |█ | (10173/146578, 142 it/s) [1m14s:16m0s] 6% |█ | (10188/146578, 142 it/s) [1m14s:16m0s] 6% |█ | (10198/146578, 142 it/s) [1m14s:16m0s] 6% |█ | (10212/146578, 142 it/s) [1m15s:16m0s] 6% |█ | (10221/146578, 142 it/s) [1m15s:16m0s] 6% |█ | (10235/146578, 142 it/s) [1m15s:16m0s] 6% |█ | (10247/146578, 142 it/s) [1m15s:16m0s] 7% |██ | (10263/146578, 152 it/s) [1m15s:14m59s] 7% |██ | (10277/146578, 152 it/s) [1m15s:14m59s] 7% |██ | (10294/146578, 152 it/s) [1m15s:14m59s] 7% |██ | (10311/146578, 152 it/s) [1m15s:14m59s] 7% |██ | (10327/146578, 152 it/s) [1m15s:14m59s] 7% |██ | (10340/146578, 147 it/s) [1m15s:15m25s] 7% |██ | (10357/146578, 147 it/s) [1m15s:15m25s] 7% |██ | (10374/146578, 147 it/s) [1m15s:15m25s] 7% |██ | (10389/146578, 147 it/s) [1m16s:15m25s] 7% |██ | (10403/146578, 147 it/s) [1m16s:15m25s] 7% |██ | (10413/146578, 147 it/s) [1m16s:15m25s] 7% |██ | (10414/146578, 147 it/s) [1m16s:15m25s] 7% |██ | (10421/146578, 143 it/s) [1m16s:15m53s] 7% |██ | (10438/146578, 143 it/s) [1m16s:15m53s] 7% |██ | (10452/146578, 143 it/s) [1m16s:15m53s] 7% |██ | (10457/146578, 143 it/s) [1m16s:15m53s] 7% |██ | (10468/146578, 139 it/s) [1m16s:16m22s] 7% |██ | (10472/146578, 139 it/s) [1m16s:16m22s] 7% |██ | (10477/146578, 139 it/s) [1m17s:16m22s] 7% |██ | (10481/146578, 139 it/s) [1m17s:16m22s] 7% |██ | (10487/146578, 139 it/s) [1m17s:16m22s] 7% |██ | (10491/146578, 126 it/s) [1m17s:17m55s] 7% |██ | (10496/146578, 126 it/s) [1m17s:17m55s] 7% |██ | (10500/146578, 126 it/s) [1m17s:17m55s] 7% |██ | (10515/146578, 126 it/s) [1m17s:17m55s] 7% |██ | (10528/146578, 126 it/s) [1m17s:17m55s] 7% |██ | (10539/146578, 126 it/s) [1m17s:17m55s] 7% |██ | (10551/146578, 126 it/s) [1m17s:17m55s] 7% |██ | (10563/146578, 130 it/s) [1m17s:17m26s] 7% |██ | (10578/146578, 130 it/s) [1m18s:17m26s] 7% |██ | (10591/146578, 130 it/s) [1m18s:17m26s] 7% |██ | (10607/146578, 130 it/s) [1m18s:17m26s] 7% |██ | (10619/146578, 130 it/s) [1m18s:17m26s] 7% |██ | (10633/146578, 130 it/s) [1m18s:17m26s] 7% |██ | (10648/146578, 130 it/s) [1m18s:17m26s] 7% |██ | (10663/146578, 133 it/s) [1m18s:17m0s] 7% |██ | (10676/146578, 133 it/s) [1m18s:17m0s] 7% |██ | (10692/146578, 133 it/s) [1m18s:17m0s] 7% |██ | (10706/146578, 133 it/s) [1m18s:16m59s] 7% |██ | (10720/146578, 133 it/s) [1m18s:16m59s] 7% |██ | (10735/146578, 133 it/s) [1m18s:16m59s] 7% |██ | (10747/146578, 133 it/s) [1m18s:16m59s] 7% |██ | (10764/146578, 144 it/s) [1m18s:15m45s] 7% |██ | (10779/146578, 144 it/s) [1m18s:15m45s] 7% |██ | (10789/146578, 144 it/s) [1m19s:15m45s] 7% |██ | (10794/146578, 144 it/s) [1m19s:15m45s] 7% |██ | (10795/146578, 144 it/s) [1m19s:15m43s] 7% |██ | (10801/146578, 144 it/s) [1m19s:15m43s] 7% |██ | (10802/146578, 144 it/s) [1m19s:15m43s] 7% |██ | (10817/146578, 144 it/s) [1m19s:15m43s] 7% |██ | (10833/146578, 144 it/s) [1m19s:15m43s] 7% |██ | (10843/146578, 132 it/s) [1m20s:17m10s] 7% |██ | (10850/146578, 132 it/s) [1m20s:17m10s] 7% |██ | (10865/146578, 132 it/s) [1m20s:17m10s] 7% |██ | (10880/146578, 132 it/s) [1m20s:17m9s] 7% |██ | (10898/146578, 132 it/s) [1m20s:17m9s] 7% |██ | (10914/146578, 132 it/s) [1m20s:17m9s] 7% |██ | (10931/146578, 130 it/s) [1m20s:17m20s] 7% |██ | (10945/146578, 130 it/s) [1m20s:17m20s] 7% |██ | (10956/146578, 130 it/s) [1m20s:17m19s] 7% |██ | (10962/146578, 130 it/s) [1m20s:17m19s] 7% |██ | (10978/146578, 130 it/s) [1m20s:17m19s] 7% |██ | (10994/146578, 130 it/s) [1m20s:17m19s] 7% |██ | (11010/146578, 129 it/s) [1m21s:17m32s] 7% |██ | (11027/146578, 129 it/s) [1m21s:17m32s] 7% |██ | (11029/146578, 129 it/s) [1m21s:17m32s] 7% |██ | (11041/146578, 129 it/s) [1m21s:17m32s] 7% |██ | (11056/146578, 129 it/s) [1m21s:17m32s] 7% |██ | (11070/146578, 126 it/s) [1m21s:17m58s] 7% |██ | (11074/146578, 126 it/s) [1m21s:17m58s] 7% |██ | (11085/146578, 126 it/s) [1m21s:17m58s] 7% |██ | (11089/146578, 126 it/s) [1m21s:17m58s] 7% |██ | (11105/146578, 125 it/s) [1m22s:18m7s] 7% |██ | (11122/146578, 125 it/s) [1m22s:18m7s] 7% |██ | (11137/146578, 125 it/s) [1m22s:18m6s] 7% |██ | (11152/146578, 125 it/s) [1m22s:18m6s] 7% |██ | (11168/146578, 125 it/s) [1m22s:18m6s] 7% |██ | (11180/146578, 125 it/s) [1m22s:18m6s] 7% |██ | (11195/146578, 125 it/s) [1m22s:18m6s] 7% |██ | (11212/146578, 142 it/s) [1m22s:15m53s] 7% |██ | (11227/146578, 142 it/s) [1m22s:15m53s] 7% |██ | (11244/146578, 142 it/s) [1m22s:15m53s] 7% |██ | (11259/146578, 142 it/s) [1m22s:15m53s] 7% |██ | (11273/146578, 142 it/s) [1m22s:15m53s] 7% |██ | (11281/146578, 142 it/s) [1m23s:15m53s] 7% |██ | (11282/146578, 142 it/s) [1m23s:15m54s] 7% |██ | (11297/146578, 142 it/s) [1m23s:15m54s] 7% |██ | (11312/146578, 142 it/s) [1m23s:15m54s] 7% |██ | (11328/146578, 142 it/s) [1m23s:15m53s] 7% |██ | (11342/146578, 142 it/s) [1m23s:15m53s] 7% |██ | (11356/146578, 142 it/s) [1m23s:15m53s] 7% |██ | (11362/146578, 137 it/s) [1m23s:16m29s] 7% |██ | (11377/146578, 137 it/s) [1m23s:16m29s] 7% |██ | (11393/146578, 137 it/s) [1m23s:16m29s] 7% |██ | (11408/146578, 137 it/s) [1m23s:16m29s] 7% |██ | (11424/146578, 137 it/s) [1m23s:16m28s] 7% |██ | (11439/146578, 137 it/s) [1m23s:16m28s] 7% |██ | (11450/146578, 137 it/s) [1m24s:16m28s] 7% |██ | (11465/146578, 137 it/s) [1m24s:16m28s] 7% |██ | (11467/146578, 132 it/s) [1m24s:17m3s] 7% |██ | (11477/146578, 132 it/s) [1m24s:17m3s] 7% |██ | (11494/146578, 132 it/s) [1m24s:17m3s] 7% |██ | (11505/146578, 132 it/s) [1m24s:17m3s] 7% |██ | (11520/146578, 132 it/s) [1m24s:17m3s] 7% |██ | (11534/146578, 132 it/s) [1m24s:17m3s] 7% |██ | (11550/146578, 132 it/s) 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[1m48s:14m40s] 10% |███ | (14762/146578, 150 it/s) [1m48s:14m40s] 10% |███ | (14776/146578, 150 it/s) [1m48s:14m40s] 10% |███ | (14789/146578, 150 it/s) [1m48s:14m40s] 10% |███ | (14803/146578, 150 it/s) [1m48s:14m40s] 10% |███ | (14817/146578, 149 it/s) [1m48s:14m43s] 10% |███ | (14827/146578, 149 it/s) [1m48s:14m43s] 10% |███ | (14841/146578, 149 it/s) [1m48s:14m43s] 10% |███ | (14855/146578, 149 it/s) [1m48s:14m42s] 10% |███ | (14870/146578, 149 it/s) [1m48s:14m42s] 10% |███ | (14884/146578, 149 it/s) [1m48s:14m42s] 10% |███ | (14898/146578, 149 it/s) [1m48s:14m42s] 10% |███ | (14906/146578, 146 it/s) [1m48s:14m59s] 10% |███ | (14922/146578, 146 it/s) [1m49s:14m59s] 10% |███ | (14931/146578, 146 it/s) [1m49s:14m59s] 10% |███ | (14945/146578, 146 it/s) [1m49s:14m59s] 10% |███ | (14955/146578, 146 it/s) [1m49s:14m59s] 10% |███ | (14970/146578, 146 it/s) [1m49s:14m59s] 10% |███ | (14982/146578, 146 it/s) [1m49s:14m59s] 10% |███ | (14991/146578, 142 it/s) [1m49s:15m28s] 10% |███ | (15005/146578, 142 it/s) [1m49s:15m28s] 10% |███ | (15018/146578, 142 it/s) [1m50s:15m28s] 10% |███ | (15029/146578, 142 it/s) [1m50s:15m28s] 10% |███ | (15036/146578, 142 it/s) [1m50s:15m28s] 10% |███ | (15051/146578, 147 it/s) [1m50s:14m52s] 10% |███ | (15065/146578, 147 it/s) [1m50s:14m52s] 10% |███ | (15081/146578, 147 it/s) [1m50s:14m52s] 10% |███ | (15096/146578, 147 it/s) [1m50s:14m52s] 10% |███ | (15110/146578, 147 it/s) [1m50s:14m52s] 10% |███ | (15122/146578, 147 it/s) [1m50s:14m51s] 10% |███ | (15136/146578, 147 it/s) [1m50s:14m51s] 10% |███ | (15150/146578, 147 it/s) [1m50s:14m51s] 10% |███ | (15165/146578, 151 it/s) [1m50s:14m29s] 10% |███ | (15177/146578, 151 it/s) [1m50s:14m29s] 10% |███ | (15192/146578, 151 it/s) [1m51s:14m29s] 10% |███ | (15204/146578, 151 it/s) [1m51s:14m29s] 10% |███ | (15218/146578, 151 it/s) [1m51s:14m29s] 10% |███ | (15233/146578, 151 it/s) [1m51s:14m29s] 10% |███ | (15245/146578, 156 it/s) [1m51s:14m3s] 10% |███ | (15246/146578, 156 it/s) [1m51s:14m3s] 10% |███ | (15257/146578, 156 it/s) [1m51s:14m3s] 10% |███ | (15271/146578, 156 it/s) [1m51s:14m3s] 10% |███ | (15281/146578, 156 it/s) [1m51s:14m3s] 10% |███ | (15292/146578, 156 it/s) [1m51s:14m3s] 10% |███ | (15302/146578, 160 it/s) [1m51s:13m41s] 10% |███ | (15303/146578, 160 it/s) [1m52s:13m40s] 10% |███ | (15312/146578, 160 it/s) [1m52s:13m40s] 10% |███ | (15315/146578, 160 it/s) [1m52s:13m40s] 10% |███ | (15320/146578, 160 it/s) [1m52s:13m40s] 10% |███ | (15323/146578, 144 it/s) [1m52s:15m11s] 10% |███ | (15338/146578, 144 it/s) [1m52s:15m11s] 10% |███ | (15353/146578, 144 it/s) [1m52s:15m11s] 10% |███ | (15365/146578, 144 it/s) [1m52s:15m11s] 10% |███ | (15381/146578, 144 it/s) [1m52s:15m11s] 10% |███ | (15394/146578, 144 it/s) [1m52s:15m11s] 10% |███ | (15395/146578, 136 it/s) [1m53s:16m1s] 10% |███ | (15408/146578, 136 it/s) [1m53s:16m1s] 10% |███ | (15420/146578, 136 it/s) [1m53s:16m1s] 10% |███ | (15430/146578, 136 it/s) [1m53s:16m1s] 10% |███ | (15443/146578, 136 it/s) [1m53s:16m0s] 10% |███ | (15458/146578, 136 it/s) [1m53s:16m0s] 10% |███ | (15461/146578, 130 it/s) [1m53s:16m46s] 10% |███ | (15468/146578, 130 it/s) [1m53s:16m46s] 10% |███ | (15484/146578, 130 it/s) [1m53s:16m46s] 10% |███ | (15498/146578, 130 it/s) [1m53s:16m46s] 10% |███ | (15512/146578, 130 it/s) [1m53s:16m46s] 10% |███ | (15528/146578, 130 it/s) [1m53s:16m46s] 10% |███ | (15543/146578, 130 it/s) [1m53s:16m46s] 10% |███ | (15557/146578, 137 it/s) [1m54s:15m56s] 10% |███ | (15568/146578, 137 it/s) [1m54s:15m56s] 10% |███ | (15569/146578, 137 it/s) [1m54s:15m56s] 10% |███ | (15586/146578, 137 it/s) [1m54s:15m56s] 10% |███ | (15603/146578, 137 it/s) [1m54s:15m55s] 10% |███ | (15618/146578, 137 it/s) [1m54s:15m55s] 10% |███ | (15632/146578, 131 it/s) [1m54s:16m37s] 10% |███ | (15643/146578, 131 it/s) [1m54s:16m37s] 10% |███ | (15656/146578, 128 it/s) [1m55s:17m4s] 10% |███ | (15671/146578, 128 it/s) [1m55s:17m4s] 10% |███ | (15679/146578, 128 it/s) [1m55s:17m4s] 10% |███ | 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10% |███ | (15950/146578, 115 it/s) [1m57s:18m55s] 10% |███ | (15965/146578, 125 it/s) [1m57s:17m22s] 10% |███ | (15984/146578, 125 it/s) [1m57s:17m22s] 10% |███ | (16001/146578, 125 it/s) [1m57s:17m22s] 10% |███ | (16020/146578, 125 it/s) [1m57s:17m21s] 10% |███ | (16038/146578, 125 it/s) [1m57s:17m21s] 10% |███ | (16056/146578, 125 it/s) [1m57s:17m21s] 10% |███ | (16073/146578, 125 it/s) [1m57s:17m21s] 10% |███ | (16089/146578, 146 it/s) [1m57s:14m51s] 10% |███ | (16107/146578, 146 it/s) [1m57s:14m51s] 11% |███ | (16127/146578, 146 it/s) [1m57s:14m51s] 11% |███ | (16145/146578, 146 it/s) [1m57s:14m51s] 11% |███ | (16158/146578, 146 it/s) [1m58s:14m51s] 11% |███ | (16159/146578, 148 it/s) [1m58s:14m41s] 11% |███ | (16176/146578, 148 it/s) [1m58s:14m41s] 11% |███ | (16194/146578, 148 it/s) [1m58s:14m41s] 11% |███ | (16213/146578, 148 it/s) [1m58s:14m41s] 11% |███ | (16231/146578, 148 it/s) [1m58s:14m40s] 11% |███ | (16241/146578, 148 it/s) [1m58s:14m40s] 11% |███ | (16244/146578, 152 it/s) [1m58s:14m17s] 11% |███ | (16263/146578, 152 it/s) [1m58s:14m17s] 11% |███ | (16280/146578, 152 it/s) [1m58s:14m17s] 11% |███ | (16298/146578, 152 it/s) [1m58s:14m17s] 11% |███ | (16317/146578, 152 it/s) [1m59s:14m17s] 11% |███ | (16337/146578, 152 it/s) [1m59s:14m17s] 11% |███ | (16356/146578, 152 it/s) [1m59s:14m16s] 11% |███ | (16376/146578, 152 it/s) [1m59s:14m16s] 11% |███ | (16394/146578, 161 it/s) [1m59s:13m27s] 11% |███ | (16408/146578, 161 it/s) [1m59s:13m27s] 11% |███ | (16419/146578, 161 it/s) [1m59s:13m26s] 11% |███ | (16435/146578, 161 it/s) [1m59s:13m26s] 11% |███ | (16448/146578, 161 it/s) [1m59s:13m26s] 11% |███ | (16465/146578, 161 it/s) [1m59s:13m26s] 11% |███ | (16468/146578, 163 it/s) [1m59s:13m19s] 11% |███ | (16469/146578, 163 it/s) [2m0s:13m19s] 11% |███ | (16486/146578, 163 it/s) [2m0s:13m18s] 11% |███ | (16493/146578, 162 it/s) [2m0s:13m25s] 11% |███ | (16502/146578, 162 it/s) [2m0s:13m25s] 11% |███ | (16508/146578, 162 it/s) [2m0s:13m25s] 11% |███ | (16528/146578, 162 it/s) [2m0s:13m25s] 11% |███ | (16546/146578, 162 it/s) [2m0s:13m25s] 11% |███ | (16566/146578, 162 it/s) [2m0s:13m24s] 11% |███ | (16585/146578, 169 it/s) [2m0s:12m50s] 11% |███ | (16603/146578, 169 it/s) [2m0s:12m50s] 11% |███ | (16623/146578, 169 it/s) [2m0s:12m50s] 11% |███ | (16643/146578, 169 it/s) [2m1s:12m50s] 11% |███ | (16657/146578, 169 it/s) [2m1s:12m50s] 11% |███ | (16676/146578, 169 it/s) [2m1s:12m50s] 11% |███ | (16691/146578, 169 it/s) [2m1s:12m50s] 11% |███ | (16710/146578, 185 it/s) [2m1s:11m41s] 11% |███ | (16711/146578, 185 it/s) [2m1s:11m41s] 11% |███ | (16732/146578, 185 it/s) [2m1s:11m41s] 11% |███ | (16752/146578, 185 it/s) [2m1s:11m41s] 11% |███ | (16772/146578, 185 it/s) [2m1s:11m40s] 11% |███ | (16793/146578, 185 it/s) [2m1s:11m40s] 11% |███ | (16809/146578, 186 it/s) [2m1s:11m36s] 11% |███ | (16821/146578, 186 it/s) [2m2s:11m36s] 11% |███ | (16842/146578, 186 it/s) [2m2s:11m36s] 11% |███ | (16863/146578, 186 it/s) [2m2s:11m36s] 11% |███ | (16880/146578, 186 it/s) [2m2s:11m35s] 11% |███ | (16899/146578, 184 it/s) [2m2s:11m46s] 11% |███ | (16909/146578, 184 it/s) [2m2s:11m46s] 11% |███ | (16910/146578, 184 it/s) [2m2s:11m46s] 11% |███ | (16918/146578, 184 it/s) [2m2s:11m46s] 11% |███ | (16936/146578, 184 it/s) [2m2s:11m46s] 11% |███ | (16955/146578, 184 it/s) [2m2s:11m46s] 11% |███ | (16956/146578, 170 it/s) [2m2s:12m41s] 11% |███ | (16973/146578, 170 it/s) [2m3s:12m41s] 11% |███ | (16979/146578, 170 it/s) [2m3s:12m41s] 11% |███ | (16996/146578, 170 it/s) [2m3s:12m41s] 11% |███ | (17012/146578, 170 it/s) [2m3s:12m41s] 11% |███ | (17029/146578, 168 it/s) [2m3s:12m51s] 11% |███ | (17045/146578, 168 it/s) [2m3s:12m51s] 11% |███ | (17057/146578, 168 it/s) [2m3s:12m51s] 11% |███ | (17072/146578, 168 it/s) [2m3s:12m50s] 11% |███ | (17078/146578, 168 it/s) [2m3s:12m50s] 11% |███ | (17092/146578, 163 it/s) [2m3s:13m12s] 11% |███ | (17113/146578, 163 it/s) [2m3s:13m12s] 11% |███ | (17129/146578, 163 it/s) [2m4s:13m12s] 11% |███ | (17147/146578, 163 it/s) [2m4s:13m12s] 11% |███ | (17162/146578, 163 it/s) [2m4s:13m12s] 11% |███ | (17163/146578, 163 it/s) [2m4s:13m12s] 11% |███ | (17183/146578, 154 it/s) [2m4s:13m59s] 11% |███ | (17204/146578, 154 it/s) [2m4s:13m58s] 11% |███ | (17226/146578, 154 it/s) [2m4s:13m58s] 11% |███ | (17244/146578, 154 it/s) [2m4s:13m58s] 11% |███ | (17257/146578, 154 it/s) [2m4s:13m58s] 11% |███ | (17266/146578, 154 it/s) [2m4s:13m58s] 11% |███ | (17286/146578, 160 it/s) [2m4s:13m29s] 11% |███ | (17302/146578, 160 it/s) [2m5s:13m29s] 11% |███ | (17304/146578, 160 it/s) [2m5s:13m29s] 11% |███ | (17305/146578, 159 it/s) [2m5s:13m32s] 11% |███ | (17325/146578, 159 it/s) [2m5s:13m32s] 11% |███ | (17344/146578, 159 it/s) [2m5s:13m32s] 11% |███ | (17365/146578, 159 it/s) [2m5s:13m32s] 11% |███ | (17385/146578, 159 it/s) [2m5s:13m31s] 11% |███ | (17403/146578, 159 it/s) [2m5s:13m31s] 11% |███ | (17406/146578, 159 it/s) [2m5s:13m31s] 11% |███ | (17419/146578, 162 it/s) [2m6s:13m16s] 11% |███ | 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(17771/146578, 168 it/s) [2m7s:12m45s] 12% |███ | (17790/146578, 168 it/s) [2m7s:12m45s] 12% |███ | (17807/146578, 168 it/s) [2m7s:12m45s] 12% |███ | (17824/146578, 168 it/s) [2m7s:12m45s] 12% |███ | (17835/146578, 168 it/s) [2m7s:12m45s] 12% |███ | (17852/146578, 168 it/s) [2m7s:12m45s] 12% |███ | (17863/146578, 168 it/s) [2m8s:12m45s] 12% |███ | (17880/146578, 168 it/s) [2m8s:12m45s] 12% |███ | (17896/146578, 180 it/s) [2m8s:11m54s] 12% |███ | (17912/146578, 180 it/s) [2m8s:11m54s] 12% |███ | (17931/146578, 180 it/s) [2m8s:11m53s] 12% |███ | (17952/146578, 180 it/s) [2m8s:11m53s] 12% |███ | (17971/146578, 180 it/s) [2m8s:11m53s] 12% |███ | (17990/146578, 180 it/s) [2m8s:11m53s] 12% |███ | (18008/146578, 190 it/s) [2m8s:11m15s] 12% |███ | (18027/146578, 190 it/s) [2m8s:11m15s] 12% |███ | (18043/146578, 190 it/s) [2m8s:11m15s] 12% |███ | (18058/146578, 190 it/s) [2m8s:11m15s] 12% |███ | (18059/146578, 190 it/s) [2m9s:11m15s] 12% |███ | (18074/146578, 190 it/s) [2m9s:11m15s] 12% |███ | 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[2m13s:13m5s] 12% |███ | (18649/146578, 163 it/s) [2m13s:13m4s] 12% |███ | (18663/146578, 163 it/s) [2m13s:13m4s] 12% |███ | (18676/146578, 163 it/s) [2m13s:13m4s] 12% |███ | (18692/146578, 163 it/s) [2m13s:13m4s] 12% |███ | (18704/146578, 163 it/s) [2m13s:13m4s] 12% |███ | (18720/146578, 163 it/s) [2m13s:13m4s] 12% |███ | (18732/146578, 163 it/s) [2m13s:13m4s] 12% |███ | (18747/146578, 160 it/s) [2m13s:13m19s] 12% |███ | (18750/146578, 160 it/s) [2m13s:13m19s] 12% |███ | (18756/146578, 160 it/s) [2m13s:13m19s] 12% |███ | (18772/146578, 160 it/s) [2m14s:13m19s] 12% |███ | (18788/146578, 148 it/s) [2m14s:14m25s] 12% |███ | (18792/146578, 148 it/s) [2m14s:14m24s] 12% |███ | (18809/146578, 148 it/s) [2m14s:14m24s] 12% |███ | (18826/146578, 148 it/s) [2m14s:14m24s] 12% |███ | (18841/146578, 148 it/s) [2m14s:14m24s] 12% |███ | (18845/146578, 144 it/s) [2m14s:14m45s] 12% |███ | (18861/146578, 144 it/s) [2m14s:14m44s] 12% |███ | (18876/146578, 144 it/s) [2m14s:14m44s] 12% |███ | 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(23941/146578, 138 it/s) [2m48s:14m45s] 16% |████ | (23947/146578, 138 it/s) [2m48s:14m45s] 16% |████ | (23952/146578, 138 it/s) [2m49s:14m45s] 16% |████ | (23969/146578, 138 it/s) [2m49s:14m45s] 16% |████ | (23987/146578, 138 it/s) [2m49s:14m45s] 16% |█████ | (24001/146578, 145 it/s) [2m49s:14m7s] 16% |█████ | (24020/146578, 145 it/s) [2m49s:14m7s] 16% |█████ | (24034/146578, 145 it/s) [2m49s:14m7s] 16% |█████ | (24053/146578, 145 it/s) [2m49s:14m7s] 16% |█████ | (24071/146578, 145 it/s) [2m49s:14m7s] 16% |█████ | (24089/146578, 145 it/s) [2m49s:14m7s] 16% |█████ | (24107/146578, 145 it/s) [2m49s:14m6s] 16% |█████ | (24125/146578, 145 it/s) [2m49s:14m6s] 16% |████ | (24142/146578, 153 it/s) [2m49s:13m21s] 16% |████ | (24160/146578, 153 it/s) [2m49s:13m21s] 16% |████ | (24177/146578, 153 it/s) [2m49s:13m21s] 16% |████ | (24193/146578, 153 it/s) [2m49s:13m20s] 16% |████ | (24211/146578, 153 it/s) [2m50s:13m20s] 16% |████ | (24228/146578, 153 it/s) [2m50s:13m20s] 16% |█████ | (24245/146578, 155 it/s) [2m50s:13m7s] 16% |█████ | (24261/146578, 155 it/s) [2m50s:13m7s] 16% |█████ | (24279/146578, 155 it/s) [2m50s:13m7s] 16% |█████ | (24291/146578, 155 it/s) [2m50s:13m7s] 16% |█████ | (24302/146578, 155 it/s) [2m50s:13m7s] 16% |█████ | (24303/146578, 155 it/s) [2m50s:13m7s] 16% |████ | (24320/146578, 148 it/s) [2m50s:13m46s] 16% |████ | (24338/146578, 148 it/s) [2m50s:13m46s] 16% |████ | (24356/146578, 148 it/s) [2m50s:13m46s] 16% |████ | (24371/146578, 148 it/s) [2m50s:13m46s] 16% |████ | (24381/146578, 148 it/s) [2m51s:13m46s] 16% |████ | (24382/146578, 148 it/s) [2m51s:13m46s] 16% |████ | (24383/146578, 137 it/s) [2m51s:14m50s] 16% |████ | (24384/146578, 137 it/s) [2m51s:14m50s] 16% |████ | (24387/146578, 137 it/s) [2m51s:14m50s] 16% |████ | (24404/146578, 137 it/s) [2m51s:14m50s] 16% |████ | (24419/146578, 137 it/s) [2m51s:14m50s] 16% |████ | (24430/146578, 137 it/s) [2m51s:14m50s] 16% |████ | (24431/146578, 139 it/s) [2m51s:14m40s] 16% |████ | (24439/146578, 139 it/s) [2m52s:14m40s] 16% |████ | (24453/146578, 139 it/s) [2m52s:14m40s] 16% |████ | (24469/146578, 139 it/s) [2m52s:14m40s] 16% |████ | (24482/146578, 139 it/s) [2m52s:14m39s] 16% |████ | (24496/146578, 139 it/s) [2m52s:14m39s] 16% |████ | (24512/146578, 139 it/s) [2m52s:14m39s] 16% |████ | (24524/146578, 147 it/s) [2m52s:13m47s] 16% |████ | (24536/146578, 147 it/s) [2m52s:13m47s] 16% |████ | (24542/146578, 147 it/s) [2m52s:13m47s] 16% |████ | (24556/146578, 147 it/s) [2m52s:13m47s] 16% |████ | (24571/146578, 147 it/s) [2m52s:13m47s] 16% |████ | (24588/146578, 150 it/s) [2m52s:13m31s] 16% |████ | (24605/146578, 150 it/s) [2m53s:13m31s] 16% |████ | (24617/146578, 150 it/s) [2m53s:13m31s] 16% |████ | (24634/146578, 150 it/s) [2m53s:13m31s] 16% |████ | (24653/146578, 150 it/s) [2m53s:13m31s] 16% |█████ | (24672/146578, 155 it/s) [2m53s:13m6s] 16% |█████ | (24685/146578, 155 it/s) [2m53s:13m6s] 16% |█████ | (24694/146578, 155 it/s) [2m53s:13m6s] 16% |█████ | (24695/146578, 155 it/s) [2m53s:13m6s] 16% |█████ | (24712/146578, 155 it/s) [2m53s:13m5s] 16% |█████ | (24728/146578, 155 it/s) [2m53s:13m5s] 16% |█████ | (24747/146578, 156 it/s) [2m53s:13m1s] 16% |█████ | (24765/146578, 156 it/s) [2m54s:13m1s] 16% |█████ | (24782/146578, 156 it/s) [2m54s:13m1s] 16% |█████ | (24798/146578, 156 it/s) [2m54s:13m0s] 16% |█████ | (24816/146578, 156 it/s) [2m54s:13m0s] 16% |█████ | (24831/146578, 156 it/s) [2m54s:13m0s] 16% |█████ | (24847/146578, 156 it/s) [2m54s:13m0s] 16% |█████ | (24861/146578, 167 it/s) [2m54s:12m8s] 16% |█████ | (24875/146578, 167 it/s) [2m54s:12m8s] 16% |█████ | (24890/146578, 167 it/s) [2m54s:12m8s] 16% |█████ | (24906/146578, 167 it/s) [2m54s:12m8s] 17% |█████ | (24921/146578, 167 it/s) [2m54s:12m7s] 17% |█████ | (24937/146578, 167 it/s) [2m54s:12m7s] 17% |█████ | (24950/146578, 160 it/s) [2m54s:12m40s] 17% |█████ | (24961/146578, 160 it/s) [2m55s:12m40s] 17% |█████ | (24974/146578, 160 it/s) [2m55s:12m40s] 17% |█████ | (24988/146578, 160 it/s) [2m55s:12m39s] 17% |█████ | (25002/146578, 160 it/s) [2m55s:12m39s] 17% |█████ | (25017/146578, 160 it/s) [2m55s:12m39s] 17% |█████ | (25030/146578, 160 it/s) [2m55s:12m39s] 17% |█████ | (25044/146578, 160 it/s) [2m55s:12m39s] 17% |█████ | (25053/146578, 156 it/s) [2m55s:13m0s] 17% |█████ | (25072/146578, 156 it/s) [2m55s:13m0s] 17% |█████ | (25089/146578, 156 it/s) [2m55s:12m59s] 17% |█████ | (25108/146578, 156 it/s) [2m55s:12m59s] 17% |█████ | (25120/146578, 156 it/s) [2m55s:12m59s] 17% |█████ | (25138/146578, 156 it/s) [2m55s:12m59s] 17% |█████ | (25150/146578, 156 it/s) [2m55s:12m59s] 17% |█████ | (25167/146578, 164 it/s) [2m55s:12m20s] 17% |█████ | (25182/146578, 164 it/s) [2m56s:12m20s] 17% |█████ | (25193/146578, 164 it/s) [2m56s:12m20s] 17% |█████ | (25209/146578, 164 it/s) [2m56s:12m20s] 17% |█████ | (25227/146578, 164 it/s) [2m56s:12m19s] 17% |█████ | (25245/146578, 168 it/s) [2m56s:12m2s] 17% |█████ | (25251/146578, 168 it/s) [2m56s:12m2s] 17% |█████ 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(26049/146578, 152 it/s) [3m1s:13m10s] 17% |█████ | (26059/146578, 152 it/s) [3m1s:13m10s] 17% |█████ | (26075/146578, 152 it/s) [3m1s:13m10s] 17% |█████ | (26088/146578, 152 it/s) [3m1s:13m10s] 17% |█████ | (26104/146578, 152 it/s) [3m2s:13m10s] 17% |█████ | (26117/146578, 152 it/s) [3m2s:13m9s] 17% |█████ | (26132/146578, 152 it/s) [3m2s:13m9s] 17% |█████ | (26149/146578, 171 it/s) [3m2s:11m44s] 17% |█████ | (26161/146578, 171 it/s) [3m2s:11m44s] 17% |█████ | (26177/146578, 171 it/s) [3m2s:11m43s] 17% |█████ | (26187/146578, 171 it/s) [3m2s:11m43s] 17% |█████ | (26200/146578, 171 it/s) [3m2s:11m43s] 17% |█████ | (26201/146578, 171 it/s) [3m2s:11m43s] 17% |█████ | (26216/146578, 159 it/s) [3m2s:12m36s] 17% |█████ | (26232/146578, 159 it/s) [3m2s:12m36s] 17% |█████ | (26247/146578, 159 it/s) [3m2s:12m36s] 17% |█████ | (26263/146578, 159 it/s) [3m2s:12m36s] 17% |█████ | (26280/146578, 159 it/s) [3m3s:12m36s] 17% |█████ | (26295/146578, 159 it/s) [3m3s:12m36s] 17% |█████ | (26309/146578, 159 it/s) [3m3s:12m36s] 17% |█████ | (26321/146578, 171 it/s) [3m3s:11m43s] 17% |█████ | (26326/146578, 171 it/s) [3m3s:11m43s] 17% |█████ | (26331/146578, 171 it/s) [3m3s:11m43s] 17% |█████ | (26335/146578, 151 it/s) [3m3s:13m16s] 17% |█████ | (26341/146578, 151 it/s) [3m3s:13m16s] 17% |█████ | (26347/146578, 151 it/s) [3m3s:13m16s] 17% |█████ | (26357/146578, 151 it/s) [3m4s:13m16s] 17% |█████ | (26369/146578, 145 it/s) [3m4s:13m49s] 17% |█████ | (26384/146578, 145 it/s) [3m4s:13m48s] 18% |█████ | (26401/146578, 145 it/s) [3m4s:13m48s] 18% |█████ | (26415/146578, 145 it/s) [3m4s:13m48s] 18% |█████ | (26424/146578, 145 it/s) [3m4s:13m48s] 18% |█████ | (26431/146578, 145 it/s) [3m4s:13m48s] 18% |█████ | (26443/146578, 151 it/s) [3m4s:13m15s] 18% |█████ | (26454/146578, 151 it/s) [3m4s:13m15s] 18% |█████ | (26470/146578, 151 it/s) [3m4s:13m14s] 18% |█████ | (26487/146578, 151 it/s) [3m5s:13m14s] 18% |█████ | (26503/146578, 151 it/s) [3m5s:13m14s] 18% |█████ | (26507/146578, 144 it/s) [3m5s:13m56s] 18% |█████ | (26522/146578, 144 it/s) [3m5s:13m56s] 18% |█████ | (26538/146578, 144 it/s) [3m5s:13m56s] 18% |█████ | (26553/146578, 144 it/s) [3m5s:13m56s] 18% |█████ | (26570/146578, 144 it/s) [3m5s:13m56s] 18% |█████ | (26582/146578, 144 it/s) [3m5s:13m56s] 18% |█████ | (26597/146578, 144 it/s) [3m5s:13m55s] 18% |█████ | (26609/146578, 144 it/s) [3m5s:13m55s] 18% |█████ | (26624/146578, 151 it/s) [3m5s:13m16s] 18% |█████ | (26636/146578, 151 it/s) [3m5s:13m16s] 18% |█████ | (26652/146578, 151 it/s) [3m6s:13m16s] 18% |█████ | (26670/146578, 151 it/s) [3m6s:13m16s] 18% |█████ | (26690/146578, 151 it/s) [3m6s:13m16s] 18% |█████ | (26708/146578, 151 it/s) [3m6s:13m15s] 18% |█████ | (26723/146578, 151 it/s) [3m6s:13m15s] 18% |█████ | (26742/146578, 157 it/s) [3m6s:12m41s] 18% |█████ | (26756/146578, 157 it/s) [3m6s:12m41s] 18% |█████ | (26772/146578, 157 it/s) [3m6s:12m40s] 18% |█████ | (26786/146578, 157 it/s) [3m6s:12m40s] 18% |█████ | (26791/146578, 157 it/s) [3m6s:12m40s] 18% |█████ | (26805/146578, 149 it/s) [3m6s:13m23s] 18% |█████ | (26820/146578, 149 it/s) [3m6s:13m23s] 18% |█████ | (26834/146578, 149 it/s) [3m7s:13m23s] 18% |█████ | (26837/146578, 149 it/s) [3m7s:13m23s] 18% |█████ | (26855/146578, 149 it/s) [3m7s:13m23s] 18% |█████ | (26873/146578, 141 it/s) [3m7s:14m7s] 18% |█████ | (26890/146578, 141 it/s) [3m7s:14m7s] 18% |█████ | (26905/146578, 141 it/s) [3m7s:14m7s] 18% |█████ | (26911/146578, 141 it/s) [3m7s:14m7s] 18% |█████ | (26923/146578, 141 it/s) [3m7s:14m7s] 18% |█████ | (26929/146578, 140 it/s) [3m7s:14m14s] 18% |█████ | (26944/146578, 140 it/s) [3m8s:14m14s] 18% |█████ | (26960/146578, 140 it/s) [3m8s:14m14s] 18% |█████ | (26975/146578, 140 it/s) [3m8s:14m14s] 18% |█████ | (26989/146578, 140 it/s) [3m8s:14m13s] 18% |█████ | (27000/146578, 140 it/s) [3m8s:14m13s] 18% |█████ | (27013/146578, 140 it/s) [3m8s:14m13s] 18% |█████ | (27025/146578, 140 it/s) [3m8s:14m13s] 18% |█████ | (27027/146578, 132 it/s) [3m8s:15m4s] 18% |█████ | (27039/146578, 132 it/s) [3m8s:15m4s] 18% |█████ | (27056/146578, 132 it/s) [3m8s:15m4s] 18% |█████ | (27074/146578, 132 it/s) [3m8s:15m3s] 18% |█████ | (27091/146578, 132 it/s) [3m8s:15m3s] 18% |█████ | (27106/146578, 132 it/s) [3m8s:15m3s] 18% |█████ | (27122/146578, 132 it/s) [3m9s:15m3s] 18% |█████ | (27125/146578, 147 it/s) [3m9s:13m32s] 18% |█████ | (27134/146578, 147 it/s) [3m9s:13m32s] 18% |█████ | (27135/146578, 147 it/s) [3m9s:13m32s] 18% |█████ | (27152/146578, 147 it/s) [3m9s:13m32s] 18% |█████ | (27169/146578, 147 it/s) [3m9s:13m32s] 18% |█████ | (27174/146578, 147 it/s) [3m9s:13m32s] 18% |█████ | (27189/146578, 152 it/s) [3m9s:13m6s] 18% |█████ | (27195/146578, 152 it/s) [3m9s:13m6s] 18% |█████ | (27215/146578, 152 it/s) [3m9s:13m6s] 18% |█████ | (27235/146578, 152 it/s) [3m9s:13m5s] 18% |█████ | (27255/146578, 152 it/s) [3m10s:13m5s] 18% |█████ | (27268/146578, 152 it/s) [3m10s:13m5s] 18% |█████ | (27280/146578, 152 it/s) [3m10s:13m5s] 18% |█████ | (27297/146578, 159 it/s) [3m10s:12m31s] 18% |█████ | (27312/146578, 159 it/s) [3m10s:12m31s] 18% |█████ | (27329/146578, 159 it/s) [3m10s:12m31s] 18% |█████ | (27346/146578, 159 it/s) [3m10s:12m30s] 18% |█████ | (27363/146578, 159 it/s) [3m10s:12m30s] 18% |█████ | (27381/146578, 163 it/s) [3m10s:12m11s] 18% |█████ | (27393/146578, 163 it/s) [3m10s:12m11s] 18% |█████ | (27408/146578, 163 it/s) [3m10s:12m11s] 18% |█████ | (27409/146578, 163 it/s) [3m11s:12m11s] 18% |█████ | (27418/146578, 163 it/s) [3m11s:12m11s] 18% |█████ | (27435/146578, 163 it/s) [3m11s:12m11s] 18% |█████ | (27453/146578, 155 it/s) [3m11s:12m50s] 18% |█████ | (27466/146578, 155 it/s) [3m11s:12m50s] 18% |█████ | (27484/146578, 155 it/s) [3m11s:12m50s] 18% |█████ | (27495/146578, 155 it/s) [3m11s:12m50s] 18% |█████ | (27510/146578, 155 it/s) [3m11s:12m50s] 18% |█████ | (27519/146578, 155 it/s) [3m11s:12m50s] 18% |█████ | (27529/146578, 142 it/s) [3m12s:13m58s] 18% |█████ | (27545/146578, 142 it/s) [3m12s:13m58s] 18% |█████ | (27561/146578, 142 it/s) [3m12s:13m58s] 18% |█████ | (27576/146578, 142 it/s) [3m12s:13m58s] 18% |█████ | (27583/146578, 142 it/s) [3m12s:13m58s] 18% |█████ | (27601/146578, 142 it/s) [3m12s:13m58s] 18% |█████ | (27620/146578, 147 it/s) [3m12s:13m26s] 18% |█████ | (27638/146578, 147 it/s) [3m12s:13m26s] 18% |█████ | (27654/146578, 147 it/s) [3m12s:13m26s] 18% |█████ | (27673/146578, 147 it/s) [3m12s:13m26s] 18% |█████ | (27686/146578, 147 it/s) [3m12s:13m26s] 18% |█████ | (27702/146578, 147 it/s) [3m12s:13m26s] 18% |█████ | (27716/146578, 147 it/s) [3m12s:13m26s] 18% |█████ | (27735/146578, 147 it/s) [3m13s:13m25s] 18% |█████ | (27750/146578, 158 it/s) [3m13s:12m31s] 18% |█████ | (27767/146578, 158 it/s) [3m13s:12m31s] 18% |█████ | (27783/146578, 158 it/s) [3m13s:12m31s] 18% |█████ | (27800/146578, 158 it/s) [3m13s:12m30s] 18% |█████ | (27816/146578, 158 it/s) [3m13s:12m30s] 18% |█████ | (27829/146578, 158 it/s) [3m13s:12m30s] 18% |█████ | (27845/146578, 158 it/s) [3m13s:12m30s] 19% |█████ | (27858/146578, 169 it/s) [3m13s:11m41s] 19% |█████ | (27875/146578, 169 it/s) [3m13s:11m41s] 19% |█████ | (27887/146578, 169 it/s) [3m13s:11m41s] 19% |█████ | (27902/146578, 169 it/s) [3m13s:11m41s] 19% |█████ | (27917/146578, 169 it/s) [3m13s:11m41s] 19% |█████ | (27928/146578, 169 it/s) [3m13s:11m41s] 19% |█████ | (27942/146578, 169 it/s) [3m13s:11m41s] 19% |█████ | (27954/146578, 169 it/s) [3m14s:11m41s] 19% |█████ | (27961/146578, 175 it/s) [3m14s:11m16s] 19% |█████ | (27962/146578, 175 it/s) [3m14s:11m16s] 19% |█████ | (27973/146578, 175 it/s) [3m14s:11m16s] 19% |█████ | (27985/146578, 175 it/s) [3m14s:11m16s] 19% |█████ | (27999/146578, 175 it/s) [3m14s:11m16s] 19% |█████ | (28014/146578, 175 it/s) [3m14s:11m15s] 19% |█████ | (28024/146578, 169 it/s) [3m14s:11m42s] 19% |█████ | (28033/146578, 169 it/s) [3m14s:11m42s] 19% |█████ | (28047/146578, 169 it/s) [3m14s:11m42s] 19% |█████ | (28062/146578, 169 it/s) [3m14s:11m42s] 19% |█████ | (28076/146578, 169 it/s) [3m15s:11m42s] 19% |█████ | (28089/146578, 171 it/s) [3m15s:11m31s] 19% |█████ | (28099/146578, 171 it/s) [3m15s:11m31s] 19% |█████ | (28107/146578, 171 it/s) [3m15s:11m31s] 19% |█████ | (28115/146578, 171 it/s) [3m15s:11m31s] 19% |█████ | (28131/146578, 171 it/s) [3m15s:11m31s] 19% |█████ | (28144/146578, 162 it/s) [3m15s:12m11s] 19% |█████ | (28158/146578, 162 it/s) [3m15s:12m11s] 19% |█████ | (28172/146578, 162 it/s) [3m15s:12m11s] 19% |█████ | (28185/146578, 162 it/s) [3m15s:12m11s] 19% |█████ | (28197/146578, 162 it/s) [3m15s:12m11s] 19% |█████ | (28211/146578, 162 it/s) [3m15s:12m11s] 19% |█████ | (28222/146578, 162 it/s) [3m15s:12m11s] 19% |█████ | (28229/146578, 162 it/s) [3m16s:12m11s] 19% |█████ | (28230/146578, 162 it/s) [3m16s:12m11s] 19% |█████ | (28243/146578, 162 it/s) [3m16s:12m11s] 19% |█████ | (28258/146578, 162 it/s) [3m16s:12m10s] 19% |█████ | (28273/146578, 162 it/s) [3m16s:12m10s] 19% |█████ | (28289/146578, 162 it/s) [3m16s:12m10s] 19% |█████ | (28302/146578, 162 it/s) [3m16s:12m10s] 19% |█████ | (28311/146578, 165 it/s) [3m16s:11m58s] 19% |█████ | (28312/146578, 165 it/s) [3m17s:11m58s] 19% |█████ | (28320/146578, 154 it/s) [3m17s:12m46s] 19% |█████ | (28333/146578, 154 it/s) [3m17s:12m46s] 19% |█████ | (28348/146578, 154 it/s) [3m17s:12m46s] 19% |█████ | (28363/146578, 154 it/s) [3m17s:12m46s] 19% |█████ | (28378/146578, 154 it/s) [3m17s:12m46s] 19% |██████ | (28390/146578, 151 it/s) [3m17s:13m1s] 19% |██████ | (28393/146578, 151 it/s) [3m17s:13m1s] 19% |██████ | (28404/146578, 151 it/s) [3m17s:13m1s] 19% |██████ | (28418/146578, 151 it/s) [3m17s:13m1s] 19% |██████ | (28432/146578, 151 it/s) [3m18s:13m1s] 19% |██████ | (28447/146578, 151 it/s) [3m18s:13m1s] 19% |██████ | (28458/146578, 139 it/s) [3m18s:14m7s] 19% |██████ | (28463/146578, 139 it/s) [3m18s:14m7s] 19% |██████ | (28478/146578, 139 it/s) [3m18s:14m7s] 19% |██████ | (28491/146578, 139 it/s) [3m18s:14m7s] 19% |██████ | (28506/146578, 139 it/s) [3m18s:14m7s] 19% |██████ | (28520/146578, 139 it/s) [3m18s:14m6s] 19% |█████ | (28534/146578, 131 it/s) [3m18s:14m58s] 19% |█████ | (28544/146578, 131 it/s) [3m18s:14m58s] 19% |█████ | (28558/146578, 131 it/s) [3m18s:14m57s] 19% |█████ | (28570/146578, 131 it/s) [3m18s:14m57s] 19% |█████ | (28583/146578, 131 it/s) [3m18s:14m57s] 19% |█████ | (28597/146578, 131 it/s) [3m19s:14m57s] 19% |█████ | (28608/146578, 131 it/s) [3m19s:14m57s] 19% |█████ | (28622/146578, 129 it/s) [3m19s:15m12s] 19% |█████ | (28633/146578, 129 it/s) [3m19s:15m12s] 19% |█████ | (28647/146578, 129 it/s) [3m19s:15m12s] 19% |█████ | (28657/146578, 129 it/s) [3m19s:15m12s] 19% |█████ | (28671/146578, 129 it/s) [3m19s:15m12s] 19% |█████ | (28683/146578, 129 it/s) [3m19s:15m16s] 19% |█████ | (28697/146578, 129 it/s) [3m19s:15m16s] 19% |█████ | (28712/146578, 129 it/s) [3m19s:15m16s] 19% |█████ | (28726/146578, 129 it/s) [3m19s:15m16s] 19% |█████ | (28741/146578, 129 it/s) [3m19s:15m16s] 19% |█████ | (28743/146578, 129 it/s) [3m20s:15m16s] 19% |██████ | (28759/146578, 130 it/s) [3m20s:15m2s] 19% |██████ | (28774/146578, 130 it/s) [3m20s:15m2s] 19% |██████ | (28785/146578, 130 it/s) [3m20s:15m2s] 19% |██████ | (28792/146578, 130 it/s) [3m20s:15m2s] 19% |██████ | (28797/146578, 130 it/s) [3m20s:15m2s] 19% |██████ | (28813/146578, 130 it/s) [3m20s:15m2s] 19% |██████ | (28824/146578, 130 it/s) [3m20s:15m2s] 19% |█████ | (28835/146578, 136 it/s) [3m20s:14m27s] 19% |█████ | (28849/146578, 136 it/s) [3m20s:14m27s] 19% |█████ | (28863/146578, 136 it/s) [3m20s:14m26s] 19% |█████ | (28878/146578, 136 it/s) [3m20s:14m26s] 19% |█████ | (28892/146578, 136 it/s) [3m20s:14m26s] 19% |█████ | (28904/146578, 136 it/s) [3m21s:14m26s] 19% |█████ | (28916/146578, 136 it/s) [3m21s:14m26s] 19% |██████ | (28931/146578, 139 it/s) [3m21s:14m6s] 19% |██████ | (28948/146578, 139 it/s) [3m21s:14m6s] 19% |██████ | (28962/146578, 139 it/s) [3m21s:14m6s] 19% |██████ | (28982/146578, 139 it/s) [3m21s:14m6s] 19% |██████ | (28995/146578, 139 it/s) [3m21s:14m6s] 19% |██████ | (29011/146578, 139 it/s) [3m21s:14m6s] 19% |██████ | (29025/146578, 139 it/s) [3m21s:14m6s] 19% |██████ | (29043/146578, 139 it/s) [3m21s:14m6s] 19% |█████ | (29057/146578, 146 it/s) [3m21s:13m22s] 19% |█████ | (29074/146578, 146 it/s) [3m21s:13m22s] 19% |█████ | (29089/146578, 146 it/s) [3m21s:13m22s] 19% |█████ | (29105/146578, 146 it/s) [3m21s:13m22s] 19% |█████ | (29114/146578, 146 it/s) [3m22s:13m22s] 19% |█████ | (29124/146578, 159 it/s) [3m22s:12m16s] 19% |█████ | (29143/146578, 159 it/s) [3m22s:12m16s] 19% |█████ | (29155/146578, 159 it/s) [3m22s:12m16s] 19% |█████ | (29173/146578, 159 it/s) [3m22s:12m16s] 19% |█████ | (29186/146578, 159 it/s) [3m22s:12m16s] 19% |█████ | (29201/146578, 159 it/s) [3m22s:12m16s] 19% |█████ | (29214/146578, 159 it/s) [3m22s:12m16s] 19% |█████ | (29228/146578, 166 it/s) [3m22s:11m47s] 19% |█████ | (29242/146578, 166 it/s) [3m22s:11m47s] 19% |█████ | (29250/146578, 166 it/s) [3m22s:11m47s] 19% |█████ | (29251/146578, 166 it/s) [3m23s:11m47s] 19% |█████ | (29266/146578, 166 it/s) [3m23s:11m47s] 19% |█████ | (29281/146578, 164 it/s) [3m23s:11m54s] 19% |█████ | (29297/146578, 164 it/s) [3m23s:11m54s] 19% |█████ | (29311/146578, 164 it/s) [3m23s:11m54s] 20% |██████ | (29327/146578, 164 it/s) [3m23s:11m53s] 20% |██████ | (29330/146578, 164 it/s) [3m23s:11m53s] 20% |██████ | (29340/146578, 164 it/s) [3m23s:11m53s] 20% |██████ | (29356/146578, 163 it/s) [3m23s:11m58s] 20% |██████ | (29369/146578, 163 it/s) [3m23s:11m58s] 20% |██████ | (29382/146578, 163 it/s) [3m23s:11m58s] 20% |██████ | (29396/146578, 163 it/s) [3m23s:11m58s] 20% |██████ | (29411/146578, 163 it/s) [3m24s:11m58s] 20% |██████ | (29426/146578, 163 it/s) [3m24s:11m57s] 20% |██████ | (29434/146578, 162 it/s) [3m24s:12m2s] 20% |██████ | (29439/146578, 162 it/s) [3m24s:12m2s] 20% |██████ | (29450/146578, 162 it/s) [3m24s:12m2s] 20% |██████ | (29463/146578, 162 it/s) [3m24s:12m2s] 20% |██████ | (29470/146578, 158 it/s) 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(31843/146578, 119 it/s) [3m43s:16m0s] 21% |██████ | (31856/146578, 119 it/s) [3m43s:16m0s] 21% |██████ | (31870/146578, 119 it/s) [3m43s:15m59s] 21% |██████ | (31884/146578, 119 it/s) [3m43s:15m59s] 21% |██████ | (31898/146578, 119 it/s) [3m43s:15m59s] 21% |██████ | (31911/146578, 119 it/s) [3m43s:15m59s] 21% |██████ | (31926/146578, 119 it/s) [3m43s:15m59s] 21% |██████ | (31940/146578, 131 it/s) [3m43s:14m37s] 21% |██████ | (31953/146578, 131 it/s) [3m43s:14m37s] 21% |██████ | (31966/146578, 131 it/s) [3m43s:14m37s] 21% |██████ | (31980/146578, 131 it/s) [3m44s:14m37s] 21% |██████ | (31993/146578, 131 it/s) [3m44s:14m37s] 21% |██████ | (32006/146578, 131 it/s) [3m44s:14m37s] 21% |██████ | (32015/146578, 131 it/s) [3m44s:14m37s] 21% |██████ | (32029/146578, 130 it/s) [3m44s:14m38s] 21% |██████ | (32037/146578, 130 it/s) [3m44s:14m38s] 21% |██████ | (32048/146578, 130 it/s) [3m44s:14m38s] 21% |██████ | (32062/146578, 130 it/s) [3m44s:14m38s] 21% |██████ | (32076/146578, 130 it/s) [3m44s:14m38s] 21% |██████ | (32088/146578, 127 it/s) [3m44s:15m4s] 21% |██████ | (32100/146578, 127 it/s) [3m44s:15m4s] 21% |██████ | (32111/146578, 127 it/s) [3m44s:15m4s] 21% |██████ | (32124/146578, 127 it/s) [3m45s:15m4s] 21% |██████ | (32134/146578, 127 it/s) [3m45s:15m4s] 21% |██████ | (32145/146578, 127 it/s) [3m45s:15m4s] 21% |██████ | (32159/146578, 127 it/s) [3m45s:15m4s] 21% |██████ | (32174/146578, 133 it/s) [3m45s:14m21s] 21% |██████ | (32188/146578, 133 it/s) [3m45s:14m21s] 21% |██████ | (32201/146578, 133 it/s) [3m45s:14m21s] 21% |██████ | (32216/146578, 133 it/s) [3m45s:14m21s] 21% |██████ | (32229/146578, 133 it/s) [3m45s:14m21s] 21% |██████ | (32244/146578, 133 it/s) [3m45s:14m20s] 22% |██████ | (32256/146578, 133 it/s) [3m45s:14m20s] 22% |██████ | (32269/146578, 130 it/s) [3m45s:14m39s] 22% |██████ | (32283/146578, 130 it/s) [3m45s:14m39s] 22% |██████ | (32294/146578, 130 it/s) [3m46s:14m39s] 22% |██████ | (32310/146578, 130 it/s) [3m46s:14m39s] 22% |██████ | (32328/146578, 130 it/s) [3m46s:14m39s] 22% |██████ | (32344/146578, 132 it/s) [3m46s:14m27s] 22% |██████ | (32360/146578, 132 it/s) [3m46s:14m27s] 22% |██████ | (32368/146578, 132 it/s) [3m46s:14m27s] 22% |██████ | (32381/146578, 132 it/s) [3m46s:14m27s] 22% |██████ | (32398/146578, 132 it/s) [3m46s:14m27s] 22% |███████ | (32414/146578, 134 it/s) [3m46s:14m9s] 22% |███████ | (32432/146578, 134 it/s) [3m46s:14m9s] 22% |███████ | (32449/146578, 134 it/s) [3m47s:14m9s] 22% |███████ | (32462/146578, 134 it/s) [3m47s:14m8s] 22% |███████ | (32468/146578, 134 it/s) [3m47s:14m8s] 22% |███████ | (32483/146578, 134 it/s) [3m47s:14m8s] 22% |██████ | (32500/146578, 139 it/s) [3m47s:13m39s] 22% |██████ | (32518/146578, 139 it/s) [3m47s:13m39s] 22% |██████ | (32536/146578, 139 it/s) [3m47s:13m39s] 22% |██████ | (32547/146578, 139 it/s) [3m47s:13m39s] 22% |██████ | (32553/146578, 146 it/s) [3m48s:12m59s] 22% |██████ | (32565/146578, 146 it/s) [3m48s:12m59s] 22% |██████ | (32581/146578, 146 it/s) [3m48s:12m59s] 22% |██████ | (32597/146578, 146 it/s) [3m48s:12m59s] 22% |██████ | (32614/146578, 146 it/s) [3m48s:12m59s] 22% |██████ | (32628/146578, 146 it/s) [3m48s:12m59s] 22% |██████ | (32646/146578, 146 it/s) [3m48s:12m59s] 22% |██████ | (32661/146578, 146 it/s) [3m48s:12m59s] 22% |██████ | (32678/146578, 160 it/s) [3m48s:11m52s] 22% |██████ | (32692/146578, 160 it/s) [3m48s:11m52s] 22% |██████ | (32709/146578, 160 it/s) [3m48s:11m52s] 22% |██████ | (32713/146578, 160 it/s) [3m48s:11m52s] 22% |██████ | (32729/146578, 160 it/s) [3m48s:11m52s] 22% |███████ | (32747/146578, 156 it/s) [3m49s:12m7s] 22% |███████ | (32765/146578, 156 it/s) [3m49s:12m7s] 22% |███████ | (32784/146578, 156 it/s) [3m49s:12m7s] 22% |███████ | (32801/146578, 156 it/s) [3m49s:12m7s] 22% |███████ | (32814/146578, 156 it/s) [3m49s:12m7s] 22% |███████ | (32831/146578, 156 it/s) [3m49s:12m7s] 22% |███████ | (32842/146578, 156 it/s) [3m49s:12m6s] 22% |███████ | (32860/146578, 156 it/s) [3m49s:12m6s] 22% |██████ | (32874/146578, 162 it/s) [3m49s:11m39s] 22% |██████ | (32892/146578, 162 it/s) [3m49s:11m39s] 22% |██████ | (32894/146578, 162 it/s) [3m49s:11m39s] 22% |██████ | (32895/146578, 162 it/s) [3m49s:11m39s] 22% |██████ | (32912/146578, 162 it/s) [3m49s:11m39s] 22% |██████ | (32928/146578, 162 it/s) [3m50s:11m39s] 22% |██████ | (32942/146578, 165 it/s) [3m50s:11m27s] 22% |██████ | (32956/146578, 165 it/s) [3m50s:11m27s] 22% |██████ | (32968/146578, 165 it/s) [3m50s:11m27s] 22% |██████ | (32971/146578, 165 it/s) [3m50s:11m27s] 22% |██████ | (32990/146578, 165 it/s) [3m50s:11m27s] 22% |██████ | (33006/146578, 165 it/s) [3m50s:11m27s] 22% |██████ | (33022/146578, 163 it/s) [3m50s:11m37s] 22% |██████ | (33026/146578, 163 it/s) [3m50s:11m37s] 22% |██████ | (33027/146578, 163 it/s) [3m50s:11m37s] 22% |██████ | (33044/146578, 163 it/s) [3m50s:11m37s] 22% |██████ | (33062/146578, 163 it/s) [3m50s:11m37s] 22% |██████ | (33080/146578, 163 it/s) [3m51s:11m37s] 22% |██████ | (33097/146578, 160 it/s) [3m51s:11m49s] 22% |██████ | (33109/146578, 160 it/s) [3m51s:11m49s] 22% |██████ | (33126/146578, 160 it/s) [3m51s:11m49s] 22% |██████ | (33144/146578, 160 it/s) [3m51s:11m49s] 22% |██████ | (33161/146578, 160 it/s) [3m51s:11m49s] 22% |██████ | (33181/146578, 160 it/s) [3m51s:11m49s] 22% |██████ | (33199/146578, 160 it/s) [3m51s:11m49s] 22% |███████ | (33212/146578, 171 it/s) [3m51s:11m2s] 22% |███████ | (33230/146578, 171 it/s) [3m51s:11m2s] 22% |███████ | (33243/146578, 171 it/s) [3m51s:11m2s] 22% |███████ | (33261/146578, 171 it/s) [3m51s:11m2s] 22% |███████ | (33275/146578, 171 it/s) [3m51s:11m2s] 22% |███████ | (33292/146578, 171 it/s) [3m51s:11m2s] 22% |███████ | (33309/146578, 171 it/s) [3m51s:11m2s] 22% |███████ | (33323/146578, 171 it/s) [3m52s:11m2s] 22% |██████ | (33341/146578, 179 it/s) [3m52s:10m31s] 22% |██████ | (33355/146578, 179 it/s) [3m52s:10m31s] 22% |██████ | (33372/146578, 179 it/s) [3m52s:10m31s] 22% |██████ | (33386/146578, 179 it/s) [3m52s:10m31s] 22% |██████ | (33392/146578, 179 it/s) [3m52s:10m31s] 22% |██████ | (33398/146578, 177 it/s) [3m52s:10m37s] 22% |██████ | (33416/146578, 177 it/s) [3m52s:10m37s] 22% |██████ | (33433/146578, 177 it/s) [3m52s:10m37s] 22% |██████ | (33449/146578, 177 it/s) [3m52s:10m37s] 22% |██████ | (33465/146578, 177 it/s) [3m52s:10m37s] 22% |██████ | (33476/146578, 181 it/s) [3m53s:10m25s] 22% |██████ | (33490/146578, 181 it/s) [3m53s:10m25s] 22% |██████ | (33500/146578, 181 it/s) [3m53s:10m25s] 22% |██████ | (33517/146578, 181 it/s) [3m53s:10m25s] 22% |██████ | (33534/146578, 181 it/s) [3m53s:10m25s] 22% |███████ | (33551/146578, 171 it/s) [3m53s:11m0s] 22% |███████ | (33565/146578, 171 it/s) [3m53s:11m0s] 22% |███████ | (33577/146578, 171 it/s) [3m53s:11m0s] 22% |███████ | (33578/146578, 171 it/s) [3m54s:11m0s] 22% |███████ | (33587/146578, 171 it/s) [3m54s:11m0s] 22% |███████ | (33604/146578, 171 it/s) [3m54s:11m0s] 22% |███████ | (33621/146578, 169 it/s) [3m54s:11m6s] 22% |███████ | (33630/146578, 169 it/s) 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23% |███████ | (33931/146578, 177 it/s) [3m55s:10m37s] 23% |███████ | (33945/146578, 177 it/s) [3m55s:10m37s] 23% |███████ | (33957/146578, 177 it/s) [3m55s:10m37s] 23% |███████ | (33976/146578, 177 it/s) [3m56s:10m37s] 23% |███████ | (33991/146578, 177 it/s) [3m56s:10m37s] 23% |███████ | (34008/146578, 177 it/s) [3m56s:10m37s] 23% |███████ | (34025/146578, 183 it/s) [3m56s:10m14s] 23% |███████ | (34040/146578, 183 it/s) [3m56s:10m14s] 23% |███████ | (34041/146578, 183 it/s) [3m56s:10m14s] 23% |███████ | (34057/146578, 183 it/s) [3m56s:10m14s] 23% |███████ | (34072/146578, 183 it/s) [3m56s:10m14s] 23% |███████ | (34089/146578, 183 it/s) [3m56s:10m14s] 23% |███████ | (34106/146578, 173 it/s) [3m56s:10m50s] 23% |███████ | (34121/146578, 173 it/s) [3m56s:10m50s] 23% |███████ | (34133/146578, 173 it/s) [3m57s:10m50s] 23% |███████ | (34142/146578, 173 it/s) [3m57s:10m50s] 23% |███████ | (34159/146578, 173 it/s) [3m57s:10m49s] 23% |███████ | (34176/146578, 164 it/s) [3m57s:11m24s] 23% 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(34399/146578, 150 it/s) [3m59s:12m27s] 23% |███████ | (34408/146578, 153 it/s) [3m59s:12m10s] 23% |███████ | (34425/146578, 153 it/s) [3m59s:12m10s] 23% |███████ | (34444/146578, 153 it/s) [3m59s:12m10s] 23% |███████ | (34461/146578, 153 it/s) [3m59s:12m10s] 23% |███████ | (34477/146578, 153 it/s) [3m59s:12m10s] 23% |███████ | (34495/146578, 153 it/s) [3m59s:12m10s] 23% |███████ | (34512/146578, 153 it/s) [3m59s:12m10s] 23% |███████ | (34527/146578, 156 it/s) [3m59s:11m56s] 23% |███████ | (34539/146578, 156 it/s) [4m0s:11m56s] 23% |███████ | (34557/146578, 156 it/s) [4m0s:11m56s] 23% |███████ | (34573/146578, 156 it/s) [4m0s:11m56s] 23% |███████ | (34589/146578, 156 it/s) [4m0s:11m56s] 23% |███████ | (34605/146578, 156 it/s) [4m0s:11m56s] 23% |███████ | (34620/146578, 156 it/s) [4m0s:11m56s] 23% |███████ | (34638/146578, 165 it/s) [4m0s:11m19s] 23% |███████ | (34651/146578, 165 it/s) [4m0s:11m19s] 23% |███████ | (34668/146578, 165 it/s) [4m0s:11m19s] 23% |███████ | (34686/146578, 165 it/s) [4m0s:11m19s] 23% |███████ | (34703/146578, 165 it/s) [4m0s:11m19s] 23% |███████ | (34722/146578, 165 it/s) [4m0s:11m19s] 23% |███████ | (34739/146578, 165 it/s) [4m0s:11m19s] 23% |███████ | (34757/146578, 164 it/s) [4m0s:11m23s] 23% |███████ | (34774/146578, 164 it/s) [4m1s:11m23s] 23% |███████ | (34791/146578, 164 it/s) [4m1s:11m23s] 23% |███████ | (34809/146578, 164 it/s) [4m1s:11m23s] 23% |███████ | (34826/146578, 164 it/s) [4m1s:11m23s] 23% |███████ | (34839/146578, 164 it/s) [4m1s:11m23s] 23% |███████ | (34844/146578, 156 it/s) [4m1s:11m55s] 23% |███████ | (34850/146578, 156 it/s) [4m1s:11m55s] 23% |███████ | (34867/146578, 156 it/s) [4m1s:11m55s] 23% |███████ | (34883/146578, 156 it/s) [4m1s:11m55s] 23% |███████ | (34900/146578, 156 it/s) [4m1s:11m54s] 23% |███████ | (34917/146578, 156 it/s) [4m2s:11m54s] 23% |███████ | (34925/146578, 158 it/s) [4m2s:11m48s] 23% |███████ | (34931/146578, 158 it/s) [4m2s:11m48s] 23% |███████ | (34949/146578, 158 it/s) [4m2s:11m48s] 23% |███████ | (34967/146578, 158 it/s) [4m2s:11m48s] 23% |███████ | (34983/146578, 158 it/s) [4m2s:11m48s] 23% |███████ | (34999/146578, 156 it/s) [4m2s:11m56s] 23% |███████ | (35015/146578, 156 it/s) [4m2s:11m55s] 23% |███████ | (35031/146578, 156 it/s) [4m2s:11m55s] 23% |███████ | (35044/146578, 156 it/s) [4m2s:11m55s] 23% |███████ | (35061/146578, 156 it/s) [4m2s:11m55s] 23% |███████ | (35072/146578, 156 it/s) [4m2s:11m55s] 23% |███████ | (35088/146578, 156 it/s) [4m3s:11m55s] 23% |███████ | (35100/146578, 170 it/s) [4m3s:10m56s] 23% |███████ | (35108/146578, 170 it/s) [4m3s:10m56s] 23% |███████ | (35120/146578, 170 it/s) [4m3s:10m56s] 23% |███████ | (35131/146578, 170 it/s) [4m3s:10m55s] 23% |███████ | (35132/146578, 173 it/s) [4m3s:10m45s] 23% |███████ | (35137/146578, 173 it/s) [4m3s:10m45s] 23% |███████ | (35153/146578, 173 it/s) [4m3s:10m45s] 23% |███████ | (35170/146578, 173 it/s) [4m3s:10m45s] 23% |███████ | (35171/146578, 173 it/s) [4m4s:10m45s] 24% |███████ | (35188/146578, 173 it/s) [4m4s:10m45s] 24% |███████ | (35205/146578, 170 it/s) [4m4s:10m56s] 24% |███████ | (35217/146578, 170 it/s) [4m4s:10m56s] 24% |███████ | (35234/146578, 170 it/s) [4m4s:10m55s] 24% |███████ | (35251/146578, 170 it/s) [4m4s:10m55s] 24% |███████ | (35266/146578, 170 it/s) [4m4s:10m55s] 24% |███████ | (35272/146578, 167 it/s) [4m4s:11m7s] 24% |███████ | (35288/146578, 167 it/s) [4m4s:11m7s] 24% |███████ | (35302/146578, 167 it/s) [4m4s:11m7s] 24% |███████ | (35319/146578, 167 it/s) [4m4s:11m7s] 24% |███████ | (35335/146578, 167 it/s) [4m4s:11m7s] 24% |███████ | (35350/146578, 167 it/s) [4m5s:11m7s] 24% |███████ | (35358/146578, 167 it/s) [4m5s:11m7s] 24% |███████ | (35359/146578, 162 it/s) [4m5s:11m26s] 24% |███████ | (35376/146578, 162 it/s) [4m5s:11m26s] 24% |███████ | (35393/146578, 162 it/s) [4m5s:11m26s] 24% |███████ | (35408/146578, 162 it/s) [4m5s:11m26s] 24% |███████ | (35424/146578, 162 it/s) [4m5s:11m26s] 24% |███████ | (35440/146578, 162 it/s) [4m5s:11m26s] 24% |███████ | (35455/146578, 162 it/s) [4m5s:11m26s] 24% |███████ | (35472/146578, 162 it/s) [4m5s:11m26s] 24% |███████ | (35488/146578, 163 it/s) [4m5s:11m22s] 24% |███████ | (35506/146578, 163 it/s) [4m5s:11m22s] 24% |███████ | (35522/146578, 163 it/s) [4m5s:11m22s] 24% |███████ | (35538/146578, 163 it/s) [4m5s:11m22s] 24% |███████ | (35553/146578, 163 it/s) [4m6s:11m22s] 24% |███████ | (35563/146578, 163 it/s) [4m6s:11m22s] 24% |███████ | (35579/146578, 163 it/s) [4m6s:11m22s] 24% |███████ | (35589/146578, 159 it/s) [4m6s:11m36s] 24% |███████ | (35606/146578, 159 it/s) [4m6s:11m36s] 24% |███████ | (35619/146578, 159 it/s) [4m6s:11m36s] 24% |███████ | (35634/146578, 159 it/s) [4m6s:11m36s] 24% |███████ | (35650/146578, 159 it/s) [4m6s:11m36s] 24% |███████ | (35660/146578, 159 it/s) [4m6s:11m36s] 24% |███████ | (35675/146578, 159 it/s) [4m6s:11m36s] 24% |███████ | (35686/146578, 159 it/s) [4m6s:11m36s] 24% |███████ | (35703/146578, 165 it/s) [4m6s:11m12s] 24% |███████ | (35715/146578, 165 it/s) [4m6s:11m12s] 24% |███████ | (35732/146578, 165 it/s) [4m6s:11m12s] 24% |███████ | (35747/146578, 165 it/s) [4m6s:11m12s] 24% |███████ | (35756/146578, 165 it/s) [4m7s:11m12s] 24% |███████ | (35774/146578, 165 it/s) [4m7s:11m12s] 24% |███████ | (35787/146578, 167 it/s) [4m7s:11m3s] 24% |███████ | (35800/146578, 167 it/s) [4m7s:11m3s] 24% |███████ | (35815/146578, 167 it/s) [4m7s:11m3s] 24% |███████ | (35827/146578, 167 it/s) [4m7s:11m3s] 24% |███████ | (35831/146578, 167 it/s) [4m7s:11m3s] 24% |███████ | (35846/146578, 167 it/s) [4m7s:11m1s] 24% |███████ | (35861/146578, 167 it/s) [4m7s:11m1s] 24% |███████ | (35876/146578, 167 it/s) [4m7s:11m1s] 24% |███████ | (35891/146578, 167 it/s) [4m7s:11m1s] 24% |███████ | (35904/146578, 167 it/s) [4m8s:11m1s] 24% |███████ | (35905/146578, 153 it/s) [4m8s:12m1s] 24% |███████ | (35919/146578, 153 it/s) [4m8s:12m1s] 24% |███████ | (35932/146578, 153 it/s) [4m8s:12m1s] 24% |███████ | (35942/146578, 153 it/s) [4m8s:12m1s] 24% |███████ | (35956/146578, 153 it/s) [4m8s:12m1s] 24% |███████ | (35967/146578, 153 it/s) [4m8s:12m1s] 24% |███████ | (35983/146578, 153 it/s) [4m8s:12m0s] 24% |███████ | (35995/146578, 153 it/s) [4m8s:12m0s] 24% |███████ | (36009/146578, 166 it/s) [4m9s:11m5s] 24% |███████ | (36023/146578, 166 it/s) [4m9s:11m5s] 24% |███████ | (36037/146578, 166 it/s) [4m9s:11m5s] 24% |███████ | (36052/146578, 166 it/s) [4m9s:11m5s] 24% |███████ | (36063/146578, 166 it/s) [4m9s:11m4s] 24% |███████ | (36075/146578, 166 it/s) [4m9s:11m4s] 24% |███████ | (36087/146578, 166 it/s) [4m9s:11m4s] 24% |███████ | (36099/146578, 174 it/s) [4m9s:10m36s] 24% |███████ | (36113/146578, 174 it/s) [4m9s:10m36s] 24% |███████ | (36126/146578, 174 it/s) [4m9s:10m36s] 24% |███████ | (36141/146578, 174 it/s) [4m9s:10m36s] 24% |███████ | (36156/146578, 174 it/s) [4m9s:10m36s] 24% |███████ | (36170/146578, 172 it/s) [4m10s:10m40s] 24% |███████ | (36181/146578, 172 it/s) [4m10s:10m40s] 24% |███████ | (36195/146578, 172 it/s) [4m10s:10m40s] 24% |███████ | (36209/146578, 172 it/s) [4m10s:10m40s] 24% |███████ | (36216/146578, 166 it/s) [4m10s:11m5s] 24% |███████ | (36227/146578, 166 it/s) [4m10s:11m5s] 24% |███████ | (36241/146578, 166 it/s) [4m10s:11m5s] 24% |███████ | (36255/146578, 166 it/s) [4m10s:11m4s] 24% |███████ | (36270/146578, 166 it/s) [4m10s:11m4s] 24% |███████ | (36284/146578, 166 it/s) [4m10s:11m4s] 24% |███████ | (36293/146578, 157 it/s) [4m11s:11m42s] 24% |███████ | (36298/146578, 157 it/s) [4m11s:11m42s] 24% |███████ | (36312/146578, 157 it/s) [4m11s:11m42s] 24% |███████ | (36325/146578, 157 it/s) [4m11s:11m42s] 24% |███████ | (36334/146578, 157 it/s) [4m11s:11m42s] 24% |███████ | (36348/146578, 145 it/s) [4m11s:12m39s] 24% |███████ | (36360/146578, 145 it/s) [4m11s:12m39s] 24% |███████ | (36372/146578, 145 it/s) [4m11s:12m39s] 24% |███████ | (36383/146578, 145 it/s) [4m11s:12m39s] 24% |███████ | (36390/146578, 145 it/s) [4m12s:12m39s] 24% |███████ | (36397/146578, 133 it/s) [4m12s:13m47s] 24% |███████ | (36409/146578, 133 it/s) [4m12s:13m47s] 24% |███████ | (36425/146578, 133 it/s) [4m12s:13m47s] 24% |███████ | (36439/146578, 133 it/s) [4m12s:13m47s] 24% |███████ | (36451/146578, 133 it/s) [4m12s:13m47s] 24% |███████ | (36458/146578, 133 it/s) [4m12s:13m47s] 24% |███████ | (36474/146578, 129 it/s) [4m12s:14m12s] 24% |███████ | (36491/146578, 129 it/s) [4m12s:14m11s] 24% |███████ | (36507/146578, 129 it/s) [4m12s:14m11s] 24% |███████ | (36521/146578, 129 it/s) [4m12s:14m11s] 24% |███████ | (36535/146578, 129 it/s) [4m12s:14m11s] 24% |███████ | (36546/146578, 129 it/s) [4m12s:14m11s] 24% |███████ | (36560/146578, 129 it/s) [4m13s:14m11s] 24% |███████ | (36572/146578, 138 it/s) [4m13s:13m19s] 24% |███████ | (36577/146578, 138 it/s) [4m13s:13m19s] 24% |███████ | (36580/146578, 138 it/s) [4m13s:13m19s] 24% |███████ | (36589/146578, 132 it/s) [4m13s:13m50s] 24% |███████ | (36593/146578, 132 it/s) [4m13s:13m50s] 24% |███████ | (36602/146578, 132 it/s) [4m13s:13m50s] 24% |███████ | (36616/146578, 132 it/s) [4m14s:13m49s] 24% |███████ | (36628/146578, 132 it/s) [4m14s:13m49s] 24% |███████ | (36636/146578, 123 it/s) [4m14s:14m53s] 25% |███████ | (36651/146578, 123 it/s) [4m14s:14m53s] 25% |███████ | (36665/146578, 123 it/s) [4m14s:14m53s] 25% |███████ | (36678/146578, 123 it/s) [4m14s:14m53s] 25% |███████ | (36689/146578, 123 it/s) [4m14s:14m53s] 25% |███████ | (36702/146578, 123 it/s) [4m14s:14m53s] 25% |███████ | (36713/146578, 123 it/s) [4m14s:14m53s] 25% |███████ | (36726/146578, 121 it/s) [4m14s:15m11s] 25% |███████ | (36737/146578, 121 it/s) [4m14s:15m11s] 25% |███████ | (36750/146578, 121 it/s) [4m14s:15m11s] 25% |███████ | (36761/146578, 121 it/s) [4m14s:15m11s] 25% |███████ | (36774/146578, 121 it/s) [4m14s:15m11s] 25% |███████ | (36788/146578, 121 it/s) [4m15s:15m11s] 25% |███████ | (36801/146578, 121 it/s) [4m15s:15m10s] 25% |███████ | (36815/146578, 125 it/s) [4m15s:14m35s] 25% |███████ | (36829/146578, 125 it/s) [4m15s:14m35s] 25% |███████ | (36843/146578, 125 it/s) [4m15s:14m35s] 25% |███████ | (36856/146578, 125 it/s) [4m15s:14m35s] 25% |███████ | (36858/146578, 125 it/s) [4m15s:14m35s] 25% |███████ | (36871/146578, 126 it/s) [4m15s:14m27s] 25% |███████ | (36884/146578, 126 it/s) [4m15s:14m27s] 25% |███████ | (36897/146578, 126 it/s) [4m15s:14m27s] 25% |███████ | (36911/146578, 126 it/s) [4m15s:14m27s] 25% |███████ | (36925/146578, 126 it/s) [4m15s:14m27s] 25% |███████ | (36938/146578, 126 it/s) [4m16s:14m26s] 25% |███████ | (36946/146578, 126 it/s) [4m16s:14m26s] 25% |███████ | (36961/146578, 131 it/s) [4m16s:13m56s] 25% |███████ | (36971/146578, 131 it/s) [4m16s:13m56s] 25% |███████ | (36985/146578, 131 it/s) [4m16s:13m56s] 25% |███████ | (36996/146578, 131 it/s) [4m16s:13m56s] 25% |███████ | (37010/146578, 131 it/s) [4m16s:13m56s] 25% |███████ | (37023/146578, 131 it/s) [4m16s:13m56s] 25% |███████ | (37037/146578, 131 it/s) [4m16s:13m56s] 25% |████████ | (37050/146578, 139 it/s) [4m16s:13m6s] 25% |████████ | (37062/146578, 139 it/s) [4m16s:13m6s] 25% |████████ | (37077/146578, 139 it/s) [4m16s:13m6s] 25% |████████ | (37090/146578, 139 it/s) [4m16s:13m6s] 25% |████████ | (37100/146578, 139 it/s) [4m17s:13m5s] 25% |███████ | (37105/146578, 141 it/s) [4m17s:12m58s] 25% |███████ | (37118/146578, 141 it/s) [4m17s:12m58s] 25% |███████ | (37131/146578, 141 it/s) [4m17s:12m58s] 25% |███████ | (37143/146578, 141 it/s) [4m17s:12m58s] 25% |███████ | (37156/146578, 141 it/s) [4m17s:12m58s] 25% |███████ | (37167/146578, 138 it/s) [4m17s:13m11s] 25% |███████ | (37179/146578, 138 it/s) [4m17s:13m11s] 25% |███████ | (37181/146578, 138 it/s) [4m17s:13m11s] 25% |███████ | (37186/146578, 138 it/s) [4m18s:13m11s] 25% |███████ | (37191/146578, 138 it/s) [4m18s:13m11s] 25% |███████ | (37194/146578, 122 it/s) [4m18s:14m54s] 25% |███████ | (37200/146578, 122 it/s) [4m18s:14m54s] 25% |███████ | (37204/146578, 122 it/s) [4m18s:14m54s] 25% |███████ | (37216/146578, 122 it/s) [4m18s:14m54s] 25% |███████ | (37231/146578, 124 it/s) [4m18s:14m42s] 25% |███████ | (37245/146578, 124 it/s) [4m18s:14m42s] 25% |███████ | (37259/146578, 124 it/s) [4m19s:14m42s] 25% |███████ | (37272/146578, 124 it/s) [4m19s:14m41s] 25% |███████ | (37286/146578, 124 it/s) [4m19s:14m41s] 25% |███████ | (37301/146578, 124 it/s) [4m19s:14m41s] 25% |███████ | (37316/146578, 133 it/s) [4m19s:13m42s] 25% |███████ | (37331/146578, 133 it/s) [4m19s:13m41s] 25% |███████ | (37341/146578, 133 it/s) [4m19s:13m41s] 25% |███████ | (37354/146578, 133 it/s) [4m19s:13m41s] 25% |███████ | (37363/146578, 133 it/s) [4m19s:13m41s] 25% |███████ | (37377/146578, 133 it/s) [4m19s:13m41s] 25% |███████ | (37387/146578, 133 it/s) [4m19s:13m41s] 25% |███████ | (37402/146578, 133 it/s) [4m19s:13m41s] 25% |███████ | (37416/146578, 135 it/s) [4m19s:13m30s] 25% |███████ | (37430/146578, 135 it/s) [4m19s:13m30s] 25% |███████ | (37444/146578, 135 it/s) [4m20s:13m30s] 25% |███████ | (37457/146578, 135 it/s) [4m20s:13m30s] 25% |███████ | (37472/146578, 135 it/s) [4m20s:13m30s] 25% |███████ | (37487/146578, 135 it/s) [4m20s:13m30s] 25% |███████ | (37502/146578, 135 it/s) [4m20s:13m30s] 25% |███████ | (37516/146578, 138 it/s) [4m20s:13m11s] 25% |███████ | (37530/146578, 138 it/s) [4m20s:13m11s] 25% |███████ | (37544/146578, 138 it/s) [4m20s:13m11s] 25% |███████ | (37556/146578, 138 it/s) [4m20s:13m10s] 25% |███████ | (37570/146578, 138 it/s) [4m20s:13m10s] 25% |███████ | (37583/146578, 138 it/s) [4m20s:13m10s] 25% |███████ | (37593/146578, 138 it/s) [4m20s:13m10s] 25% |███████ | (37604/146578, 145 it/s) [4m20s:12m33s] 25% |███████ | (37617/146578, 145 it/s) [4m20s:12m32s] 25% |███████ | (37627/146578, 145 it/s) [4m20s:12m32s] 25% |███████ | (37638/146578, 145 it/s) [4m21s:12m32s] 25% |███████ | (37651/146578, 145 it/s) [4m21s:12m32s] 25% |███████ | (37662/146578, 145 it/s) [4m21s:12m32s] 25% |███████ | (37675/146578, 145 it/s) [4m21s:12m32s] 25% |███████ | (37686/146578, 145 it/s) [4m21s:12m32s] 25% |███████ | (37701/146578, 143 it/s) [4m21s:12m41s] 25% |███████ | (37712/146578, 143 it/s) [4m21s:12m41s] 25% |███████ | (37725/146578, 143 it/s) [4m21s:12m41s] 25% |███████ | (37738/146578, 143 it/s) [4m21s:12m41s] 25% |███████ | (37751/146578, 137 it/s) [4m21s:13m16s] 25% |███████ | (37765/146578, 137 it/s) [4m21s:13m16s] 25% |███████ | (37779/146578, 137 it/s) [4m21s:13m16s] 25% |███████ | (37793/146578, 137 it/s) [4m22s:13m16s] 25% |███████ | (37802/146578, 137 it/s) [4m22s:13m16s] 25% |███████ | (37803/146578, 137 it/s) [4m22s:13m16s] 25% |████████ | (37817/146578, 138 it/s) [4m22s:13m5s] 25% |████████ | (37830/146578, 138 it/s) [4m22s:13m5s] 25% |████████ | (37840/146578, 138 it/s) [4m22s:13m5s] 25% |████████ | (37851/146578, 138 it/s) [4m22s:13m5s] 25% |████████ | (37861/146578, 138 it/s) [4m22s:13m4s] 25% |████████ | (37868/146578, 138 it/s) [4m22s:13m8s] 25% |████████ | (37882/146578, 138 it/s) [4m22s:13m8s] 25% |████████ | (37896/146578, 138 it/s) [4m23s:13m7s] 25% |████████ | (37906/146578, 138 it/s) [4m23s:13m7s] 25% |████████ | (37915/146578, 138 it/s) [4m23s:13m7s] 25% |████████ | (37928/146578, 138 it/s) [4m23s:13m7s] 25% |███████ | (37942/146578, 146 it/s) [4m23s:12m23s] 25% |███████ | (37957/146578, 146 it/s) [4m23s:12m23s] 25% |███████ | (37965/146578, 146 it/s) [4m23s:12m23s] 25% |███████ | (37966/146578, 146 it/s) [4m23s:12m23s] 25% |███████ | (37978/146578, 146 it/s) [4m23s:12m23s] 25% |████████ | (37983/146578, 150 it/s) [4m23s:12m3s] 25% |████████ | (37996/146578, 150 it/s) [4m24s:12m3s] 25% |████████ | (38008/146578, 150 it/s) [4m24s:12m3s] 25% |████████ | (38021/146578, 150 it/s) [4m24s:12m3s] 25% |████████ | (38035/146578, 150 it/s) [4m24s:12m3s] 25% |████████ | (38049/146578, 150 it/s) [4m24s:12m3s] 25% |████████ | (38050/146578, 150 it/s) [4m24s:12m3s] 25% |███████ | (38055/146578, 145 it/s) [4m24s:12m27s] 25% |███████ | (38068/146578, 145 it/s) [4m24s:12m27s] 25% |███████ | (38081/146578, 145 it/s) [4m24s:12m27s] 25% |███████ | (38093/146578, 145 it/s) [4m24s:12m27s] 25% |███████ | (38100/146578, 145 it/s) [4m24s:12m27s] 25% |███████ | (38101/146578, 145 it/s) [4m24s:12m27s] 26% |████████ | (38115/146578, 137 it/s) [4m25s:13m12s] 26% |████████ | (38129/146578, 137 it/s) [4m25s:13m12s] 26% |████████ | (38143/146578, 137 it/s) [4m25s:13m12s] 26% |████████ | (38157/146578, 137 it/s) [4m25s:13m12s] 26% |████████ | (38168/146578, 137 it/s) [4m25s:13m12s] 26% |████████ | (38176/146578, 130 it/s) [4m25s:13m52s] 26% |████████ | (38190/146578, 130 it/s) [4m25s:13m52s] 26% |████████ | (38204/146578, 130 it/s) [4m25s:13m52s] 26% |████████ | (38218/146578, 130 it/s) [4m25s:13m52s] 26% |████████ | (38226/146578, 130 it/s) [4m25s:13m52s] 26% |████████ | (38242/146578, 130 it/s) [4m25s:13m51s] 26% |████████ | (38247/146578, 130 it/s) [4m25s:13m51s] 26% |████████ | (38263/146578, 128 it/s) [4m26s:14m9s] 26% |████████ | (38267/146578, 128 it/s) [4m26s:14m9s] 26% |████████ | (38268/146578, 128 it/s) [4m26s:14m9s] 26% |████████ | (38283/146578, 128 it/s) [4m26s:14m8s] 26% |████████ | (38297/146578, 128 it/s) [4m26s:14m8s] 26% |████████ | (38311/146578, 128 it/s) [4m26s:14m8s] 26% |████████ | (38327/146578, 124 it/s) [4m26s:14m33s] 26% |████████ | (38342/146578, 124 it/s) [4m26s:14m33s] 26% |████████ | (38347/146578, 124 it/s) [4m26s:14m33s] 26% |████████ | (38348/146578, 124 it/s) [4m26s:14m33s] 26% |████████ | (38355/146578, 124 it/s) [4m26s:14m32s] 26% |████████ | (38369/146578, 124 it/s) [4m26s:14m32s] 26% |████████ | (38382/146578, 123 it/s) [4m27s:14m38s] 26% |████████ | (38390/146578, 123 it/s) [4m27s:14m37s] 26% |████████ | (38404/146578, 123 it/s) [4m27s:14m37s] 26% |████████ | (38405/146578, 123 it/s) [4m27s:14m37s] 26% |████████ | (38409/146578, 123 it/s) [4m27s:14m37s] 26% |████████ | (38415/146578, 123 it/s) [4m27s:14m37s] 26% |████████ | (38420/146578, 119 it/s) [4m27s:15m12s] 26% |████████ | (38426/146578, 119 it/s) [4m27s:15m12s] 26% |████████ | (38430/146578, 119 it/s) [4m27s:15m12s] 26% |████████ | (38436/146578, 119 it/s) [4m27s:15m12s] 26% |████████ | (38450/146578, 114 it/s) [4m28s:15m50s] 26% |████████ | (38462/146578, 114 it/s) [4m28s:15m50s] 26% |████████ | (38472/146578, 114 it/s) [4m28s:15m50s] 26% |████████ | (38486/146578, 114 it/s) [4m28s:15m50s] 26% |████████ | (38496/146578, 114 it/s) [4m28s:15m50s] 26% |████████ | (38510/146578, 114 it/s) [4m28s:15m50s] 26% |████████ | (38519/146578, 114 it/s) [4m28s:15m50s] 26% |████████ | (38533/146578, 114 it/s) [4m28s:15m49s] 26% |████████ | (38547/146578, 118 it/s) [4m28s:15m12s] 26% |████████ | (38562/146578, 118 it/s) [4m28s:15m12s] 26% |████████ | (38578/146578, 118 it/s) [4m28s:15m12s] 26% |████████ | (38595/146578, 118 it/s) [4m28s:15m12s] 26% |████████ | (38611/146578, 122 it/s) [4m29s:14m42s] 26% |████████ | (38622/146578, 122 it/s) [4m29s:14m42s] 26% |████████ | (38637/146578, 122 it/s) [4m29s:14m42s] 26% |████████ | (38650/146578, 122 it/s) [4m29s:14m42s] 26% |████████ | (38667/146578, 122 it/s) [4m29s:14m42s] 26% |████████ | (38685/146578, 122 it/s) [4m29s:14m42s] 26% |████████ | (38703/146578, 122 it/s) [4m29s:14m41s] 26% |████████ | (38719/146578, 131 it/s) [4m29s:13m42s] 26% |████████ | (38734/146578, 131 it/s) [4m29s:13m42s] 26% |████████ | (38752/146578, 131 it/s) [4m29s:13m42s] 26% |████████ | (38766/146578, 131 it/s) [4m29s:13m42s] 26% |████████ | (38778/146578, 131 it/s) [4m29s:13m42s] 26% |████████ | (38797/146578, 131 it/s) [4m29s:13m42s] 26% |████████ | (38806/146578, 136 it/s) [4m30s:13m13s] 26% |████████ | (38822/146578, 136 it/s) [4m30s:13m13s] 26% |████████ | (38837/146578, 136 it/s) [4m30s:13m13s] 26% |████████ | (38853/146578, 136 it/s) [4m30s:13m12s] 26% |████████ | (38871/146578, 136 it/s) [4m30s:13m12s] 26% |████████ | (38884/146578, 137 it/s) [4m30s:13m7s] 26% |████████ | (38901/146578, 137 it/s) [4m30s:13m7s] 26% |████████ | (38919/146578, 137 it/s) [4m30s:13m7s] 26% |████████ | (38936/146578, 137 it/s) [4m30s:13m7s] 26% |████████ | (38952/146578, 137 it/s) [4m30s:13m6s] 26% |████████ | (38969/146578, 137 it/s) [4m30s:13m6s] 26% |████████ | (38984/146578, 137 it/s) [4m31s:13m6s] 26% |████████ | (38998/146578, 137 it/s) [4m31s:13m6s] 26% |████████ | (39010/146578, 145 it/s) [4m31s:12m21s] 26% |████████ | (39025/146578, 145 it/s) [4m31s:12m21s] 26% |████████ | (39044/146578, 145 it/s) [4m31s:12m21s] 26% |████████ | (39062/146578, 145 it/s) [4m31s:12m21s] 26% |████████ | (39080/146578, 145 it/s) [4m31s:12m21s] 26% |████████ | (39087/146578, 146 it/s) [4m31s:12m16s] 26% |████████ | (39089/146578, 146 it/s) [4m31s:12m16s] 26% |████████ | (39090/146578, 146 it/s) [4m31s:12m16s] 26% |████████ | (39105/146578, 146 it/s) [4m32s:12m16s] 26% |████████ | (39123/146578, 146 it/s) [4m32s:12m15s] 26% |████████ | (39142/146578, 146 it/s) [4m32s:12m15s] 26% |████████ | (39159/146578, 149 it/s) [4m32s:12m0s] 26% |████████ | (39176/146578, 149 it/s) [4m32s:11m59s] 26% |████████ | (39185/146578, 149 it/s) [4m32s:11m59s] 26% |████████ | (39193/146578, 149 it/s) [4m32s:11m59s] 26% |████████ | (39208/146578, 149 it/s) [4m32s:11m59s] 26% |████████ | (39224/146578, 149 it/s) [4m32s:11m59s] 26% |████████ | (39241/146578, 156 it/s) [4m32s:11m28s] 26% |████████ | (39256/146578, 156 it/s) [4m32s:11m28s] 26% |████████ | (39271/146578, 156 it/s) [4m32s:11m28s] 26% |████████ | (39285/146578, 156 it/s) [4m32s:11m27s] 26% |████████ | (39303/146578, 156 it/s) [4m33s:11m27s] 26% |████████ | (39317/146578, 156 it/s) [4m33s:11m27s] 26% |████████ | (39335/146578, 156 it/s) [4m33s:11m27s] 26% |████████ | (39349/146578, 173 it/s) [4m33s:10m19s] 26% |████████ | (39367/146578, 173 it/s) [4m33s:10m19s] 26% |████████ | (39383/146578, 173 it/s) [4m33s:10m19s] 26% |████████ | (39397/146578, 173 it/s) [4m33s:10m19s] 26% |████████ | (39402/146578, 165 it/s) [4m33s:10m50s] 26% |████████ | (39415/146578, 165 it/s) [4m33s:10m50s] 26% |████████ | (39432/146578, 165 it/s) [4m34s:10m50s] 26% |████████ | (39448/146578, 165 it/s) [4m34s:10m50s] 26% |████████ | (39456/146578, 165 it/s) [4m34s:10m50s] 26% |████████ | (39462/146578, 162 it/s) [4m34s:11m0s] 26% |████████ | (39479/146578, 162 it/s) [4m34s:11m0s] 26% |████████ | (39494/146578, 162 it/s) [4m34s:11m0s] 26% |████████ | (39508/146578, 162 it/s) [4m34s:11m0s] 26% |████████ | (39525/146578, 162 it/s) [4m34s:11m0s] 26% |████████ | (39534/146578, 162 it/s) [4m34s:10m59s] 26% |████████ | (39543/146578, 157 it/s) [4m34s:11m23s] 26% |████████ | (39562/146578, 157 it/s) [4m35s:11m23s] 27% |████████ | (39578/146578, 157 it/s) [4m35s:11m23s] 27% |████████ | (39584/146578, 157 it/s) [4m35s:11m23s] 27% |████████ | (39600/146578, 157 it/s) [4m35s:11m23s] 27% |████████ | (39601/146578, 153 it/s) [4m35s:11m40s] 27% |████████ | (39606/146578, 153 it/s) [4m35s:11m40s] 27% |████████ | (39612/146578, 153 it/s) [4m35s:11m40s] 27% |████████ | (39618/146578, 153 it/s) [4m35s:11m40s] 27% |████████ | (39636/146578, 153 it/s) [4m35s:11m40s] 27% |████████ | (39653/146578, 153 it/s) [4m35s:11m40s] 27% |████████ | (39670/146578, 148 it/s) [4m35s:12m0s] 27% |████████ | (39674/146578, 148 it/s) [4m36s:12m0s] 27% |████████ | (39691/146578, 148 it/s) [4m36s:12m0s] 27% |████████ | (39702/146578, 148 it/s) [4m36s:11m59s] 27% |████████ | (39714/146578, 148 it/s) [4m36s:11m59s] 27% |████████ | (39732/146578, 139 it/s) [4m36s:12m50s] 27% |████████ | (39749/146578, 139 it/s) [4m36s:12m50s] 27% |████████ | (39765/146578, 139 it/s) [4m36s:12m50s] 27% |████████ | (39782/146578, 139 it/s) [4m36s:12m50s] 27% |████████ | (39799/146578, 139 it/s) [4m36s:12m50s] 27% |████████ | (39818/146578, 139 it/s) [4m36s:12m50s] 27% |████████ | (39833/146578, 139 it/s) [4m36s:12m50s] 27% |████████ | (39844/146578, 146 it/s) [4m36s:12m11s] 27% |████████ | (39862/146578, 146 it/s) [4m37s:12m11s] 27% |████████ | (39879/146578, 146 it/s) [4m37s:12m11s] 27% |████████ | (39884/146578, 146 it/s) [4m37s:12m11s] 27% |████████ | (39901/146578, 146 it/s) [4m37s:12m11s] 27% |████████ | (39916/146578, 146 it/s) [4m37s:12m11s] 27% 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140 it/s) [4m54s:12m24s] 29% |████████ | (42623/146578, 137 it/s) [4m54s:12m37s] 29% |████████ | (42637/146578, 137 it/s) [4m54s:12m37s] 29% |████████ | (42652/146578, 137 it/s) [4m54s:12m37s] 29% |████████ | (42667/146578, 137 it/s) [4m54s:12m37s] 29% |████████ | (42681/146578, 137 it/s) [4m55s:12m37s] 29% |████████ | (42696/146578, 137 it/s) [4m55s:12m37s] 29% |████████ | (42710/146578, 137 it/s) [4m55s:12m36s] 29% |████████ | (42725/146578, 137 it/s) [4m55s:12m36s] 29% |█████████ | (42741/146578, 143 it/s) [4m55s:12m7s] 29% |█████████ | (42757/146578, 143 it/s) [4m55s:12m7s] 29% |█████████ | (42771/146578, 143 it/s) [4m55s:12m6s] 29% |█████████ | (42784/146578, 143 it/s) [4m55s:12m6s] 29% |█████████ | (42799/146578, 143 it/s) [4m55s:12m6s] 29% |█████████ | (42813/146578, 143 it/s) [4m55s:12m6s] 29% |█████████ | (42829/146578, 143 it/s) [4m55s:12m6s] 29% |████████ | (42844/146578, 146 it/s) [4m55s:11m48s] 29% |████████ | (42858/146578, 146 it/s) [4m55s:11m48s] 29% |████████ | 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|█████████ | (43106/146578, 156 it/s) [4m57s:11m5s] 29% |█████████ | (43120/146578, 156 it/s) [4m57s:11m5s] 29% |█████████ | (43134/146578, 156 it/s) [4m57s:11m5s] 29% |█████████ | (43136/146578, 156 it/s) [4m57s:11m5s] 29% |█████████ | (43151/146578, 156 it/s) [4m57s:11m5s] 29% |█████████ | (43164/146578, 156 it/s) [4m57s:11m4s] 29% |█████████ | (43178/146578, 156 it/s) [4m57s:11m2s] 29% |█████████ | (43192/146578, 156 it/s) [4m57s:11m2s] 29% |█████████ | (43194/146578, 156 it/s) [4m57s:11m2s] 29% |█████████ | (43209/146578, 156 it/s) [4m58s:11m2s] 29% |█████████ | (43224/146578, 156 it/s) [4m58s:11m2s] 29% |█████████ | (43239/146578, 156 it/s) [4m58s:11m2s] 29% |█████████ | (43253/146578, 156 it/s) [4m58s:11m2s] 29% |████████ | (43267/146578, 160 it/s) [4m58s:10m44s] 29% |████████ | (43282/146578, 160 it/s) [4m58s:10m44s] 29% |████████ | (43296/146578, 160 it/s) [4m58s:10m44s] 29% |████████ | (43310/146578, 160 it/s) [4m58s:10m44s] 29% |████████ | (43316/146578, 160 it/s) [4m58s:10m44s] 29% |████████ | (43324/146578, 160 it/s) [4m58s:10m44s] 29% |████████ | (43335/146578, 160 it/s) [4m58s:10m44s] 29% |████████ | (43350/146578, 159 it/s) [4m58s:10m48s] 29% |████████ | (43363/146578, 159 it/s) [4m58s:10m48s] 29% |████████ | (43365/146578, 159 it/s) [4m58s:10m48s] 29% |████████ | (43379/146578, 159 it/s) [4m59s:10m48s] 29% |████████ | (43382/146578, 159 it/s) [4m59s:10m48s] 29% |████████ | (43385/146578, 159 it/s) [4m59s:10m48s] 29% |████████ | (43388/146578, 163 it/s) [4m59s:10m33s] 29% |████████ | (43399/146578, 163 it/s) [4m59s:10m33s] 29% |████████ | (43413/146578, 163 it/s) [4m59s:10m33s] 29% |████████ | (43423/146578, 163 it/s) [4m59s:10m33s] 29% |████████ | (43432/146578, 163 it/s) [4m59s:10m32s] 29% |████████ | (43443/146578, 163 it/s) [4m59s:10m32s] 29% |████████ | (43446/146578, 163 it/s) [4m59s:10m32s] 29% |████████ | (43458/146578, 163 it/s) [4m59s:10m33s] 29% |█████████ | (43472/146578, 163 it/s) [5m0s:10m33s] 29% |█████████ | (43488/146578, 163 it/s) [5m0s:10m32s] 29% |█████████ | (43501/146578, 163 it/s) [5m0s:10m32s] 29% |█████████ | (43504/146578, 163 it/s) [5m0s:10m32s] 29% |█████████ | (43518/146578, 163 it/s) [5m0s:10m32s] 29% |█████████ | (43531/146578, 157 it/s) [5m0s:10m56s] 29% |█████████ | (43545/146578, 157 it/s) [5m0s:10m56s] 29% |█████████ | (43559/146578, 157 it/s) [5m0s:10m56s] 29% |█████████ | (43573/146578, 157 it/s) [5m0s:10m56s] 29% |█████████ | (43587/146578, 157 it/s) [5m0s:10m56s] 29% |█████████ | (43589/146578, 157 it/s) [5m0s:10m56s] 29% |█████████ | (43604/146578, 149 it/s) [5m0s:11m30s] 29% |█████████ | (43619/146578, 149 it/s) [5m0s:11m30s] 29% |█████████ | (43634/146578, 149 it/s) [5m1s:11m30s] 29% |█████████ | (43650/146578, 149 it/s) [5m1s:11m30s] 29% |█████████ | (43664/146578, 149 it/s) [5m1s:11m30s] 29% |█████████ | (43675/146578, 149 it/s) [5m1s:11m30s] 29% |█████████ | (43677/146578, 149 it/s) [5m1s:11m30s] 29% |█████████ | (43692/146578, 147 it/s) [5m1s:11m40s] 29% |█████████ | (43706/146578, 147 it/s) [5m1s:11m40s] 29% |█████████ | (43717/146578, 147 it/s) [5m1s:11m40s] 29% |█████████ | (43726/146578, 147 it/s) [5m1s:11m40s] 29% |█████████ | (43740/146578, 147 it/s) [5m1s:11m40s] 29% |█████████ | (43755/146578, 147 it/s) [5m1s:11m40s] 29% |█████████ | (43757/146578, 147 it/s) [5m1s:11m40s] 29% |█████████ | (43771/146578, 148 it/s) [5m1s:11m34s] 29% |█████████ | (43786/146578, 148 it/s) [5m1s:11m34s] 29% |█████████ | (43789/146578, 148 it/s) [5m1s:11m34s] 29% |█████████ | (43804/146578, 148 it/s) [5m2s:11m33s] 29% |█████████ | (43818/146578, 148 it/s) [5m2s:11m33s] 29% |█████████ | (43832/146578, 148 it/s) [5m2s:11m33s] 29% |█████████ | (43847/146578, 148 it/s) [5m2s:11m33s] 29% |█████████ | (43849/146578, 147 it/s) [5m2s:11m37s] 29% |█████████ | (43866/146578, 147 it/s) [5m2s:11m37s] 29% |█████████ | (43884/146578, 147 it/s) [5m2s:11m37s] 29% |█████████ | (43901/146578, 147 it/s) [5m2s:11m37s] 29% |█████████ | (43916/146578, 147 it/s) [5m2s:11m37s] 29% |█████████ | (43929/146578, 147 it/s) [5m2s:11m37s] 29% |█████████ | (43941/146578, 147 it/s) [5m2s:11m36s] 29% |█████████ | (43946/146578, 152 it/s) [5m2s:11m16s] 29% |█████████ | (43960/146578, 152 it/s) [5m2s:11m16s] 29% |█████████ | (43972/146578, 152 it/s) [5m3s:11m16s] 30% |█████████ | (43987/146578, 152 it/s) [5m3s:11m16s] 30% |█████████ | (44002/146578, 152 it/s) [5m3s:11m16s] 30% |█████████ | (44004/146578, 152 it/s) [5m3s:11m16s] 30% |█████████ | (44019/146578, 152 it/s) [5m3s:11m16s] 30% |█████████ | (44031/146578, 149 it/s) [5m3s:11m27s] 30% |█████████ | (44046/146578, 149 it/s) [5m3s:11m27s] 30% |█████████ | (44058/146578, 149 it/s) [5m3s:11m27s] 30% |█████████ | (44060/146578, 149 it/s) [5m3s:11m27s] 30% |█████████ | (44075/146578, 149 it/s) [5m3s:11m27s] 30% |█████████ | (44089/146578, 149 it/s) [5m3s:11m27s] 30% |█████████ | (44103/146578, 148 it/s) [5m3s:11m31s] 30% |█████████ | (44116/146578, 148 it/s) [5m4s:11m31s] 30% |█████████ | (44117/146578, 148 it/s) [5m4s:11m31s] 30% |█████████ | (44120/146578, 143 it/s) [5m4s:11m56s] 30% |█████████ | (44124/146578, 143 it/s) [5m4s:11m56s] 30% |█████████ | (44135/146578, 143 it/s) [5m4s:11m56s] 30% |█████████ | (44150/146578, 143 it/s) [5m4s:11m56s] 30% |█████████ | (44164/146578, 143 it/s) [5m4s:11m56s] 30% |█████████ | (44177/146578, 143 it/s) [5m4s:11m55s] 30% |█████████ | (44191/146578, 145 it/s) [5m4s:11m45s] 30% |█████████ | (44192/146578, 145 it/s) [5m5s:11m45s] 30% |█████████ | (44205/146578, 145 it/s) [5m5s:11m45s] 30% |█████████ | (44218/146578, 145 it/s) [5m5s:11m45s] 30% |█████████ | (44224/146578, 145 it/s) [5m5s:11m45s] 30% |█████████ | (44238/146578, 145 it/s) [5m5s:11m45s] 30% |█████████ | (44246/146578, 145 it/s) [5m5s:11m45s] 30% |█████████ | (44260/146578, 142 it/s) [5m5s:12m0s] 30% |█████████ | (44274/146578, 142 it/s) [5m5s:12m0s] 30% |█████████ | (44287/146578, 142 it/s) [5m5s:12m0s] 30% |█████████ | (44294/146578, 142 it/s) [5m5s:12m0s] 30% |█████████ | (44307/146578, 142 it/s) [5m5s:12m0s] 30% |█████████ | (44319/146578, 141 it/s) [5m6s:12m7s] 30% |█████████ | (44333/146578, 141 it/s) [5m6s:12m7s] 30% |█████████ | (44344/146578, 141 it/s) [5m6s:12m7s] 30% |█████████ | (44355/146578, 141 it/s) [5m6s:12m7s] 30% |█████████ | (44368/146578, 141 it/s) [5m6s:12m7s] 30% |█████████ | (44381/146578, 141 it/s) [5m6s:12m7s] 30% |█████████ | (44394/146578, 141 it/s) [5m6s:12m7s] 30% |█████████ | (44408/146578, 138 it/s) [5m6s:12m19s] 30% |█████████ | (44421/146578, 138 it/s) [5m6s:12m19s] 30% |█████████ | (44434/146578, 138 it/s) [5m6s:12m19s] 30% |█████████ | (44450/146578, 138 it/s) [5m6s:12m19s] 30% |█████████ | (44464/146578, 138 it/s) [5m6s:12m18s] 30% |█████████ | (44477/146578, 138 it/s) [5m6s:12m18s] 30% |█████████ | (44489/146578, 138 it/s) [5m6s:12m18s] 30% |█████████ | (44501/146578, 143 it/s) [5m6s:11m55s] 30% |█████████ | (44514/146578, 143 it/s) [5m7s:11m55s] 30% |█████████ | (44528/146578, 143 it/s) [5m7s:11m54s] 30% |█████████ | (44543/146578, 143 it/s) [5m7s:11m54s] 30% |█████████ | (44556/146578, 143 it/s) [5m7s:11m54s] 30% |█████████ | (44570/146578, 143 it/s) [5m7s:11m54s] 30% |█████████ | (44585/146578, 143 it/s) [5m7s:11m54s] 30% |█████████ | (44599/146578, 143 it/s) [5m7s:11m54s] 30% |█████████ | (44614/146578, 148 it/s) [5m7s:11m27s] 30% |█████████ | (44628/146578, 148 it/s) [5m7s:11m27s] 30% |█████████ | (44642/146578, 148 it/s) [5m7s:11m27s] 30% |█████████ | (44656/146578, 148 it/s) [5m7s:11m27s] 30% |█████████ | (44671/146578, 148 it/s) [5m7s:11m27s] 30% |█████████ | (44687/146578, 148 it/s) [5m7s:11m27s] 30% |█████████ | (44701/146578, 148 it/s) [5m7s:11m26s] 30% |█████████ | (44715/146578, 152 it/s) [5m7s:11m11s] 30% |█████████ | (44730/146578, 152 it/s) [5m8s:11m11s] 30% |█████████ | (44745/146578, 152 it/s) [5m8s:11m11s] 30% |█████████ | (44758/146578, 152 it/s) [5m8s:11m11s] 30% |█████████ | (44771/146578, 152 it/s) [5m8s:11m11s] 30% |█████████ | (44784/146578, 152 it/s) [5m8s:11m11s] 30% |█████████ | (44798/146578, 152 it/s) [5m8s:11m11s] 30% |█████████ | (44811/146578, 156 it/s) [5m8s:10m52s] 30% |█████████ | (44825/146578, 156 it/s) [5m8s:10m52s] 30% |█████████ | (44840/146578, 156 it/s) [5m8s:10m52s] 30% |█████████ | (44855/146578, 156 it/s) [5m8s:10m52s] 30% |█████████ | (44867/146578, 156 it/s) [5m8s:10m52s] 30% |█████████ | (44881/146578, 156 it/s) [5m8s:10m52s] 30% |█████████ | (44896/146578, 156 it/s) [5m8s:10m52s] 30% |█████████ | (44910/146578, 156 it/s) [5m8s:10m52s] 30% |█████████ | (44924/146578, 163 it/s) [5m8s:10m23s] 30% |█████████ | (44937/146578, 163 it/s) [5m9s:10m23s] 30% |█████████ | (44950/146578, 163 it/s) [5m9s:10m23s] 30% |█████████ | (44965/146578, 163 it/s) [5m9s:10m23s] 30% |█████████ | (44970/146578, 163 it/s) [5m9s:10m23s] 30% |█████████ | (44985/146578, 163 it/s) [5m9s:10m22s] 30% |█████████ | (44999/146578, 173 it/s) [5m9s:9m45s] 30% |█████████ | (45014/146578, 173 it/s) [5m9s:9m45s] 30% |█████████ | (45028/146578, 173 it/s) [5m9s:9m45s] 30% 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30% |█████████ | (45309/146578, 189 it/s) [5m10s:8m54s] 30% |█████████ | (45324/146578, 200 it/s) [5m10s:8m25s] 30% |█████████ | (45340/146578, 200 it/s) [5m11s:8m25s] 30% |█████████ | (45356/146578, 200 it/s) [5m11s:8m25s] 30% |█████████ | (45372/146578, 200 it/s) [5m11s:8m25s] 30% |█████████ | (45388/146578, 200 it/s) [5m11s:8m25s] 30% |█████████ | (45405/146578, 200 it/s) [5m11s:8m25s] 30% |█████████ | (45421/146578, 200 it/s) [5m11s:8m25s] 30% |█████████ | (45438/146578, 200 it/s) [5m11s:8m25s] 31% |██████████ | (45455/146578, 208 it/s) [5m11s:8m6s] 31% |██████████ | (45474/146578, 208 it/s) [5m11s:8m6s] 31% |██████████ | (45491/146578, 208 it/s) [5m11s:8m6s] 31% |██████████ | (45510/146578, 208 it/s) [5m11s:8m6s] 31% |██████████ | (45528/146578, 208 it/s) [5m11s:8m5s] 31% |██████████ | (45545/146578, 208 it/s) [5m11s:8m5s] 31% |██████████ | (45563/146578, 208 it/s) [5m11s:8m5s] 31% |█████████ | (45580/146578, 215 it/s) [5m11s:7m49s] 31% |█████████ | (45599/146578, 215 it/s) 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222 it/s) [9m58s:2m10s] 80% |████████████████████████ | (117682/146578, 222 it/s) [9m58s:2m10s] 80% |█████████████████████████ | (117697/146578, 223 it/s) [9m58s:2m9s] 80% |█████████████████████████ | (117712/146578, 223 it/s) [9m58s:2m9s] 80% |█████████████████████████ | (117726/146578, 223 it/s) [9m58s:2m9s] 80% |█████████████████████████ | (117740/146578, 223 it/s) [9m58s:2m9s] 80% |█████████████████████████ | (117755/146578, 223 it/s) [9m58s:2m9s] 80% |█████████████████████████ | (117770/146578, 223 it/s) [9m59s:2m9s] 80% |█████████████████████████ | (117785/146578, 223 it/s) [9m59s:2m9s] 80% |█████████████████████████ | (117799/146578, 222 it/s) [9m59s:2m9s] 80% |█████████████████████████ | (117813/146578, 222 it/s) [9m59s:2m9s] 80% |█████████████████████████ | (117828/146578, 222 it/s) [9m59s:2m9s] 80% |█████████████████████████ | (117842/146578, 222 it/s) [9m59s:2m9s] 80% |█████████████████████████ | (117856/146578, 222 it/s) [9m59s:2m9s] 80% |█████████████████████████ | 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(124638/146578, 232 it/s) [10m28s:1m34s] 85% |█████████████████████████ | (124653/146578, 228 it/s) [10m28s:1m36s] 85% |█████████████████████████ | (124668/146578, 228 it/s) [10m28s:1m36s] 85% |█████████████████████████ | (124683/146578, 228 it/s) [10m28s:1m36s] 85% |█████████████████████████ | (124698/146578, 228 it/s) [10m29s:1m35s] 85% |█████████████████████████ | (124712/146578, 228 it/s) [10m29s:1m35s] 85% |█████████████████████████ | (124728/146578, 228 it/s) [10m29s:1m35s] 85% |█████████████████████████ | (124743/146578, 228 it/s) [10m29s:1m35s] 85% |█████████████████████████ | (124758/146578, 225 it/s) [10m29s:1m37s] 85% |█████████████████████████ | (124772/146578, 225 it/s) [10m29s:1m37s] 85% |█████████████████████████ | (124787/146578, 225 it/s) [10m29s:1m37s] 85% |█████████████████████████ | (124801/146578, 225 it/s) [10m29s:1m36s] 85% |█████████████████████████ | (124816/146578, 225 it/s) [10m29s:1m36s] 85% |█████████████████████████ | (124830/146578, 225 it/s) 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(125211/146578, 215 it/s) [10m31s:1m39s] 85% |█████████████████████████ | (125224/146578, 215 it/s) [10m31s:1m39s] 85% |█████████████████████████ | (125237/146578, 215 it/s) [10m31s:1m39s] 85% |█████████████████████████ | (125251/146578, 215 it/s) [10m31s:1m39s] 85% |█████████████████████████ | (125266/146578, 215 it/s) [10m31s:1m38s] 85% |█████████████████████████ | (125280/146578, 213 it/s) [10m31s:1m39s] 85% |█████████████████████████ | (125294/146578, 213 it/s) [10m31s:1m39s] 85% |█████████████████████████ | (125306/146578, 213 it/s) [10m31s:1m39s] 85% |█████████████████████████ | (125319/146578, 213 it/s) [10m31s:1m39s] 85% |█████████████████████████ | (125334/146578, 213 it/s) [10m32s:1m39s] 85% |█████████████████████████ | (125348/146578, 213 it/s) [10m32s:1m39s] 85% |█████████████████████████ | (125362/146578, 213 it/s) [10m32s:1m39s] 85% |█████████████████████████ | (125378/146578, 213 it/s) [10m32s:1m39s] 85% |█████████████████████████ | (125392/146578, 212 it/s) [10m32s:1m39s] 85% |█████████████████████████ | (125407/146578, 212 it/s) [10m32s:1m39s] 85% |█████████████████████████ | (125422/146578, 212 it/s) [10m32s:1m39s] 85% |█████████████████████████ | (125436/146578, 212 it/s) [10m32s:1m39s] 85% |█████████████████████████ | (125451/146578, 212 it/s) [10m32s:1m39s] 85% |█████████████████████████ | (125465/146578, 212 it/s) [10m32s:1m39s] 85% |█████████████████████████ | (125479/146578, 212 it/s) [10m32s:1m39s] 85% |█████████████████████████ | (125493/146578, 211 it/s) [10m32s:1m39s] 85% |█████████████████████████ | (125509/146578, 211 it/s) [10m32s:1m39s] 85% |█████████████████████████ | (125524/146578, 211 it/s) [10m32s:1m39s] 85% |█████████████████████████ | (125540/146578, 211 it/s) [10m32s:1m39s] 85% |█████████████████████████ | (125555/146578, 211 it/s) [10m33s:1m39s] 85% |█████████████████████████ | (125570/146578, 211 it/s) [10m33s:1m39s] 85% |█████████████████████████ | (125584/146578, 211 it/s) [10m33s:1m39s] 85% 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|███████████████████████████ | (132286/146578, 198 it/s) [11m6s:1m12s] 90% |███████████████████████████ | (132299/146578, 198 it/s) [11m6s:1m11s] 90% |███████████████████████████ | (132312/146578, 198 it/s) [11m6s:1m11s] 90% |███████████████████████████ | (132325/146578, 198 it/s) [11m6s:1m11s] 90% |███████████████████████████ | (132339/146578, 198 it/s) [11m6s:1m11s] 90% |███████████████████████████ | (132353/146578, 198 it/s) [11m6s:1m11s] 90% |███████████████████████████ | (132366/146578, 198 it/s) [11m6s:1m11s] 90% |███████████████████████████ | (132380/146578, 198 it/s) [11m6s:1m11s] 90% |███████████████████████████ | (132394/146578, 198 it/s) [11m6s:1m11s] 90% |███████████████████████████ | (132408/146578, 198 it/s) [11m6s:1m11s] 90% |███████████████████████████ | (132422/146578, 198 it/s) [11m6s:1m11s] 90% |███████████████████████████ | (132436/146578, 198 it/s) [11m6s:1m11s] 90% |███████████████████████████ | (132449/146578, 198 it/s) [11m6s:1m11s] 90% 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(143701/146578, 225 it/s) [11m56s:12s] 98% |███████████████████████████████ | (143716/146578, 225 it/s) [11m56s:12s] 98% |███████████████████████████████ | (143730/146578, 225 it/s) [11m56s:12s] 98% |███████████████████████████████ | (143745/146578, 225 it/s) [11m56s:12s] 98% |███████████████████████████████ | (143759/146578, 225 it/s) [11m56s:12s] 98% |███████████████████████████████ | (143774/146578, 225 it/s) [11m57s:12s] 98% |███████████████████████████████ | (143788/146578, 225 it/s) [11m57s:12s] 98% |███████████████████████████████ | (143802/146578, 225 it/s) [11m57s:12s] 98% |███████████████████████████████ | (143816/146578, 223 it/s) [11m57s:12s] 98% |███████████████████████████████ | (143831/146578, 223 it/s) [11m57s:12s] 98% |███████████████████████████████ | (143846/146578, 223 it/s) [11m57s:12s] 98% |███████████████████████████████ | (143862/146578, 223 it/s) [11m57s:12s] 98% |███████████████████████████████ | (143878/146578, 223 it/s) [11m57s:12s] 98% 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[11m58s:11s] 98% |███████████████████████████████ | (144095/146578, 224 it/s) [11m58s:11s] 98% |███████████████████████████████ | (144111/146578, 224 it/s) [11m58s:11s] 98% |███████████████████████████████ | (144126/146578, 224 it/s) [11m58s:10s] 98% |███████████████████████████████ | (144141/146578, 224 it/s) [11m58s:10s] 98% |███████████████████████████████ | (144156/146578, 222 it/s) [11m58s:10s] 98% |███████████████████████████████ | (144172/146578, 222 it/s) [11m58s:10s] 98% |███████████████████████████████ | (144187/146578, 222 it/s) [11m58s:10s] 98% |███████████████████████████████ | (144202/146578, 222 it/s) [11m58s:10s] 98% |███████████████████████████████ | (144218/146578, 222 it/s) [11m58s:10s] 98% |███████████████████████████████ | (144234/146578, 222 it/s) [11m59s:10s] 98% |███████████████████████████████ | (144252/146578, 222 it/s) [11m59s:10s] 98% |███████████████████████████████ | (144271/146578, 222 it/s) [11m59s:10s] 98% |███████████████████████████████ | (144290/146578, 224 it/s) [11m59s:10s] 98% |███████████████████████████████ | (144310/146578, 224 it/s) [11m59s:10s] 98% |███████████████████████████████ | (144330/146578, 224 it/s) [11m59s:10s] 98% |████████████████████████████████ | (144350/146578, 224 it/s) [11m59s:9s] 98% |████████████████████████████████ | (144370/146578, 224 it/s) [11m59s:9s] 98% |████████████████████████████████ | (144388/146578, 224 it/s) [11m59s:9s] 98% |████████████████████████████████ | (144407/146578, 224 it/s) [11m59s:9s] 98% |████████████████████████████████ | (144426/146578, 231 it/s) [11m59s:9s] 98% |████████████████████████████████ | (144445/146578, 231 it/s) [11m59s:9s] 98% |████████████████████████████████ | (144464/146578, 231 it/s) [11m59s:9s] 98% |████████████████████████████████ | (144483/146578, 231 it/s) [11m59s:9s] 98% |████████████████████████████████ | (144501/146578, 231 it/s) [11m59s:8s] 98% |█████████████████████████████████ | (144519/146578, 231 it/s) [12m0s:8s] 98% |█████████████████████████████████ | (144536/146578, 231 it/s) [12m0s:8s] 98% |█████████████████████████████████ | (144555/146578, 231 it/s) [12m0s:8s] 98% |█████████████████████████████████ | (144574/146578, 237 it/s) [12m0s:8s] 98% |█████████████████████████████████ | (144593/146578, 237 it/s) [12m0s:8s] 98% |█████████████████████████████████ | (144610/146578, 237 it/s) [12m0s:8s] 98% |█████████████████████████████████ | (144628/146578, 237 it/s) [12m0s:8s] 98% |█████████████████████████████████ | (144645/146578, 237 it/s) [12m0s:8s] 98% |█████████████████████████████████ | (144664/146578, 237 it/s) [12m0s:8s] 98% |█████████████████████████████████ | (144670/146578, 237 it/s) [12m0s:8s] 98% |█████████████████████████████████ | (144688/146578, 240 it/s) [12m0s:7s] 98% |█████████████████████████████████ | (144706/146578, 240 it/s) [12m0s:7s] 98% |█████████████████████████████████ | (144725/146578, 240 it/s) [12m0s:7s] 98% |█████████████████████████████████ | (144744/146578, 240 it/s) [12m0s:7s] 98% |█████████████████████████████████ | (144762/146578, 240 it/s) [12m1s:7s] 98% |█████████████████████████████████ | (144781/146578, 240 it/s) [12m1s:7s] 98% |█████████████████████████████████ | (144800/146578, 240 it/s) [12m1s:7s] 98% |█████████████████████████████████ | (144819/146578, 246 it/s) [12m1s:7s] 98% |█████████████████████████████████ | (144836/146578, 246 it/s) [12m1s:7s] 98% |█████████████████████████████████ | (144855/146578, 246 it/s) [12m1s:7s] 98% |█████████████████████████████████ | (144874/146578, 246 it/s) [12m1s:6s] 98% |█████████████████████████████████ | (144892/146578, 246 it/s) [12m1s:6s] 98% |█████████████████████████████████ | (144910/146578, 246 it/s) [12m1s:6s] 98% |█████████████████████████████████ | (144928/146578, 246 it/s) [12m1s:6s] 98% |█████████████████████████████████ | (144946/146578, 246 it/s) [12m1s:6s] 98% |█████████████████████████████████ | (144965/146578, 250 it/s) [12m1s:6s] 98% |█████████████████████████████████ | (144982/146578, 250 it/s) [12m1s:6s] 98% |█████████████████████████████████ | (145001/146578, 250 it/s) [12m1s:6s] 98% |█████████████████████████████████ | (145020/146578, 250 it/s) [12m1s:6s] 98% |█████████████████████████████████ | (145039/146578, 250 it/s) [12m2s:6s] 98% |█████████████████████████████████ | (145058/146578, 250 it/s) [12m2s:6s] 98% |█████████████████████████████████ | (145076/146578, 250 it/s) [12m2s:6s] 98% |█████████████████████████████████ | (145095/146578, 257 it/s) [12m2s:5s] 99% |█████████████████████████████████ | (145115/146578, 257 it/s) [12m2s:5s] 99% |█████████████████████████████████ | (145133/146578, 257 it/s) [12m2s:5s] 99% |█████████████████████████████████ | (145153/146578, 257 it/s) [12m2s:5s] 99% |█████████████████████████████████ | (145173/146578, 257 it/s) [12m2s:5s] 99% |█████████████████████████████████ | (145193/146578, 257 it/s) [12m2s:5s] 99% |█████████████████████████████████ | (145213/146578, 257 it/s) [12m2s:5s] 99% 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[12m3s:4s] 99% |█████████████████████████████████ | (145477/146578, 268 it/s) [12m3s:4s] 99% |█████████████████████████████████ | (145497/146578, 268 it/s) [12m3s:4s] 99% |█████████████████████████████████ | (145515/146578, 268 it/s) [12m3s:3s] 99% |█████████████████████████████████ | (145534/146578, 273 it/s) [12m3s:3s] 99% |█████████████████████████████████ | (145551/146578, 273 it/s) [12m3s:3s] 99% |█████████████████████████████████ | (145570/146578, 273 it/s) [12m3s:3s] 99% |█████████████████████████████████ | (145588/146578, 273 it/s) [12m3s:3s] 99% |█████████████████████████████████ | (145606/146578, 273 it/s) [12m4s:3s] 99% |█████████████████████████████████ | (145625/146578, 273 it/s) [12m4s:3s] 99% |█████████████████████████████████ | (145644/146578, 273 it/s) [12m4s:3s] 99% |█████████████████████████████████ | (145663/146578, 277 it/s) [12m4s:3s] 99% |█████████████████████████████████ | (145680/146578, 277 it/s) [12m4s:3s] 99% |█████████████████████████████████ | (145698/146578, 277 it/s) [12m4s:3s] 99% |█████████████████████████████████ | (145717/146578, 277 it/s) [12m4s:3s] 99% |█████████████████████████████████ | (145738/146578, 277 it/s) [12m4s:3s] 99% |█████████████████████████████████ | (145758/146578, 277 it/s) [12m4s:2s] 99% |█████████████████████████████████ | (145778/146578, 277 it/s) [12m4s:2s] 99% |█████████████████████████████████ | (145797/146578, 277 it/s) [12m4s:2s] 99% |█████████████████████████████████ | (145816/146578, 276 it/s) [12m4s:2s] 99% |█████████████████████████████████ | (145835/146578, 276 it/s) [12m4s:2s] 99% |█████████████████████████████████ | (145854/146578, 276 it/s) [12m4s:2s] 99% |█████████████████████████████████ | (145873/146578, 276 it/s) [12m4s:2s] 99% |█████████████████████████████████ | (145893/146578, 276 it/s) [12m5s:2s] 99% |█████████████████████████████████ | (145912/146578, 276 it/s) [12m5s:2s] 99% |█████████████████████████████████ | (145931/146578, 276 it/s) [12m5s:2s] 99% |█████████████████████████████████ | (145949/146578, 277 it/s) [12m5s:2s] 99% |█████████████████████████████████ | (145967/146578, 277 it/s) [12m5s:2s] 99% |█████████████████████████████████ | (145985/146578, 277 it/s) [12m5s:2s] 99% |█████████████████████████████████ | (146004/146578, 277 it/s) [12m5s:2s] 99% |█████████████████████████████████ | (146023/146578, 277 it/s) [12m5s:2s] 99% |█████████████████████████████████ | (146042/146578, 277 it/s) [12m5s:1s] 99% |█████████████████████████████████ | (146061/146578, 277 it/s) [12m5s:1s] 99% |█████████████████████████████████ | (146073/146578, 277 it/s) [12m5s:1s] 99% |█████████████████████████████████ | (146092/146578, 279 it/s) [12m5s:1s] 99% |█████████████████████████████████ | (146112/146578, 279 it/s) [12m5s:1s] 99% |█████████████████████████████████ | (146132/146578, 279 it/s) [12m5s:1s] 99% |█████████████████████████████████ | (146152/146578, 279 it/s) [12m5s:1s] 99% |█████████████████████████████████ | (146170/146578, 279 it/s) [12m6s:1s] 99% |█████████████████████████████████ | (146189/146578, 279 it/s) [12m6s:1s] 99% |█████████████████████████████████ | (146208/146578, 279 it/s) [12m6s:1s] 99% |█████████████████████████████████ | (146226/146578, 280 it/s) [12m6s:1s] 99% |█████████████████████████████████ | (146244/146578, 280 it/s) [12m6s:1s] 99% |█████████████████████████████████ | (146261/146578, 280 it/s) [12m6s:1s] 99% |█████████████████████████████████ | (146279/146578, 280 it/s) [12m6s:1s] 99% |█████████████████████████████████ | (146297/146578, 280 it/s) [12m6s:1s] 99% |█████████████████████████████████ | (146316/146578, 280 it/s) [12m6s:0s] 99% |█████████████████████████████████ | (146335/146578, 280 it/s) [12m6s:0s] 99% |█████████████████████████████████ | (146353/146578, 280 it/s) [12m6s:0s] 99% |█████████████████████████████████ | (146371/146578, 279 it/s) [12m6s:0s] 99% |█████████████████████████████████ | (146390/146578, 279 it/s) [12m6s:0s] 99% |█████████████████████████████████ | (146408/146578, 279 it/s) [12m6s:0s] 99% |█████████████████████████████████ | (146428/146578, 279 it/s) [12m6s:0s] 99% |█████████████████████████████████ | (146446/146578, 279 it/s) [12m7s:0s] 99% |█████████████████████████████████ | (146464/146578, 279 it/s) [12m7s:0s] 99% |█████████████████████████████████ | (146484/146578, 279 it/s) [12m7s:0s] 99% |█████████████████████████████████ | (146504/146578, 280 it/s) [12m7s:0s] 99% |█████████████████████████████████ | (146522/146578, 280 it/s) [12m7s:0s] 99% |█████████████████████████████████ | (146543/146578, 280 it/s) [12m7s:0s] 99% |█████████████████████████████████ | (146561/146578, 280 it/s) [12m7s:0s] 100% |██████████████████████████████████| (146578/146578, 201 it/s) 2026-06-21 21:05:08 [INFO] Delaminator took 26m57.182250539s