+ /app/bin/delaminator -v --result /working/result.json /working/66c38f40-7ebc-4d0d-8bbd-472143cebbc3 2026-08-18 00:36:03 [INFO] Delaminator 1.0.6 2026-08-18 00:36:03 [INFO] Delaminating... 0% | | ( 0 B/117 GB) [0s:0s] 0% | | (7.2 MB/117 GB, 109 MB/s) [0s:17m58s] 0% | | (13 MB/117 GB, 97 MB/s) [0s:20m5s] 0% | | (22 MB/117 GB, 98 MB/s) [0s:19m57s] 0% | | (34 MB/117 GB, 117 MB/s) [0s:16m43s] 0% | | (47 MB/117 GB, 130 MB/s) [0s:15m1s] 0% | | (62 MB/117 GB, 143 MB/s) [0s:13m40s] 0% | | (81 MB/117 GB, 162 MB/s) [0s:12m0s] 0% | | (99 MB/117 GB, 170 MB/s) [0s:11m25s] 0% | | (118 MB/117 GB, 170 MB/s) [0s:11m25s] 0% | | (138 MB/117 GB, 170 MB/s) [0s:11m25s] 0% | | (157 MB/117 GB, 170 MB/s) [0s:11m25s] 0% | | (176 MB/117 GB, 170 MB/s) [0s:11m25s] 0% | | (195 MB/117 GB, 170 MB/s) [0s:11m25s] 0% | | (214 MB/117 GB, 170 MB/s) [0s:11m25s] 0% | | (233 MB/117 GB, 229 MB/s) [1s:8m29s] 0% | | (252 MB/117 GB, 229 MB/s) [1s:8m29s] 0% | | (272 MB/117 GB, 229 MB/s) [1s:8m29s] 0% | | (292 MB/117 GB, 229 MB/s) [1s:8m29s] 0% | | (312 MB/117 GB, 229 MB/s) [1s:8m28s] 0% | | (332 MB/117 GB, 229 MB/s) [1s:8m28s] 0% | | (351 MB/117 GB, 229 MB/s) [1s:8m28s] 0% | | (370 MB/117 GB, 229 MB/s) [1s:8m28s] 0% | | (389 MB/117 GB, 250 MB/s) [1s:7m47s] 0% | | (408 MB/117 GB, 250 MB/s) [1s:7m47s] 0% | | (426 MB/117 GB, 250 MB/s) [1s:7m47s] 0% | | (445 MB/117 GB, 250 MB/s) [1s:7m47s] 0% | | (464 MB/117 GB, 250 MB/s) [1s:7m47s] 0% | | (482 MB/117 GB, 250 MB/s) [1s:7m47s] 0% | | (502 MB/117 GB, 250 MB/s) [1s:7m47s] 0% | | (522 MB/117 GB, 258 MB/s) [2s:7m31s] 0% | | (541 MB/117 GB, 258 MB/s) [2s:7m31s] 0% | | (560 MB/117 GB, 258 MB/s) [2s:7m31s] 0% | | (578 MB/117 GB, 258 MB/s) [2s:7m30s] 0% | | (598 MB/117 GB, 258 MB/s) [2s:7m30s] 0% | | (617 MB/117 GB, 258 MB/s) [2s:7m30s] 0% | | (636 MB/117 GB, 258 MB/s) [2s:7m30s] 0% | | (656 MB/117 GB, 258 MB/s) [2s:7m30s] 0% | | (674 MB/117 GB, 264 MB/s) [2s:7m20s] 0% | | (693 MB/117 GB, 264 MB/s) [2s:7m20s] 0% | | (713 MB/117 GB, 264 MB/s) [2s:7m20s] 0% | | (733 MB/117 GB, 264 MB/s) [2s:7m20s] 0% | | (752 MB/117 GB, 264 MB/s) [2s:7m20s] 0% | | (770 MB/117 GB, 264 MB/s) [2s:7m20s] 0% | | (788 MB/117 GB, 264 MB/s) [2s:7m20s] 0% | | (807 MB/117 GB, 267 MB/s) [3s:7m14s] 0% | | (826 MB/117 GB, 267 MB/s) [3s:7m14s] 0% | | (845 MB/117 GB, 267 MB/s) [3s:7m14s] 0% | | (865 MB/117 GB, 267 MB/s) [3s:7m14s] 0% | | (884 MB/117 GB, 267 MB/s) [3s:7m14s] 0% | | (904 MB/117 GB, 267 MB/s) [3s:7m14s] 0% | | (924 MB/117 GB, 267 MB/s) [3s:7m14s] 0% | | (944 MB/117 GB, 267 MB/s) [3s:7m14s] 0% | | (964 MB/117 GB, 272 MB/s) [3s:7m7s] 0% | | (984 MB/117 GB, 272 MB/s) [3s:7m7s] 0% | | (1.0/117 GB, 272 MB/s) [3s:7m7s] 0% | | (1.0/117 GB, 272 MB/s) [3s:7m7s] 0% | | (1.0/117 GB, 272 MB/s) [3s:7m7s] 0% | | (1.1/117 GB, 272 MB/s) [3s:7m7s] 0% | | (1.1/117 GB, 272 MB/s) [3s:7m7s] 0% | | (1.1/117 GB, 272 MB/s) [4s:7m7s] 0% | | (1.1/117 GB, 274 MB/s) [4s:7m2s] 0% | | (1.1/117 GB, 274 MB/s) [4s:7m2s] 0% | | (1.2/117 GB, 274 MB/s) [4s:7m2s] 1% | | (1.2/117 GB, 274 MB/s) [4s:7m2s] 1% | | (1.2/117 GB, 274 MB/s) [4s:7m2s] 1% | | (1.2/117 GB, 274 MB/s) [4s:7m2s] 1% | | (1.2/117 GB, 274 MB/s) [4s:7m1s] 1% | | (1.3/117 GB, 276 MB/s) [4s:6m58s] 1% | | (1.3/117 GB, 276 MB/s) [4s:6m58s] 1% | | (1.3/117 GB, 276 MB/s) [4s:6m58s] 1% | | (1.3/117 GB, 276 MB/s) [4s:6m58s] 1% | | (1.3/117 GB, 276 MB/s) [4s:6m58s] 1% | | (1.4/117 GB, 276 MB/s) [4s:6m58s] 1% | | (1.4/117 GB, 276 MB/s) [4s:6m58s] 1% | | (1.4/117 GB, 276 MB/s) [5s:6m58s] 1% | | (1.4/117 GB, 278 MB/s) [5s:6m56s] 1% | | (1.4/117 GB, 278 MB/s) [5s:6m56s] 1% | | (1.4/117 GB, 278 MB/s) [5s:6m56s] 1% | | (1.5/117 GB, 278 MB/s) [5s:6m56s] 1% | | (1.5/117 GB, 278 MB/s) [5s:6m56s] 1% | | (1.5/117 GB, 278 MB/s) [5s:6m56s] 1% | | (1.5/117 GB, 278 MB/s) [5s:6m56s] 1% | | (1.5/117 GB, 289 MB/s) [5s:6m39s] 1% | | (1.6/117 GB, 289 MB/s) [5s:6m39s] 1% | | (1.6/117 GB, 289 MB/s) [5s:6m39s] 1% | | (1.6/117 GB, 289 MB/s) [5s:6m39s] 1% | | (1.6/117 GB, 289 MB/s) [5s:6m39s] 1% | | (1.6/117 GB, 289 MB/s) [5s:6m38s] 1% | | (1.7/117 GB, 289 MB/s) [5s:6m38s] 1% | | (1.7/117 GB, 289 MB/s) [6s:6m38s] 1% | | (1.7/117 GB, 287 MB/s) [6s:6m41s] 1% | | (1.7/117 GB, 287 MB/s) [6s:6m41s] 1% | | (1.7/117 GB, 287 MB/s) [6s:6m41s] 1% | | (1.7/117 GB, 287 MB/s) [6s:6m41s] 1% | | (1.8/117 GB, 287 MB/s) [6s:6m41s] 1% | | (1.8/117 GB, 287 MB/s) [6s:6m41s] 1% | | (1.8/117 GB, 287 MB/s) [6s:6m41s] 1% | | (1.8/117 GB, 286 MB/s) [6s:6m42s] 1% | | (1.8/117 GB, 286 MB/s) [6s:6m42s] 1% | | (1.9/117 GB, 286 MB/s) [6s:6m42s] 1% | | (1.9/117 GB, 286 MB/s) [6s:6m42s] 1% | | (1.9/117 GB, 286 MB/s) [6s:6m42s] 1% | | (1.9/117 GB, 286 MB/s) [6s:6m42s] 1% | | (1.9/117 GB, 286 MB/s) [6s:6m42s] 1% | | (2.0/117 GB, 286 MB/s) [7s:6m42s] 1% | | (2.0/117 GB, 287 MB/s) [7s:6m41s] 1% | | (2.0/117 GB, 287 MB/s) [7s:6m41s] 1% | | (2.0/117 GB, 287 MB/s) [7s:6m41s] 1% | | (2.0/117 GB, 287 MB/s) [7s:6m40s] 1% | | (2.0/117 GB, 287 MB/s) [7s:6m40s] 1% | | (2.1/117 GB, 287 MB/s) [7s:6m40s] 1% | | (2.1/117 GB, 287 MB/s) [7s:6m40s] 1% | | (2.1/117 GB, 284 MB/s) [7s:6m44s] 1% | | (2.1/117 GB, 284 MB/s) [7s:6m44s] 1% | | (2.1/117 GB, 284 MB/s) [7s:6m44s] 1% | | (2.2/117 GB, 284 MB/s) [7s:6m44s] 1% | | (2.2/117 GB, 284 MB/s) [7s:6m44s] 1% | | (2.2/117 GB, 284 MB/s) [7s:6m44s] 1% | | (2.2/117 GB, 284 MB/s) [7s:6m43s] 1% | | (2.2/117 GB, 284 MB/s) [8s:6m43s] 1% | | (2.2/117 GB, 282 MB/s) [8s:6m47s] 1% | | (2.3/117 GB, 282 MB/s) [8s:6m47s] 1% | | (2.3/117 GB, 282 MB/s) [8s:6m47s] 1% | | (2.3/117 GB, 282 MB/s) [8s:6m47s] 1% | | (2.3/117 GB, 282 MB/s) [8s:6m47s] 1% | | (2.3/117 GB, 282 MB/s) [8s:6m47s] 1% | | (2.3/117 GB, 271 MB/s) [8s:7m2s] 2% | | (2.3/117 GB, 271 MB/s) [8s:7m2s] 2% | | (2.4/117 GB, 271 MB/s) [8s:7m2s] 2% | | (2.4/117 GB, 271 MB/s) [8s:7m2s] 2% | | (2.4/117 GB, 271 MB/s) [8s:7m2s] 2% | | (2.4/117 GB, 271 MB/s) [8s:7m2s] 2% | | (2.4/117 GB, 271 MB/s) [9s:7m2s] 2% | | (2.5/117 GB, 271 MB/s) [9s:7m2s] 2% | | (2.5/117 GB, 271 MB/s) [9s:7m3s] 2% | | (2.5/117 GB, 271 MB/s) [9s:7m3s] 2% | | (2.5/117 GB, 271 MB/s) [9s:7m2s] 2% | | (2.5/117 GB, 271 MB/s) [9s:7m2s] 2% | | (2.6/117 GB, 271 MB/s) [9s:7m2s] 2% | | (2.6/117 GB, 271 MB/s) [9s:7m2s] 2% | | (2.6/117 GB, 271 MB/s) [9s:7m2s] 2% | | (2.6/117 GB, 267 MB/s) [9s:7m8s] 2% | | (2.6/117 GB, 267 MB/s) [9s:7m8s] 2% | | (2.6/117 GB, 267 MB/s) [9s:7m8s] 2% | | (2.7/117 GB, 267 MB/s) [9s:7m8s] 2% | | (2.7/117 GB, 267 MB/s) [9s:7m8s] 2% | | (2.7/117 GB, 267 MB/s) [9s:7m8s] 2% | | (2.7/117 GB, 267 MB/s) [10s:7m8s] 2% | | (2.7/117 GB, 267 MB/s) [10s:7m8s] 2% | | (2.7/117 GB, 264 MB/s) [10s:7m13s] 2% | | (2.8/117 GB, 264 MB/s) [10s:7m13s] 2% | | (2.8/117 GB, 264 MB/s) [10s:7m13s] 2% | | (2.8/117 GB, 264 MB/s) [10s:7m13s] 2% | | (2.8/117 GB, 264 MB/s) [10s:7m13s] 2% | | (2.8/117 GB, 264 MB/s) [10s:7m13s] 2% | | (2.9/117 GB, 264 MB/s) [10s:7m13s] 2% | | (2.9/117 GB, 262 MB/s) [10s:7m15s] 2% | | (2.9/117 GB, 262 MB/s) [10s:7m15s] 2% | | (2.9/117 GB, 262 MB/s) [10s:7m15s] 2% | | (2.9/117 GB, 262 MB/s) [10s:7m15s] 2% | | (2.9/117 GB, 262 MB/s) [10s:7m15s] 2% | | (3.0/117 GB, 262 MB/s) [10s:7m15s] 2% | | (3.0/117 GB, 262 MB/s) [11s:7m15s] 2% | | (3.0/117 GB, 259 MB/s) [11s:7m20s] 2% | | (3.0/117 GB, 259 MB/s) [11s:7m20s] 2% | | (3.0/117 GB, 259 MB/s) [11s:7m20s] 2% | | (3.0/117 GB, 259 MB/s) [11s:7m20s] 2% | | (3.1/117 GB, 259 MB/s) [11s:7m20s] 2% | | (3.1/117 GB, 259 MB/s) [11s:7m20s] 2% | | (3.1/117 GB, 259 MB/s) [11s:7m19s] 2% | | (3.1/117 GB, 259 MB/s) [11s:7m19s] 2% | | (3.1/117 GB, 257 MB/s) [11s:7m23s] 2% | | (3.1/117 GB, 257 MB/s) [11s:7m23s] 2% | | (3.2/117 GB, 257 MB/s) [11s:7m23s] 2% | | (3.2/117 GB, 257 MB/s) [11s:7m23s] 2% | | (3.2/117 GB, 257 MB/s) [11s:7m23s] 2% | | (3.2/117 GB, 257 MB/s) [12s:7m23s] 2% | | (3.2/117 GB, 257 MB/s) [12s:7m23s] 2% | | (3.3/117 GB, 253 MB/s) [12s:7m29s] 2% | | (3.3/117 GB, 253 MB/s) [12s:7m29s] 2% | | (3.3/117 GB, 253 MB/s) [12s:7m29s] 2% | | (3.3/117 GB, 253 MB/s) [12s:7m28s] 2% | | (3.3/117 GB, 253 MB/s) [12s:7m28s] 2% | | (3.3/117 GB, 253 MB/s) [12s:7m28s] 2% | | (3.4/117 GB, 253 MB/s) [12s:7m28s] 2% | | (3.4/117 GB, 253 MB/s) [12s:7m28s] 2% | | (3.4/117 GB, 253 MB/s) [12s:7m29s] 2% | | (3.4/117 GB, 253 MB/s) [12s:7m29s] 2% | | (3.4/117 GB, 253 MB/s) [12s:7m29s] 2% | | (3.4/117 GB, 253 MB/s) [12s:7m29s] 2% | | (3.5/117 GB, 253 MB/s) [12s:7m29s] 2% | | (3.5/117 GB, 253 MB/s) [13s:7m29s] 2% | | (3.5/117 GB, 253 MB/s) [13s:7m29s] 3% |█ | (3.5/117 GB, 254 MB/s) [13s:7m26s] 3% |█ | (3.5/117 GB, 254 MB/s) [13s:7m26s] 3% |█ | (3.6/117 GB, 254 MB/s) [13s:7m26s] 3% |█ | (3.6/117 GB, 254 MB/s) [13s:7m26s] 3% |█ | (3.6/117 GB, 254 MB/s) [13s:7m26s] 3% |█ | (3.6/117 GB, 254 MB/s) [13s:7m26s] 3% |█ | (3.6/117 GB, 254 MB/s) [13s:7m26s] 3% |█ | (3.6/117 GB, 254 MB/s) [13s:7m26s] 3% |█ | (3.7/117 GB, 263 MB/s) [13s:7m11s] 3% |█ | (3.7/117 GB, 263 MB/s) [13s:7m11s] 3% |█ | (3.7/117 GB, 263 MB/s) [13s:7m11s] 3% |█ | (3.7/117 GB, 263 MB/s) [13s:7m11s] 3% |█ | (3.7/117 GB, 263 MB/s) [13s:7m11s] 3% |█ | (3.7/117 GB, 263 MB/s) [14s:7m11s] 3% |█ | (3.8/117 GB, 252 MB/s) [14s:7m30s] 3% |█ | (3.8/117 GB, 252 MB/s) [14s:7m29s] 3% |█ | (3.8/117 GB, 252 MB/s) [14s:7m29s] 3% |█ | (3.8/117 GB, 252 MB/s) [14s:7m29s] 3% |█ | (3.8/117 GB, 252 MB/s) [14s:7m29s] 3% |█ | (3.9/117 GB, 252 MB/s) [14s:7m29s] 3% |█ | (3.9/117 GB, 252 MB/s) [14s:7m29s] 3% |█ | (3.9/117 GB, 252 MB/s) [14s:7m29s] 3% |█ | (3.9/117 GB, 255 MB/s) [14s:7m24s] 3% |█ | (3.9/117 GB, 255 MB/s) [14s:7m24s] 3% |█ | (3.9/117 GB, 255 MB/s) [14s:7m24s] 3% |█ | (3.9/117 GB, 255 MB/s) [15s:7m24s] 3% |█ | (4.0/117 GB, 255 MB/s) [15s:7m24s] 3% |█ | (4.0/117 GB, 255 MB/s) [15s:7m24s] 3% |█ | (4.0/117 GB, 246 MB/s) [15s:7m39s] 3% |█ | (4.0/117 GB, 246 MB/s) [15s:7m39s] 3% |█ | (4.0/117 GB, 246 MB/s) [15s:7m39s] 3% |█ | (4.0/117 GB, 246 MB/s) [15s:7m39s] 3% |█ | (4.1/117 GB, 246 MB/s) [15s:7m39s] 3% |█ | (4.1/117 GB, 230 MB/s) [15s:8m12s] 3% |█ | (4.1/117 GB, 230 MB/s) [15s:8m12s] 3% |█ | (4.1/117 GB, 230 MB/s) [16s:8m12s] 3% |█ | (4.1/117 GB, 230 MB/s) [16s:8m12s] 3% |█ | (4.1/117 GB, 230 MB/s) [16s:8m12s] 3% |█ | (4.1/117 GB, 211 MB/s) [16s:8m54s] 3% |█ | (4.1/117 GB, 211 MB/s) [16s:8m54s] 3% |█ | (4.1/117 GB, 211 MB/s) [16s:8m54s] 3% |█ | (4.1/117 GB, 211 MB/s) [16s:8m54s] 3% |█ | (4.1/117 GB, 211 MB/s) [16s:8m54s] 3% |█ | (4.1/117 GB, 191 MB/s) [16s:9m50s] 3% |█ | (4.1/117 GB, 191 MB/s) [17s:9m50s] 3% |█ | (4.1/117 GB, 191 MB/s) [17s:9m50s] 3% |█ | (4.1/117 GB, 191 MB/s) [17s:9m50s] 3% |█ | (4.1/117 GB, 191 MB/s) [17s:9m50s] 3% |█ | (4.1/117 GB, 170 MB/s) [17s:11m2s] 3% |█ | (4.2/117 GB, 170 MB/s) [17s:11m2s] 3% |█ | (4.2/117 GB, 170 MB/s) [17s:11m2s] 3% |█ | (4.2/117 GB, 170 MB/s) [17s:11m2s] 3% |█ | (4.2/117 GB, 170 MB/s) [17s:11m2s] 3% |█ | (4.2/117 GB, 170 MB/s) [17s:11m2s] 3% |█ | (4.3/117 GB, 170 MB/s) [17s:11m2s] 3% |█ | (4.3/117 GB, 170 MB/s) [18s:11m2s] 3% |█ | (4.3/117 GB, 172 MB/s) [18s:10m56s] 3% |█ | (4.3/117 GB, 172 MB/s) [18s:10m56s] 3% |█ | (4.3/117 GB, 172 MB/s) [18s:10m56s] 3% |█ | (4.3/117 GB, 172 MB/s) [18s:10m56s] 3% |█ | (4.4/117 GB, 172 MB/s) [18s:10m56s] 3% |█ | (4.4/117 GB, 172 MB/s) [18s:10m56s] 3% |█ | (4.4/117 GB, 172 MB/s) [18s:10m56s] 3% |█ | (4.4/117 GB, 170 MB/s) [18s:11m3s] 3% |█ | (4.4/117 GB, 170 MB/s) [18s:11m3s] 3% |█ | (4.4/117 GB, 170 MB/s) [18s:11m3s] 3% |█ | (4.5/117 GB, 170 MB/s) [18s:11m3s] 3% |█ | (4.5/117 GB, 170 MB/s) [18s:11m3s] 3% |█ | (4.5/117 GB, 170 MB/s) [18s:11m3s] 3% |█ | (4.5/117 GB, 170 MB/s) [18s:11m3s] 3% |█ | (4.5/117 GB, 170 MB/s) [19s:11m3s] 3% |█ | (4.5/117 GB, 167 MB/s) [19s:11m12s] 3% |█ | (4.6/117 GB, 167 MB/s) [19s:11m12s] 3% |█ | (4.6/117 GB, 167 MB/s) [19s:11m12s] 3% |█ | (4.6/117 GB, 167 MB/s) [19s:11m11s] 3% |█ | (4.6/117 GB, 167 MB/s) [19s:11m11s] 3% |█ | (4.6/117 GB, 164 MB/s) [19s:11m26s] 3% |█ | (4.6/117 GB, 164 MB/s) [19s:11m26s] 3% |█ | (4.7/117 GB, 164 MB/s) [19s:11m26s] 3% |█ | (4.7/117 GB, 164 MB/s) [19s:11m26s] 4% |█ | (4.7/117 GB, 164 MB/s) [19s:11m26s] 4% |█ | (4.7/117 GB, 164 MB/s) [19s:11m26s] 4% |█ | (4.7/117 GB, 155 MB/s) [20s:12m6s] 4% |█ | (4.7/117 GB, 155 MB/s) [20s:12m6s] 4% |█ | (4.7/117 GB, 155 MB/s) [20s:12m5s] 4% |█ | (4.8/117 GB, 155 MB/s) [20s:12m5s] 4% |█ | (4.8/117 GB, 155 MB/s) [20s:12m5s] 4% |█ | (4.8/117 GB, 155 MB/s) [20s:12m5s] 4% |█ | (4.8/117 GB, 155 MB/s) [20s:12m2s] 4% |█ | (4.8/117 GB, 155 MB/s) [20s:12m2s] 4% |█ | (4.8/117 GB, 155 MB/s) [20s:12m2s] 4% |█ | (4.9/117 GB, 155 MB/s) [20s:12m2s] 4% |█ | (4.9/117 GB, 155 MB/s) [20s:12m2s] 4% |█ | (4.9/117 GB, 160 MB/s) [21s:11m41s] 4% |█ | (4.9/117 GB, 160 MB/s) [21s:11m41s] 4% |█ | (4.9/117 GB, 160 MB/s) [21s:11m41s] 4% |█ | (4.9/117 GB, 160 MB/s) [21s:11m41s] 4% |█ | (5.0/117 GB, 160 MB/s) [21s:11m41s] 4% |█ | (5.0/117 GB, 160 MB/s) [21s:11m41s] 4% |█ | (5.0/117 GB, 175 MB/s) [21s:10m39s] 4% |█ | (5.0/117 GB, 175 MB/s) [21s:10m39s] 4% |█ | (5.0/117 GB, 175 MB/s) [21s:10m39s] 4% |█ | (5.0/117 GB, 175 MB/s) [21s:10m39s] 4% |█ | (5.0/117 GB, 175 MB/s) [22s:10m39s] 4% |█ | (5.0/117 GB, 175 MB/s) [22s:10m38s] 4% |█ | (5.0/117 GB, 177 MB/s) [22s:10m32s] 4% |█ | (5.0/117 GB, 177 MB/s) [22s:10m32s] 4% |█ | (5.1/117 GB, 177 MB/s) [22s:10m32s] 4% |█ | (5.1/117 GB, 177 MB/s) [22s:10m31s] 4% |█ | (5.1/117 GB, 177 MB/s) [22s:10m31s] 4% |█ | (5.1/117 GB, 177 MB/s) [22s:10m31s] 4% |█ | (5.1/117 GB, 177 MB/s) [22s:10m31s] 4% |█ | (5.1/117 GB, 195 MB/s) [22s:9m34s] 4% |█ | (5.2/117 GB, 195 MB/s) [22s:9m34s] 4% |█ | (5.2/117 GB, 195 MB/s) [22s:9m34s] 4% |█ | (5.2/117 GB, 195 MB/s) [22s:9m34s] 4% |█ | (5.2/117 GB, 195 MB/s) [23s:9m34s] 4% |█ | (5.2/117 GB, 195 MB/s) [23s:9m34s] 4% |█ | (5.2/117 GB, 185 MB/s) [23s:10m3s] 4% |█ | (5.3/117 GB, 185 MB/s) [23s:10m3s] 4% |█ | (5.3/117 GB, 185 MB/s) [23s:10m3s] 4% |█ | (5.3/117 GB, 185 MB/s) [23s:10m3s] 4% |█ | (5.3/117 GB, 185 MB/s) [23s:10m3s] 4% |█ | (5.3/117 GB, 185 MB/s) [23s:10m3s] 4% |█ | (5.3/117 GB, 185 MB/s) [23s:10m3s] 4% |█ | (5.3/117 GB, 180 MB/s) [23s:10m20s] 4% |█ | (5.4/117 GB, 180 MB/s) [23s:10m20s] 4% |█ | (5.4/117 GB, 180 MB/s) [23s:10m20s] 4% |█ | (5.4/117 GB, 180 MB/s) [24s:10m20s] 4% |█ | (5.4/117 GB, 180 MB/s) [24s:10m20s] 4% |█ | (5.4/117 GB, 180 MB/s) [24s:10m19s] 4% |█ | (5.4/117 GB, 180 MB/s) [24s:10m19s] 4% |█ | (5.4/117 GB, 175 MB/s) [24s:10m38s] 4% |█ | (5.5/117 GB, 175 MB/s) [24s:10m38s] 4% |█ | (5.5/117 GB, 175 MB/s) [24s:10m38s] 4% |█ | (5.5/117 GB, 175 MB/s) [24s:10m38s] 4% |█ | (5.5/117 GB, 175 MB/s) [24s:10m38s] 4% |█ | (5.5/117 GB, 175 MB/s) [24s:10m38s] 4% |█ | (5.5/117 GB, 178 MB/s) [24s:10m26s] 4% |█ | (5.6/117 GB, 178 MB/s) [24s:10m26s] 4% |█ | (5.6/117 GB, 178 MB/s) [24s:10m26s] 4% |█ | (5.6/117 GB, 178 MB/s) [25s:10m26s] 4% |█ | (5.6/117 GB, 178 MB/s) [25s:10m26s] 4% |█ | (5.6/117 GB, 178 MB/s) [25s:10m26s] 4% |█ | (5.6/117 GB, 178 MB/s) [25s:10m26s] 4% |█ | (5.6/117 GB, 178 MB/s) [25s:10m26s] 4% |█ | (5.6/117 GB, 174 MB/s) [25s:10m41s] 4% |█ | (5.6/117 GB, 157 MB/s) [27s:11m51s] 4% |█ | (5.6/117 GB, 157 MB/s) [27s:11m51s] 4% |█ | (5.6/117 GB, 157 MB/s) [27s:11m51s] 4% |█ | (5.6/117 GB, 157 MB/s) [27s:11m51s] 4% |█ | (5.6/117 GB, 157 MB/s) [27s:11m51s] 4% |█ | (5.7/117 GB, 148 MB/s) [27s:12m32s] 4% |█ | (5.7/117 GB, 148 MB/s) [28s:12m32s] 4% |█ | (5.7/117 GB, 148 MB/s) [28s:12m32s] 4% |█ | (5.7/117 GB, 148 MB/s) [28s:12m32s] 4% |█ | (5.7/117 GB, 148 MB/s) [28s:12m32s] 4% |█ | (5.7/117 GB, 144 MB/s) [28s:12m51s] 4% |█ | (5.8/117 GB, 144 MB/s) [28s:12m51s] 4% |█ | (5.8/117 GB, 144 MB/s) [28s:12m51s] 4% |█ | (5.8/117 GB, 144 MB/s) [28s:12m51s] 4% |█ | (5.8/117 GB, 144 MB/s) [28s:12m51s] 4% |█ | (5.8/117 GB, 144 MB/s) [28s:12m51s] 4% |█ | (5.8/117 GB, 154 MB/s) [29s:12m1s] 4% |█ | (5.8/117 GB, 154 MB/s) [29s:12m1s] 5% |█ | (5.9/117 GB, 154 MB/s) [29s:12m0s] 5% |█ | (5.9/117 GB, 154 MB/s) [29s:12m0s] 5% |█ | (5.9/117 GB, 154 MB/s) [29s:12m0s] 5% |█ | (5.9/117 GB, 154 MB/s) [29s:12m0s] 5% |█ | (5.9/117 GB, 145 MB/s) [29s:12m48s] 5% |█ | (5.9/117 GB, 145 MB/s) [29s:12m48s] 5% |█ | (5.9/117 GB, 145 MB/s) [29s:12m48s] 5% |█ | (6.0/117 GB, 145 MB/s) [29s:12m48s] 5% |█ | (6.0/117 GB, 145 MB/s) [29s:12m48s] 5% |█ | (6.0/117 GB, 139 MB/s) [30s:13m17s] 5% |█ | (6.0/117 GB, 139 MB/s) [30s:13m17s] 5% |█ | (6.0/117 GB, 139 MB/s) [30s:13m17s] 5% |█ | (6.0/117 GB, 139 MB/s) [30s:13m17s] 5% |█ | (6.0/117 GB, 139 MB/s) [30s:13m17s] 5% |█ | (6.1/117 GB, 139 MB/s) [30s:13m17s] 5% |█ | (6.1/117 GB, 139 MB/s) [30s:13m17s] 5% |█ | (6.1/117 GB, 139 MB/s) [30s:13m17s] 5% |█ | (6.1/117 GB, 139 MB/s) [30s:13m16s] 5% |█ | (6.1/117 GB, 139 MB/s) [30s:13m16s] 5% |█ | (6.1/117 GB, 139 MB/s) [30s:13m16s] 5% |█ | (6.2/117 GB, 139 MB/s) [31s:13m16s] 5% |█ | (6.2/117 GB, 135 MB/s) [31s:13m42s] 5% |█ | (6.2/117 GB, 135 MB/s) [31s:13m42s] 5% |█ | (6.2/117 GB, 135 MB/s) [31s:13m42s] 5% |█ | (6.2/117 GB, 135 MB/s) [31s:13m42s] 5% |█ | (6.2/117 GB, 124 MB/s) [31s:14m52s] 5% |█ | (6.2/117 GB, 124 MB/s) [31s:14m52s] 5% |█ | (6.2/117 GB, 124 MB/s) [31s:14m51s] 5% |█ | (6.3/117 GB, 124 MB/s) [31s:14m51s] 5% |█ | (6.3/117 GB, 124 MB/s) [31s:14m51s] 5% |█ | (6.3/117 GB, 124 MB/s) [32s:14m51s] 5% |█ | (6.3/117 GB, 124 MB/s) [32s:14m51s] 5% |█ | (6.3/117 GB, 130 MB/s) [32s:14m9s] 5% |█ | (6.3/117 GB, 130 MB/s) [32s:14m9s] 5% |█ | (6.3/117 GB, 130 MB/s) [32s:14m8s] 5% |█ | (6.4/117 GB, 130 MB/s) [32s:14m8s] 5% |█ | (6.4/117 GB, 130 MB/s) [32s:14m8s] 5% |█ | (6.4/117 GB, 145 MB/s) [32s:12m43s] 5% |█ | (6.4/117 GB, 145 MB/s) [32s:12m43s] 5% |█ | (6.4/117 GB, 145 MB/s) [33s:12m43s] 5% |█ | (6.4/117 GB, 145 MB/s) [33s:12m43s] 5% |█ | (6.4/117 GB, 145 MB/s) [33s:12m43s] 5% |█ | (6.5/117 GB, 145 MB/s) [33s:12m43s] 5% |█ | (6.5/117 GB, 152 MB/s) [33s:12m6s] 5% |█ | (6.5/117 GB, 152 MB/s) [33s:12m6s] 5% |█ | (6.5/117 GB, 152 MB/s) [33s:12m6s] 5% |█ | (6.5/117 GB, 152 MB/s) [33s:12m6s] 5% |█ | (6.5/117 GB, 152 MB/s) [33s:12m6s] 5% |█ | (6.5/117 GB, 148 MB/s) [34s:12m24s] 5% |█ | (6.6/117 GB, 148 MB/s) [34s:12m24s] 5% |█ | (6.6/117 GB, 148 MB/s) [34s:12m24s] 5% |█ | (6.6/117 GB, 148 MB/s) [34s:12m24s] 5% |█ | (6.6/117 GB, 148 MB/s) [34s:12m24s] 5% |█ | (6.6/117 GB, 150 MB/s) [34s:12m16s] 5% |█ | (6.6/117 GB, 150 MB/s) [34s:12m16s] 5% |█ | (6.7/117 GB, 150 MB/s) [34s:12m15s] 5% |█ | (6.7/117 GB, 150 MB/s) [34s:12m15s] 5% |█ | (6.7/117 GB, 150 MB/s) [34s:12m15s] 5% |█ | (6.7/117 GB, 150 MB/s) [34s:12m15s] 5% |█ | (6.7/117 GB, 158 MB/s) [34s:11m39s] 5% |█ | (6.8/117 GB, 158 MB/s) [34s:11m39s] 5% |█ | (6.8/117 GB, 158 MB/s) [34s:11m38s] 5% |█ | (6.8/117 GB, 158 MB/s) [35s:11m38s] 5% |█ | (6.8/117 GB, 158 MB/s) [35s:11m38s] 5% |█ | (6.8/117 GB, 158 MB/s) [35s:11m38s] 5% |█ | (6.9/117 GB, 158 MB/s) [35s:11m38s] 5% |█ | (6.9/117 GB, 174 MB/s) [35s:10m33s] 5% |█ | (6.9/117 GB, 174 MB/s) [35s:10m33s] 5% |█ | (6.9/117 GB, 174 MB/s) [35s:10m33s] 5% |█ | (6.9/117 GB, 174 MB/s) [35s:10m33s] 5% |█ | (6.9/117 GB, 174 MB/s) [35s:10m33s] 5% |█ | (7.0/117 GB, 174 MB/s) [35s:10m32s] 5% |█ | (7.0/117 GB, 157 MB/s) [37s:11m40s] 5% |█ | (7.0/117 GB, 157 MB/s) [37s:11m40s] 5% |█ | (7.0/117 GB, 157 MB/s) [38s:11m40s] 5% |█ | (7.0/117 GB, 157 MB/s) [38s:11m40s] 5% |█ | (7.0/117 GB, 157 MB/s) [38s:11m40s] 5% |█ | (7.0/117 GB, 157 MB/s) [38s:11m39s] 6% |██ | (7.0/117 GB, 156 MB/s) [38s:11m47s] 6% |██ | (7.0/117 GB, 156 MB/s) [38s:11m47s] 6% |██ | (7.1/117 GB, 156 MB/s) [38s:11m47s] 6% |██ | (7.1/117 GB, 156 MB/s) [38s:11m47s] 6% |██ | (7.1/117 GB, 156 MB/s) [38s:11m47s] 6% |██ | (7.1/117 GB, 166 MB/s) [38s:11m0s] 6% |██ | (7.1/117 GB, 166 MB/s) [38s:11m0s] 6% |██ | (7.2/117 GB, 166 MB/s) [39s:11m0s] 6% |██ | (7.2/117 GB, 166 MB/s) [39s:10m59s] 6% |██ | (7.2/117 GB, 166 MB/s) [39s:10m59s] 6% |██ | (7.2/117 GB, 166 MB/s) [39s:10m59s] 6% |██ | (7.2/117 GB, 161 MB/s) [39s:11m22s] 6% |██ | (7.2/117 GB, 161 MB/s) [39s:11m22s] 6% |██ | (7.3/117 GB, 161 MB/s) [39s:11m22s] 6% |██ | (7.3/117 GB, 161 MB/s) [39s:11m22s] 6% |██ | (7.3/117 GB, 161 MB/s) [39s:11m22s] 6% |██ | (7.3/117 GB, 161 MB/s) [39s:11m22s] 6% |██ | (7.3/117 GB, 161 MB/s) [39s:11m22s] 6% |██ | (7.3/117 GB, 168 MB/s) [39s:10m53s] 6% |██ | (7.3/117 GB, 168 MB/s) [40s:10m53s] 6% |██ | (7.4/117 GB, 168 MB/s) [40s:10m52s] 6% |██ | (7.4/117 GB, 156 MB/s) [41s:11m42s] 6% |██ | (7.4/117 GB, 156 MB/s) [42s:11m42s] 6% |██ | (7.4/117 GB, 156 MB/s) [42s:11m41s] 6% |██ | (7.4/117 GB, 156 MB/s) [42s:11m41s] 6% |██ | (7.4/117 GB, 156 MB/s) [42s:11m41s] 6% |██ | (7.4/117 GB, 148 MB/s) [42s:12m20s] 6% |██ | (7.4/117 GB, 148 MB/s) [42s:12m20s] 6% |██ | (7.4/117 GB, 148 MB/s) [42s:12m20s] 6% |██ | (7.4/117 GB, 148 MB/s) [42s:12m20s] 6% |██ | (7.4/117 GB, 148 MB/s) [42s:12m20s] 6% |██ | (7.5/117 GB, 142 MB/s) [43s:12m54s] 6% |██ | (7.5/117 GB, 142 MB/s) [43s:12m54s] 6% |██ | (7.5/117 GB, 142 MB/s) [43s:12m54s] 6% |██ | (7.5/117 GB, 142 MB/s) [43s:12m54s] 6% |██ | (7.5/117 GB, 142 MB/s) [43s:12m54s] 6% |██ | (7.6/117 GB, 142 MB/s) [43s:12m54s] 6% |██ | (7.6/117 GB, 141 MB/s) [43s:12m58s] 6% |██ | (7.6/117 GB, 141 MB/s) [43s:12m58s] 6% |██ | (7.6/117 GB, 141 MB/s) [43s:12m58s] 6% |██ | (7.6/117 GB, 141 MB/s) [43s:12m57s] 6% |██ | (7.6/117 GB, 141 MB/s) [43s:12m57s] 6% |██ | (7.7/117 GB, 141 MB/s) [44s:12m57s] 6% |██ | (7.7/117 GB, 130 MB/s) [44s:13m58s] 6% |██ | (7.7/117 GB, 130 MB/s) [44s:13m58s] 6% |██ | (7.7/117 GB, 130 MB/s) [44s:13m58s] 6% |██ | (7.7/117 GB, 130 MB/s) [44s:13m58s] 6% |██ | (7.7/117 GB, 143 MB/s) [44s:12m42s] 6% |██ | (7.8/117 GB, 143 MB/s) [44s:12m42s] 6% |██ | (7.8/117 GB, 143 MB/s) [44s:12m42s] 6% |██ | (7.8/117 GB, 143 MB/s) [44s:12m42s] 6% |██ | (7.8/117 GB, 143 MB/s) [44s:12m42s] 6% |██ | (7.8/117 GB, 143 MB/s) [44s:12m42s] 6% |██ | (7.8/117 GB, 150 MB/s) [45s:12m10s] 6% |██ | (7.9/117 GB, 150 MB/s) [45s:12m9s] 6% |██ | (7.9/117 GB, 150 MB/s) [45s:12m9s] 6% |██ | (7.9/117 GB, 150 MB/s) [45s:12m9s] 6% |██ | (7.9/117 GB, 150 MB/s) [45s:12m9s] 6% |██ | (7.9/117 GB, 150 MB/s) [45s:12m9s] 6% |██ | (7.9/117 GB, 144 MB/s) [45s:12m40s] 6% |██ | (7.9/117 GB, 144 MB/s) [45s:12m40s] 6% |██ | (8.0/117 GB, 144 MB/s) [45s:12m40s] 6% |██ | (8.0/117 GB, 144 MB/s) [45s:12m40s] 6% |██ | (8.0/117 GB, 144 MB/s) [45s:12m39s] 6% |██ | (8.0/117 GB, 144 MB/s) [46s:12m39s] 6% |██ | (8.0/117 GB, 144 MB/s) [46s:12m39s] 6% |██ | (8.0/117 GB, 147 MB/s) [46s:12m22s] 6% |██ | (8.1/117 GB, 147 MB/s) [46s:12m22s] 6% |██ | (8.1/117 GB, 147 MB/s) [46s:12m22s] 6% |██ | (8.1/117 GB, 147 MB/s) [46s:12m22s] 6% |██ | (8.1/117 GB, 147 MB/s) [46s:12m22s] 6% |██ | (8.1/117 GB, 147 MB/s) [46s:12m22s] 6% |██ | (8.1/117 GB, 142 MB/s) [46s:12m49s] 6% |██ | (8.1/117 GB, 142 MB/s) [46s:12m49s] 6% |██ | (8.1/117 GB, 142 MB/s) [47s:12m49s] 6% |██ | (8.2/117 GB, 142 MB/s) [47s:12m48s] 6% |██ | (8.2/117 GB, 147 MB/s) [47s:12m19s] 6% |██ | (8.2/117 GB, 147 MB/s) [47s:12m19s] 7% |██ | (8.2/117 GB, 147 MB/s) [47s:12m19s] 7% |██ | (8.2/117 GB, 147 MB/s) [47s:12m19s] 7% |██ | (8.2/117 GB, 147 MB/s) [47s:12m19s] 7% |██ | (8.2/117 GB, 147 MB/s) [47s:12m19s] 7% |██ | (8.2/117 GB, 147 MB/s) [47s:12m19s] 7% |██ | (8.2/117 GB, 157 MB/s) [47s:11m31s] 7% |██ | (8.3/117 GB, 157 MB/s) [47s:11m31s] 7% |██ | (8.3/117 GB, 157 MB/s) [48s:11m31s] 7% |██ | (8.3/117 GB, 157 MB/s) [48s:11m31s] 7% |██ | (8.3/117 GB, 157 MB/s) [48s:11m31s] 7% |██ | (8.3/117 GB, 157 MB/s) [48s:11m31s] 7% |██ | (8.3/117 GB, 157 MB/s) [48s:11m31s] 7% |██ | (8.3/117 GB, 163 MB/s) [48s:11m5s] 7% |██ | (8.4/117 GB, 163 MB/s) [48s:11m5s] 7% |██ | (8.4/117 GB, 163 MB/s) [48s:11m5s] 7% |██ | (8.4/117 GB, 163 MB/s) [48s:11m5s] 7% |██ | (8.4/117 GB, 162 MB/s) [48s:11m10s] 7% |██ | (8.5/117 GB, 162 MB/s) [48s:11m10s] 7% |██ | (8.5/117 GB, 162 MB/s) [49s:11m10s] 7% |██ | (8.5/117 GB, 162 MB/s) [49s:11m10s] 7% |██ | (8.5/117 GB, 162 MB/s) [49s:11m10s] 7% |██ | (8.5/117 GB, 162 MB/s) [49s:11m10s] 7% |██ | (8.6/117 GB, 162 MB/s) [49s:11m10s] 7% |██ | (8.6/117 GB, 162 MB/s) [49s:11m10s] 7% |██ | (8.6/117 GB, 174 MB/s) [49s:10m22s] 7% |██ | (8.6/117 GB, 174 MB/s) [49s:10m21s] 7% |██ | (8.6/117 GB, 174 MB/s) [49s:10m21s] 7% |██ | (8.7/117 GB, 174 MB/s) [49s:10m21s] 7% |██ | (8.7/117 GB, 174 MB/s) [49s:10m21s] 7% |██ | (8.7/117 GB, 174 MB/s) [49s:10m21s] 7% |██ | (8.7/117 GB, 176 MB/s) [49s:10m14s] 7% |██ | (8.7/117 GB, 176 MB/s) [50s:10m14s] 7% |██ | (8.7/117 GB, 176 MB/s) [50s:10m14s] 7% |██ | (8.7/117 GB, 158 MB/s) [52s:11m23s] 7% |██ | (8.7/117 GB, 158 MB/s) [52s:11m23s] 7% |██ | (8.8/117 GB, 158 MB/s) [52s:11m23s] 7% |██ | (8.8/117 GB, 158 MB/s) [52s:11m23s] 7% |██ | (8.8/117 GB, 152 MB/s) [52s:11m50s] 7% |██ | (8.8/117 GB, 152 MB/s) [52s:11m50s] 7% |██ | (8.8/117 GB, 152 MB/s) [52s:11m50s] 7% |██ | (8.8/117 GB, 152 MB/s) [52s:11m50s] 7% |██ | (8.8/117 GB, 152 MB/s) [53s:11m50s] 7% |██ | (8.8/117 GB, 152 MB/s) [53s:11m50s] 7% |██ | (8.8/117 GB, 152 MB/s) [53s:11m50s] 7% |██ | (8.9/117 GB, 150 MB/s) [53s:12m1s] 7% |██ | (8.9/117 GB, 150 MB/s) [53s:12m1s] 7% |██ | (8.9/117 GB, 150 MB/s) [53s:12m0s] 7% |██ | (8.9/117 GB, 150 MB/s) [53s:12m0s] 7% |██ | (8.9/117 GB, 150 MB/s) [53s:12m0s] 7% |██ | (9.0/117 GB, 150 MB/s) [53s:12m0s] 7% |██ | (9.0/117 GB, 150 MB/s) [53s:12m0s] 7% |██ | (9.0/117 GB, 150 MB/s) [53s:11m59s] 7% |██ | (9.0/117 GB, 150 MB/s) [54s:11m59s] 7% |██ | (9.0/117 GB, 150 MB/s) [54s:11m59s] 7% |██ | (9.1/117 GB, 164 MB/s) [54s:11m0s] 7% |██ | (9.1/117 GB, 164 MB/s) [54s:11m0s] 7% |██ | (9.1/117 GB, 164 MB/s) [54s:11m0s] 7% |██ | (9.1/117 GB, 164 MB/s) [54s:11m0s] 7% |██ | (9.1/117 GB, 162 MB/s) [54s:11m5s] 7% |██ | (9.1/117 GB, 162 MB/s) [54s:11m5s] 7% |██ | (9.1/117 GB, 162 MB/s) [54s:11m5s] 7% |██ | (9.1/117 GB, 162 MB/s) [55s:11m5s] 7% |██ | (9.1/117 GB, 162 MB/s) [55s:11m5s] 7% |██ | (9.1/117 GB, 162 MB/s) [55s:11m5s] 7% |██ | (9.1/117 GB, 149 MB/s) [55s:12m4s] 7% |██ | (9.2/117 GB, 149 MB/s) [55s:12m4s] 7% |██ | (9.2/117 GB, 149 MB/s) [55s:12m4s] 7% |██ | (9.2/117 GB, 149 MB/s) [55s:12m4s] 7% |██ | (9.2/117 GB, 141 MB/s) [55s:12m45s] 7% |██ | (9.2/117 GB, 141 MB/s) [55s:12m45s] 7% |██ | (9.2/117 GB, 141 MB/s) [55s:12m45s] 7% |██ | (9.3/117 GB, 141 MB/s) [55s:12m45s] 7% |██ | (9.3/117 GB, 141 MB/s) [56s:12m45s] 7% |██ | (9.3/117 GB, 141 MB/s) [56s:12m45s] 7% |██ | (9.3/117 GB, 141 MB/s) [56s:12m45s] 7% |██ | (9.3/117 GB, 128 MB/s) [56s:14m4s] 7% |██ | (9.3/117 GB, 128 MB/s) [56s:14m4s] 7% |██ | (9.3/117 GB, 128 MB/s) [56s:14m4s] 7% |██ | (9.3/117 GB, 112 MB/s) [58s:16m5s] 7% |██ | (9.4/117 GB, 112 MB/s) [58s:16m5s] 8% |██ | (9.4/117 GB, 112 MB/s) [58s:16m5s] 8% |██ | (9.4/117 GB, 112 MB/s) [58s:16m5s] 8% |██ | (9.4/117 GB, 112 MB/s) [58s:16m5s] 8% |██ | (9.4/117 GB, 112 MB/s) [58s:16m5s] 8% |██ | (9.4/117 GB, 112 MB/s) [58s:16m5s] 8% |██ | (9.4/117 GB, 125 MB/s) [58s:14m21s] 8% |██ | (9.5/117 GB, 125 MB/s) [59s:14m20s] 8% |██ | (9.5/117 GB, 125 MB/s) [59s:14m20s] 8% |██ | (9.5/117 GB, 125 MB/s) [59s:14m20s] 8% |██ | (9.5/117 GB, 125 MB/s) [59s:14m20s] 8% |██ | (9.5/117 GB, 140 MB/s) [59s:12m45s] 8% |██ | (9.5/117 GB, 140 MB/s) [59s:12m45s] 8% |██ | (9.6/117 GB, 140 MB/s) [59s:12m45s] 8% |██ | (9.6/117 GB, 140 MB/s) [59s:12m45s] 8% |██ | (9.6/117 GB, 140 MB/s) [59s:12m44s] 8% |██ | (9.6/117 GB, 140 MB/s) [59s:12m44s] 8% |██ | (9.6/117 GB, 143 MB/s) [59s:12m33s] 8% |██ | (9.6/117 GB, 143 MB/s) [1m0s:12m33s] 8% |██ | (9.7/117 GB, 143 MB/s) [1m0s:12m33s] 8% |██ | (9.7/117 GB, 143 MB/s) [1m0s:12m33s] 8% |██ | (9.7/117 GB, 143 MB/s) [1m0s:12m33s] 8% |██ | (9.7/117 GB, 143 MB/s) [1m0s:12m32s] 8% |██ | (9.7/117 GB, 143 MB/s) [1m0s:12m32s] 8% |██ | (9.7/117 GB, 147 MB/s) [1m0s:12m11s] 8% |██ | (9.8/117 GB, 147 MB/s) [1m0s:12m11s] 8% |██ | (9.8/117 GB, 147 MB/s) [1m0s:12m11s] 8% |██ | (9.8/117 GB, 147 MB/s) [1m0s:12m11s] 8% |██ | (9.8/117 GB, 147 MB/s) [1m0s:12m11s] 8% |██ | (9.8/117 GB, 147 MB/s) [1m0s:12m11s] 8% |██ | (9.8/117 GB, 138 MB/s) [1m0s:12m56s] 8% |██ | (9.8/117 GB, 138 MB/s) [1m1s:12m56s] 8% |██ | (9.8/117 GB, 138 MB/s) [1m1s:12m56s] 8% |██ | (9.9/117 GB, 138 MB/s) [1m1s:12m56s] 8% |██ | (9.9/117 GB, 138 MB/s) [1m1s:12m55s] 8% |██ | (9.9/117 GB, 138 MB/s) [1m1s:12m55s] 8% |██ | (9.9/117 GB, 138 MB/s) [1m1s:12m55s] 8% |██ | (9.9/117 GB, 138 MB/s) [1m1s:12m55s] 8% |██ | (10/117 GB, 153 MB/s) [1m1s:11m38s] 8% |██ | (10/117 GB, 153 MB/s) [1m1s:11m38s] 8% |██ | (10/117 GB, 153 MB/s) [1m1s:11m38s] 8% |██ | (10/117 GB, 153 MB/s) [1m1s:11m38s] 8% |██ | (10/117 GB, 153 MB/s) [1m1s:11m38s] 8% |██ | (10/117 GB, 153 MB/s) [1m1s:11m38s] 8% |██ | (10/117 GB, 153 MB/s) [1m1s:11m38s] 8% |██ | (10/117 GB, 174 MB/s) [1m1s:10m16s] 8% |██ | (10/117 GB, 174 MB/s) [1m2s:10m15s] 8% |██ | (10/117 GB, 174 MB/s) [1m2s:10m15s] 8% |██ | (10/117 GB, 174 MB/s) [1m2s:10m15s] 8% |██ | (10/117 GB, 174 MB/s) [1m2s:10m15s] 8% |██ | (10/117 GB, 174 MB/s) [1m2s:10m15s] 8% |██ | (10/117 GB, 174 MB/s) [1m2s:10m15s] 8% |██ | (10/117 GB, 189 MB/s) [1m2s:9m25s] 8% |██ | (10/117 GB, 172 MB/s) [1m4s:10m19s] 8% |██ | (10/117 GB, 172 MB/s) [1m4s:10m19s] 8% |██ | (10/117 GB, 172 MB/s) [1m4s:10m19s] 8% |██ | (10/117 GB, 172 MB/s) [1m4s:10m19s] 8% |██ | (10/117 GB, 172 MB/s) [1m4s:10m19s] 8% |██ | (10/117 GB, 175 MB/s) [1m5s:10m10s] 8% |██ | (10/117 GB, 175 MB/s) [1m5s:10m10s] 8% |██ | (10/117 GB, 175 MB/s) [1m5s:10m10s] 8% |██ | (10/117 GB, 175 MB/s) [1m5s:10m10s] 8% |██ | (10/117 GB, 175 MB/s) [1m5s:10m10s] 8% |██ | (10/117 GB, 167 MB/s) [1m5s:10m39s] 8% |██ | (10/117 GB, 167 MB/s) [1m5s:10m39s] 8% |██ | (10/117 GB, 167 MB/s) [1m5s:10m39s] 8% |██ | (10/117 GB, 167 MB/s) [1m5s:10m39s] 8% |██ | (10/117 GB, 167 MB/s) [1m5s:10m39s] 8% |██ | (10/117 GB, 161 MB/s) [1m6s:11m2s] 8% |██ | (10/117 GB, 161 MB/s) [1m6s:11m2s] 8% |██ | (10/117 GB, 161 MB/s) [1m6s:11m2s] 8% |██ | (10/117 GB, 161 MB/s) [1m6s:11m2s] 8% |██ | (10/117 GB, 161 MB/s) [1m6s:11m2s] 8% |██ | (10/117 GB, 161 MB/s) [1m6s:11m1s] 8% |██ | (10/117 GB, 159 MB/s) [1m6s:11m12s] 8% |██ | (10/117 GB, 159 MB/s) [1m6s:11m12s] 8% |██ | (10/117 GB, 159 MB/s) [1m6s:11m11s] 8% |██ | (10/117 GB, 159 MB/s) [1m6s:11m11s] 8% |██ | (10/117 GB, 159 MB/s) [1m7s:11m11s] 9% |███ | (11/117 GB, 159 MB/s) [1m7s:11m11s] 9% |███ | (11/117 GB, 157 MB/s) [1m7s:11m18s] 9% |███ | (11/117 GB, 157 MB/s) [1m7s:11m18s] 9% |███ | (11/117 GB, 157 MB/s) [1m7s:11m18s] 9% |███ | (11/117 GB, 157 MB/s) [1m7s:11m18s] 9% |███ | (11/117 GB, 157 MB/s) [1m7s:11m18s] 9% |███ | (11/117 GB, 153 MB/s) [1m7s:11m34s] 9% |███ | (11/117 GB, 153 MB/s) [1m7s:11m34s] 9% |███ | (11/117 GB, 153 MB/s) [1m8s:11m34s] 9% |███ | (11/117 GB, 153 MB/s) [1m8s:11m34s] 9% |███ | (11/117 GB, 153 MB/s) [1m8s:11m34s] 9% |███ | (11/117 GB, 153 MB/s) [1m8s:11m34s] 9% |███ | (11/117 GB, 141 MB/s) [1m8s:12m36s] 9% |███ | (11/117 GB, 141 MB/s) [1m8s:12m36s] 9% |███ | (11/117 GB, 141 MB/s) [1m8s:12m36s] 9% |███ | (11/117 GB, 141 MB/s) [1m8s:12m36s] 9% |███ | (11/117 GB, 141 MB/s) [1m8s:12m36s] 9% |███ | (11/117 GB, 141 MB/s) [1m8s:12m36s] 9% |███ | (11/117 GB, 141 MB/s) [1m8s:12m35s] 9% |███ | (11/117 GB, 141 MB/s) [1m8s:12m35s] 9% |███ | (11/117 GB, 142 MB/s) [1m8s:12m28s] 9% |███ | (11/117 GB, 142 MB/s) [1m8s:12m27s] 9% |███ | (11/117 GB, 142 MB/s) [1m8s:12m27s] 9% |███ | (11/117 GB, 142 MB/s) [1m9s:12m27s] 9% |███ | (11/117 GB, 142 MB/s) [1m9s:12m27s] 9% |███ | (11/117 GB, 142 MB/s) [1m9s:12m27s] 9% |███ | (11/117 GB, 142 MB/s) [1m9s:12m27s] 9% |███ | (11/117 GB, 142 MB/s) [1m9s:12m27s] 9% |███ | (11/117 GB, 142 MB/s) [1m9s:12m25s] 9% |███ | (11/117 GB, 142 MB/s) [1m9s:12m25s] 9% |███ | (11/117 GB, 142 MB/s) [1m9s:12m25s] 9% |███ | (11/117 GB, 142 MB/s) [1m9s:12m25s] 9% |███ | (11/117 GB, 142 MB/s) [1m9s:12m25s] 9% |███ | (11/117 GB, 142 MB/s) [1m9s:12m25s] 9% |███ | (11/117 GB, 160 MB/s) [1m9s:11m2s] 9% |███ | (11/117 GB, 160 MB/s) [1m9s:11m2s] 9% |███ | (11/117 GB, 160 MB/s) [1m10s:11m2s] 9% |███ | (11/117 GB, 160 MB/s) [1m10s:11m2s] 9% |███ | (11/117 GB, 160 MB/s) [1m10s:11m2s] 9% |███ | (11/117 GB, 159 MB/s) [1m12s:11m6s] 9% |███ | (11/117 GB, 159 MB/s) [1m12s:11m6s] 9% |███ | (11/117 GB, 159 MB/s) [1m12s:11m5s] 9% |███ | (11/117 GB, 159 MB/s) [1m12s:11m5s] 9% |███ | (11/117 GB, 159 MB/s) [1m12s:11m5s] 9% |███ | (11/117 GB, 159 MB/s) [1m12s:11m5s] 9% |███ | (11/117 GB, 159 MB/s) [1m12s:11m5s] 9% |███ | (11/117 GB, 162 MB/s) [1m13s:10m53s] 9% |███ | (11/117 GB, 162 MB/s) [1m13s:10m53s] 9% |███ | (11/117 GB, 162 MB/s) [1m13s:10m53s] 9% |███ | (11/117 GB, 162 MB/s) [1m13s:10m53s] 9% |███ | (11/117 GB, 162 MB/s) [1m13s:10m53s] 9% |███ | (11/117 GB, 162 MB/s) [1m13s:10m53s] 9% |███ | (11/117 GB, 162 MB/s) [1m13s:10m53s] 9% |███ | (11/117 GB, 162 MB/s) [1m13s:10m53s] 9% |███ | (11/117 GB, 173 MB/s) [1m13s:10m10s] 9% |███ | (11/117 GB, 173 MB/s) [1m13s:10m10s] 9% |███ | (11/117 GB, 173 MB/s) [1m13s:10m10s] 9% |███ | (11/117 GB, 173 MB/s) [1m13s:10m10s] 9% |███ | (12/117 GB, 173 MB/s) [1m13s:10m10s] 9% |███ | (12/117 GB, 173 MB/s) [1m14s:10m10s] 9% |███ | (12/117 GB, 173 MB/s) [1m14s:10m10s] 9% |███ | (12/117 GB, 174 MB/s) [1m14s:10m6s] 9% |███ | (12/117 GB, 174 MB/s) [1m14s:10m5s] 9% |███ | (12/117 GB, 174 MB/s) [1m14s:10m5s] 9% |███ | (12/117 GB, 174 MB/s) [1m14s:10m5s] 9% |███ | (12/117 GB, 174 MB/s) [1m14s:10m5s] 9% |███ | (12/117 GB, 174 MB/s) [1m14s:10m5s] 9% |███ | (12/117 GB, 172 MB/s) [1m14s:10m14s] 9% |███ | (12/117 GB, 172 MB/s) [1m14s:10m14s] 9% |███ | (12/117 GB, 172 MB/s) [1m14s:10m14s] 9% |███ | (12/117 GB, 172 MB/s) [1m14s:10m14s] 9% |███ | (12/117 GB, 172 MB/s) [1m15s:10m13s] 9% |███ | (12/117 GB, 172 MB/s) [1m15s:10m13s] 9% |███ | (12/117 GB, 172 MB/s) [1m15s:10m13s] 9% |███ | (12/117 GB, 178 MB/s) [1m15s:9m50s] 9% |███ | (12/117 GB, 178 MB/s) [1m15s:9m50s] 9% |███ | (12/117 GB, 178 MB/s) [1m15s:9m50s] 9% |███ | (12/117 GB, 165 MB/s) [1m16s:10m38s] 9% |███ | (12/117 GB, 165 MB/s) [1m16s:10m38s] 9% |███ | (12/117 GB, 165 MB/s) [1m16s:10m38s] 10% |███ | (12/117 GB, 165 MB/s) [1m16s:10m38s] 10% |███ | (12/117 GB, 165 MB/s) [1m16s:10m38s] 10% |███ | (12/117 GB, 165 MB/s) [1m17s:10m38s] 10% |███ | (12/117 GB, 150 MB/s) [1m17s:11m42s] 10% |███ | (12/117 GB, 150 MB/s) [1m17s:11m42s] 10% |███ | (12/117 GB, 150 MB/s) [1m17s:11m42s] 10% |███ | (12/117 GB, 150 MB/s) [1m17s:11m42s] 10% |███ | (12/117 GB, 150 MB/s) [1m17s:11m42s] 10% |███ | (12/117 GB, 150 MB/s) [1m17s:11m42s] 10% |███ | (12/117 GB, 134 MB/s) [1m17s:13m5s] 10% |███ | (12/117 GB, 134 MB/s) [1m17s:13m5s] 10% |███ | (12/117 GB, 134 MB/s) [1m18s:13m5s] 10% |███ | (12/117 GB, 134 MB/s) [1m18s:13m5s] 10% |███ | (12/117 GB, 134 MB/s) [1m18s:13m5s] 10% |███ | (12/117 GB, 134 MB/s) [1m18s:13m4s] 10% |███ | (12/117 GB, 128 MB/s) [1m18s:13m39s] 10% |███ | (12/117 GB, 128 MB/s) [1m18s:13m39s] 10% |███ | (12/117 GB, 128 MB/s) [1m18s:13m39s] 10% |███ | (12/117 GB, 128 MB/s) [1m18s:13m39s] 10% |███ | (12/117 GB, 128 MB/s) [1m18s:13m39s] 10% |███ | (12/117 GB, 128 MB/s) [1m18s:13m38s] 10% |███ | (12/117 GB, 139 MB/s) [1m19s:12m34s] 10% |███ | (12/117 GB, 139 MB/s) [1m19s:12m34s] 10% |███ | (12/117 GB, 139 MB/s) [1m19s:12m34s] 10% |███ | (12/117 GB, 139 MB/s) [1m19s:12m34s] 10% |███ | (12/117 GB, 139 MB/s) [1m19s:12m34s] 10% |███ | (12/117 GB, 139 MB/s) [1m19s:12m34s] 10% |███ | (12/117 GB, 143 MB/s) [1m19s:12m16s] 10% |███ | (12/117 GB, 143 MB/s) [1m19s:12m16s] 10% |███ | (12/117 GB, 143 MB/s) [1m19s:12m16s] 10% |███ | (12/117 GB, 143 MB/s) [1m19s:12m15s] 10% |███ | (12/117 GB, 143 MB/s) [1m19s:12m15s] 10% |███ | (12/117 GB, 143 MB/s) [1m19s:12m15s] 10% |███ | (12/117 GB, 130 MB/s) [1m20s:13m24s] 10% |███ | (12/117 GB, 130 MB/s) [1m20s:13m24s] 10% |███ | (12/117 GB, 130 MB/s) [1m20s:13m24s] 10% |███ | (12/117 GB, 130 MB/s) [1m20s:13m24s] 10% |███ | (12/117 GB, 130 MB/s) [1m20s:13m23s] 10% |███ | (12/117 GB, 118 MB/s) [1m20s:14m48s] 10% |███ | (12/117 GB, 118 MB/s) [1m20s:14m48s] 10% |███ | (12/117 GB, 118 MB/s) [1m20s:14m48s] 10% |███ | (12/117 GB, 118 MB/s) [1m20s:14m48s] 10% |███ | (12/117 GB, 118 MB/s) [1m21s:14m48s] 10% |███ | (12/117 GB, 118 MB/s) [1m21s:14m47s] 10% |███ | (12/117 GB, 117 MB/s) [1m21s:14m57s] 10% |███ | (12/117 GB, 117 MB/s) [1m21s:14m57s] 10% |███ | (12/117 GB, 117 MB/s) [1m21s:14m57s] 10% |███ | (12/117 GB, 117 MB/s) [1m21s:14m57s] 10% |███ | (12/117 GB, 117 MB/s) [1m21s:14m57s] 10% |███ | (12/117 GB, 117 MB/s) [1m21s:14m57s] 10% |███ | (12/117 GB, 117 MB/s) [1m21s:14m56s] 10% |███ | (12/117 GB, 117 MB/s) [1m21s:14m56s] 10% |███ | (12/117 GB, 117 MB/s) [1m21s:14m56s] 10% |███ | (12/117 GB, 117 MB/s) [1m21s:14m56s] 10% |███ | (12/117 GB, 117 MB/s) [1m22s:14m55s] 10% |███ | (12/117 GB, 117 MB/s) [1m22s:14m55s] 10% |███ | (12/117 GB, 130 MB/s) [1m22s:13m21s] 10% |███ | (12/117 GB, 130 MB/s) [1m22s:13m21s] 10% |███ | (12/117 GB, 130 MB/s) [1m22s:13m21s] 10% |███ | (12/117 GB, 130 MB/s) [1m22s:13m21s] 10% |███ | (12/117 GB, 126 MB/s) [1m23s:13m52s] 10% |███ | (12/117 GB, 126 MB/s) [1m23s:13m52s] 10% |███ | (12/117 GB, 126 MB/s) [1m23s:13m52s] 10% |███ | (12/117 GB, 126 MB/s) [1m23s:13m51s] 10% |███ | (13/117 GB, 126 MB/s) [1m23s:13m51s] 10% |███ | (13/117 GB, 126 MB/s) [1m23s:13m51s] 10% |███ | (13/117 GB, 126 MB/s) [1m23s:13m51s] 10% |███ | (13/117 GB, 126 MB/s) [1m23s:13m51s] 10% |███ | (13/117 GB, 140 MB/s) [1m23s:12m23s] 10% |███ | (13/117 GB, 140 MB/s) [1m24s:12m23s] 10% |███ | (13/117 GB, 140 MB/s) [1m24s:12m23s] 10% |███ | (13/117 GB, 140 MB/s) [1m24s:12m23s] 10% |███ | (13/117 GB, 140 MB/s) [1m24s:12m23s] 10% |███ | (13/117 GB, 144 MB/s) [1m24s:12m3s] 10% |███ | (13/117 GB, 144 MB/s) [1m24s:12m3s] 10% |███ | (13/117 GB, 144 MB/s) [1m24s:12m3s] 10% |███ | (13/117 GB, 144 MB/s) [1m24s:12m3s] 10% |███ | (13/117 GB, 144 MB/s) [1m24s:12m3s] 10% |███ | (13/117 GB, 144 MB/s) [1m24s:12m2s] 10% |███ | (13/117 GB, 144 MB/s) [1m24s:12m2s] 10% |███ | (13/117 GB, 144 MB/s) [1m24s:12m2s] 10% |███ | (13/117 GB, 144 MB/s) [1m25s:12m2s] 10% |███ | (13/117 GB, 144 MB/s) [1m25s:12m2s] 10% |███ | (13/117 GB, 144 MB/s) [1m25s:12m2s] 10% |███ | (13/117 GB, 144 MB/s) [1m25s:12m1s] 11% |███ | (13/117 GB, 151 MB/s) [1m25s:11m31s] 11% |███ | (13/117 GB, 151 MB/s) [1m25s:11m31s] 11% |███ | (13/117 GB, 151 MB/s) [1m25s:11m31s] 11% |███ | (13/117 GB, 151 MB/s) [1m25s:11m31s] 11% |███ | (13/117 GB, 138 MB/s) [1m27s:12m33s] 11% |███ | (13/117 GB, 138 MB/s) [1m27s:12m33s] 11% |███ | (13/117 GB, 138 MB/s) [1m27s:12m33s] 11% |███ | (13/117 GB, 138 MB/s) [1m27s:12m33s] 11% |███ | (13/117 GB, 138 MB/s) [1m27s:12m32s] 11% |███ | (13/117 GB, 144 MB/s) [1m27s:12m2s] 11% |███ | (13/117 GB, 144 MB/s) [1m28s:12m2s] 11% |███ | (13/117 GB, 144 MB/s) [1m28s:12m2s] 11% |███ | (13/117 GB, 144 MB/s) [1m28s:12m2s] 11% |███ | (13/117 GB, 144 MB/s) [1m28s:12m2s] 11% |███ | (13/117 GB, 144 MB/s) [1m28s:12m2s] 11% |███ | (13/117 GB, 144 MB/s) [1m28s:12m2s] 11% |███ | (13/117 GB, 150 MB/s) [1m28s:11m35s] 11% |███ | (13/117 GB, 150 MB/s) [1m28s:11m34s] 11% |███ | (13/117 GB, 150 MB/s) [1m28s:11m34s] 11% |███ | (13/117 GB, 150 MB/s) [1m28s:11m34s] 11% |███ | (13/117 GB, 150 MB/s) [1m28s:11m34s] 11% |███ | (13/117 GB, 150 MB/s) [1m28s:11m34s] 11% |███ | (13/117 GB, 150 MB/s) [1m28s:11m34s] 11% |███ | (13/117 GB, 150 MB/s) [1m28s:11m34s] 11% |███ | (13/117 GB, 161 MB/s) [1m28s:10m45s] 11% |███ | (13/117 GB, 161 MB/s) [1m29s:10m45s] 11% |███ | (13/117 GB, 161 MB/s) [1m29s:10m45s] 11% |███ | (13/117 GB, 161 MB/s) [1m29s:10m45s] 11% |███ | (13/117 GB, 161 MB/s) [1m29s:10m45s] 11% |███ | (13/117 GB, 161 MB/s) [1m29s:10m44s] 11% |███ | (13/117 GB, 161 MB/s) [1m29s:10m44s] 11% |███ | (13/117 GB, 170 MB/s) [1m29s:10m11s] 11% |███ | (13/117 GB, 170 MB/s) [1m29s:10m11s] 11% |███ | (13/117 GB, 170 MB/s) [1m29s:10m11s] 11% |███ | (13/117 GB, 170 MB/s) [1m29s:10m11s] 11% |███ | (13/117 GB, 170 MB/s) [1m29s:10m11s] 11% |███ | (13/117 GB, 170 MB/s) [1m29s:10m11s] 11% |███ | (14/117 GB, 170 MB/s) [1m29s:10m11s] 11% |███ | (14/117 GB, 179 MB/s) [1m30s:9m39s] 11% |███ | (14/117 GB, 179 MB/s) [1m30s:9m39s] 11% |███ | (14/117 GB, 179 MB/s) [1m30s:9m39s] 11% |███ | (14/117 GB, 179 MB/s) [1m30s:9m38s] 11% |███ | (14/117 GB, 179 MB/s) [1m30s:9m38s] 11% |███ | (14/117 GB, 179 MB/s) [1m30s:9m38s] 11% |███ | (14/117 GB, 179 MB/s) [1m30s:9m38s] 11% |███ | (14/117 GB, 172 MB/s) [1m30s:10m2s] 11% |███ | (14/117 GB, 172 MB/s) [1m30s:10m1s] 11% |███ | (14/117 GB, 172 MB/s) [1m30s:10m1s] 11% |███ | (14/117 GB, 172 MB/s) [1m30s:10m1s] 11% |███ | (14/117 GB, 172 MB/s) [1m30s:10m1s] 11% |███ | (14/117 GB, 166 MB/s) [1m31s:10m23s] 11% |███ | (14/117 GB, 166 MB/s) [1m31s:10m23s] 11% |███ | (14/117 GB, 166 MB/s) [1m31s:10m23s] 11% |███ | (14/117 GB, 166 MB/s) [1m31s:10m23s] 11% |███ | (14/117 GB, 166 MB/s) [1m32s:10m23s] 11% |███ | (14/117 GB, 155 MB/s) [1m32s:11m5s] 11% |███ | (14/117 GB, 155 MB/s) [1m32s:11m5s] 11% |███ | (14/117 GB, 155 MB/s) [1m32s:11m5s] 11% |███ | (14/117 GB, 155 MB/s) [1m32s:11m5s] 11% |███ | (14/117 GB, 155 MB/s) [1m32s:11m5s] 11% |███ | (14/117 GB, 141 MB/s) [1m32s:12m12s] 11% |███ | (14/117 GB, 141 MB/s) [1m32s:12m12s] 11% |███ | (14/117 GB, 141 MB/s) [1m32s:12m12s] 11% |███ | (14/117 GB, 141 MB/s) [1m32s:12m12s] 11% |███ | (14/117 GB, 141 MB/s) [1m33s:12m12s] 11% |███ | (14/117 GB, 141 MB/s) [1m33s:12m12s] 11% |███ | (14/117 GB, 141 MB/s) [1m33s:12m12s] 11% |███ | (14/117 GB, 156 MB/s) [1m33s:11m2s] 11% |███ | (14/117 GB, 156 MB/s) [1m33s:11m2s] 11% |███ | (14/117 GB, 156 MB/s) [1m33s:11m2s] 11% |███ | (14/117 GB, 156 MB/s) [1m33s:11m2s] 11% |███ | (14/117 GB, 156 MB/s) [1m33s:11m2s] 11% |███ | (14/117 GB, 156 MB/s) [1m33s:11m2s] 11% |███ | (14/117 GB, 156 MB/s) [1m33s:11m2s] 11% |███ | (14/117 GB, 170 MB/s) [1m33s:10m8s] 11% |███ | (14/117 GB, 170 MB/s) [1m33s:10m7s] 11% |███ | (14/117 GB, 170 MB/s) [1m33s:10m7s] 11% |███ | (14/117 GB, 170 MB/s) [1m33s:10m7s] 11% |███ | (14/117 GB, 170 MB/s) [1m34s:10m7s] 11% |███ | (14/117 GB, 166 MB/s) [1m34s:10m20s] 11% |███ | (14/117 GB, 166 MB/s) [1m34s:10m20s] 11% |███ | (14/117 GB, 166 MB/s) [1m34s:10m20s] 12% |████ | (14/117 GB, 166 MB/s) [1m34s:10m20s] 12% |████ | (14/117 GB, 166 MB/s) [1m34s:10m20s] 12% |████ | (14/117 GB, 166 MB/s) [1m34s:10m20s] 12% |████ | (14/117 GB, 159 MB/s) [1m34s:10m46s] 12% |████ | (14/117 GB, 159 MB/s) [1m34s:10m46s] 12% |████ | (14/117 GB, 159 MB/s) [1m34s:10m46s] 12% |████ | (14/117 GB, 159 MB/s) [1m34s:10m46s] 12% |████ | (14/117 GB, 159 MB/s) [1m34s:10m46s] 12% |████ | (14/117 GB, 159 MB/s) [1m35s:10m46s] 12% |████ | (14/117 GB, 145 MB/s) [1m35s:11m50s] 12% |████ | (14/117 GB, 145 MB/s) [1m35s:11m50s] 12% |████ | (14/117 GB, 145 MB/s) [1m35s:11m50s] 12% |████ | (14/117 GB, 145 MB/s) [1m35s:11m49s] 12% |████ | (14/117 GB, 145 MB/s) [1m35s:11m49s] 12% |████ | (14/117 GB, 145 MB/s) [1m35s:11m49s] 12% |████ | (14/117 GB, 145 MB/s) [1m35s:11m49s] 12% |████ | (14/117 GB, 144 MB/s) [1m35s:11m56s] 12% |████ | (14/117 GB, 144 MB/s) [1m35s:11m56s] 12% |████ | (14/117 GB, 144 MB/s) [1m35s:11m56s] 12% |████ | (14/117 GB, 144 MB/s) [1m35s:11m56s] 12% |████ | (14/117 GB, 144 MB/s) [1m36s:11m56s] 12% |████ | (14/117 GB, 144 MB/s) [1m36s:11m56s] 12% |████ | (14/117 GB, 137 MB/s) [1m36s:12m28s] 12% |████ | (14/117 GB, 137 MB/s) [1m36s:12m28s] 12% |████ | (14/117 GB, 137 MB/s) [1m36s:12m28s] 12% |████ | (14/117 GB, 137 MB/s) [1m36s:12m28s] 12% |████ | (14/117 GB, 137 MB/s) [1m36s:12m28s] 12% |████ | (14/117 GB, 137 MB/s) [1m36s:12m28s] 12% |████ | (14/117 GB, 137 MB/s) [1m37s:12m28s] 12% |████ | (14/117 GB, 137 MB/s) [1m37s:12m28s] 12% |████ | (14/117 GB, 137 MB/s) [1m37s:12m28s] 12% |████ | (14/117 GB, 137 MB/s) [1m37s:12m28s] 12% |████ | (14/117 GB, 139 MB/s) [1m37s:12m16s] 12% |████ | (14/117 GB, 139 MB/s) [1m37s:12m16s] 12% |████ | (14/117 GB, 139 MB/s) [1m37s:12m16s] 12% |████ | (14/117 GB, 139 MB/s) [1m37s:12m16s] 12% |████ | (14/117 GB, 139 MB/s) [1m37s:12m16s] 12% |████ | (14/117 GB, 152 MB/s) [1m37s:11m13s] 12% |████ | (14/117 GB, 152 MB/s) [1m38s:11m12s] 12% |████ | (14/117 GB, 152 MB/s) [1m38s:11m12s] 12% |████ | (15/117 GB, 152 MB/s) [1m38s:11m12s] 12% |████ | (15/117 GB, 152 MB/s) [1m38s:11m12s] 12% |████ | (15/117 GB, 152 MB/s) [1m38s:11m12s] 12% |████ | (15/117 GB, 154 MB/s) [1m38s:11m6s] 12% |████ | (15/117 GB, 154 MB/s) [1m38s:11m6s] 12% |████ | (15/117 GB, 154 MB/s) [1m38s:11m6s] 12% |████ | (15/117 GB, 154 MB/s) [1m38s:11m6s] 12% |████ | (15/117 GB, 154 MB/s) [1m38s:11m6s] 12% |████ | (15/117 GB, 154 MB/s) [1m38s:11m6s] 12% |████ | (15/117 GB, 154 MB/s) [1m38s:11m6s] 12% |████ | (15/117 GB, 157 MB/s) [1m38s:10m51s] 12% |████ | (15/117 GB, 157 MB/s) [1m39s:10m51s] 12% |████ | (15/117 GB, 157 MB/s) [1m39s:10m51s] 12% |████ | (15/117 GB, 157 MB/s) [1m39s:10m51s] 12% |████ | (15/117 GB, 157 MB/s) [1m39s:10m50s] 12% |████ | (15/117 GB, 157 MB/s) [1m39s:10m50s] 12% |████ | (15/117 GB, 157 MB/s) [1m39s:10m52s] 12% |████ | (15/117 GB, 157 MB/s) [1m39s:10m52s] 12% |████ | (15/117 GB, 157 MB/s) [1m39s:10m52s] 12% |████ | (15/117 GB, 157 MB/s) [1m39s:10m52s] 12% |████ | (15/117 GB, 157 MB/s) [1m39s:10m52s] 12% |████ | (15/117 GB, 150 MB/s) [1m40s:11m18s] 12% |████ | (15/117 GB, 150 MB/s) [1m40s:11m18s] 12% |████ | (15/117 GB, 150 MB/s) [1m40s:11m18s] 12% |████ | (15/117 GB, 148 MB/s) [1m40s:11m30s] 12% |████ | (15/117 GB, 148 MB/s) [1m40s:11m30s] 12% |████ | (15/117 GB, 148 MB/s) [1m40s:11m30s] 12% |████ | (15/117 GB, 148 MB/s) [1m40s:11m30s] 12% |████ | (15/117 GB, 148 MB/s) [1m40s:11m30s] 12% |████ | (15/117 GB, 151 MB/s) [1m40s:11m15s] 12% |████ | (15/117 GB, 151 MB/s) [1m41s:11m15s] 12% |████ | (15/117 GB, 151 MB/s) [1m41s:11m15s] 12% |████ | (15/117 GB, 151 MB/s) [1m41s:11m15s] 12% |████ | (15/117 GB, 151 MB/s) [1m41s:11m15s] 12% |████ | (15/117 GB, 151 MB/s) [1m41s:11m15s] 12% |████ | (15/117 GB, 154 MB/s) [1m41s:11m3s] 12% |████ | (15/117 GB, 154 MB/s) [1m41s:11m3s] 12% |████ | (15/117 GB, 154 MB/s) [1m41s:11m3s] 12% |████ | (15/117 GB, 154 MB/s) [1m41s:11m3s] 12% |████ | (15/117 GB, 154 MB/s) [1m41s:11m3s] 12% |████ | (15/117 GB, 150 MB/s) [1m42s:11m18s] 12% |████ | (15/117 GB, 150 MB/s) [1m42s:11m18s] 12% |████ | (15/117 GB, 150 MB/s) [1m42s:11m17s] 13% |████ | (15/117 GB, 150 MB/s) [1m42s:11m17s] 13% |████ | (15/117 GB, 150 MB/s) [1m42s:11m17s] 13% |████ | (15/117 GB, 150 MB/s) [1m42s:11m17s] 13% |████ | (15/117 GB, 160 MB/s) [1m43s:10m34s] 13% |████ | (15/117 GB, 160 MB/s) [1m43s:10m34s] 13% |████ | (15/117 GB, 160 MB/s) [1m43s:10m33s] 13% |████ | (15/117 GB, 160 MB/s) [1m43s:10m33s] 13% |████ | (15/117 GB, 160 MB/s) [1m43s:10m33s] 13% |████ | (15/117 GB, 160 MB/s) [1m43s:10m33s] 13% |████ | (15/117 GB, 153 MB/s) [1m43s:11m6s] 13% |████ | (15/117 GB, 153 MB/s) [1m43s:11m6s] 13% |████ | (15/117 GB, 153 MB/s) [1m43s:11m5s] 13% |████ | (15/117 GB, 153 MB/s) [1m43s:11m5s] 13% |████ | (15/117 GB, 153 MB/s) [1m44s:11m5s] 13% |████ | (15/117 GB, 147 MB/s) [1m44s:11m30s] 13% |████ | (15/117 GB, 120 MB/s) [1m45s:14m5s] 13% |████ | (15/117 GB, 120 MB/s) [1m45s:14m5s] 13% |████ | (15/117 GB, 120 MB/s) [1m46s:14m5s] 13% |████ | (15/117 GB, 120 MB/s) [1m46s:14m5s] 13% |████ | (16/117 GB, 120 MB/s) [1m46s:14m5s] 13% |████ | (16/117 GB, 115 MB/s) [1m46s:14m45s] 13% |████ | (16/117 GB, 115 MB/s) [1m46s:14m45s] 13% |████ | (16/117 GB, 115 MB/s) [1m46s:14m45s] 13% |████ | (16/117 GB, 115 MB/s) [1m46s:14m45s] 13% |████ | (16/117 GB, 115 MB/s) [1m46s:14m44s] 13% |████ | (16/117 GB, 115 MB/s) [1m46s:14m44s] 13% |████ | (16/117 GB, 115 MB/s) [1m46s:14m44s] 13% |████ | (16/117 GB, 125 MB/s) [1m46s:13m32s] 13% |████ | (16/117 GB, 125 MB/s) [1m46s:13m32s] 13% |████ | (16/117 GB, 125 MB/s) [1m47s:13m32s] 13% |████ | (16/117 GB, 125 MB/s) [1m47s:13m32s] 13% |████ | (16/117 GB, 125 MB/s) [1m47s:13m32s] 13% |████ | (16/117 GB, 125 MB/s) [1m47s:13m32s] 13% |████ | (16/117 GB, 125 MB/s) [1m47s:13m31s] 13% |████ | (16/117 GB, 141 MB/s) [1m47s:12m0s] 13% |████ | (16/117 GB, 141 MB/s) [1m47s:12m0s] 13% |████ | (16/117 GB, 141 MB/s) [1m47s:12m0s] 13% |████ | (16/117 GB, 141 MB/s) [1m47s:12m0s] 13% |████ | (16/117 GB, 141 MB/s) [1m47s:12m0s] 13% |████ | (16/117 GB, 141 MB/s) [1m47s:12m0s] 13% |████ | (16/117 GB, 141 MB/s) [1m47s:12m0s] 13% |████ | (16/117 GB, 147 MB/s) [1m47s:11m27s] 13% |████ | (16/117 GB, 147 MB/s) [1m48s:11m27s] 13% |████ | (16/117 GB, 147 MB/s) [1m48s:11m27s] 13% |████ | (16/117 GB, 147 MB/s) [1m48s:11m27s] 13% |████ | (16/117 GB, 147 MB/s) [1m48s:11m27s] 13% |████ | (16/117 GB, 143 MB/s) [1m48s:11m47s] 13% |████ | (16/117 GB, 143 MB/s) [1m48s:11m47s] 13% |████ | (16/117 GB, 143 MB/s) [1m48s:11m47s] 13% |████ | (16/117 GB, 143 MB/s) [1m48s:11m47s] 13% |████ | (16/117 GB, 143 MB/s) [1m48s:11m47s] 13% |████ | (16/117 GB, 143 MB/s) [1m48s:11m47s] 13% |████ | (16/117 GB, 149 MB/s) [1m48s:11m19s] 13% |████ | (16/117 GB, 149 MB/s) [1m49s:11m19s] 13% |████ | (16/117 GB, 149 MB/s) [1m49s:11m19s] 13% |████ | (16/117 GB, 149 MB/s) [1m49s:11m18s] 13% |████ | (16/117 GB, 149 MB/s) [1m49s:11m18s] 13% |████ | (16/117 GB, 148 MB/s) [1m49s:11m23s] 13% |████ | (16/117 GB, 148 MB/s) [1m49s:11m22s] 13% |████ | (16/117 GB, 148 MB/s) [1m49s:11m22s] 13% |████ | (16/117 GB, 148 MB/s) [1m49s:11m22s] 13% |████ | (16/117 GB, 148 MB/s) [1m49s:11m22s] 13% |████ | (16/117 GB, 148 MB/s) [1m49s:11m22s] 13% |████ | (16/117 GB, 155 MB/s) [1m50s:10m50s] 13% |████ | (16/117 GB, 155 MB/s) [1m50s:10m50s] 13% |████ | (16/117 GB, 155 MB/s) [1m50s:10m50s] 13% |████ | (16/117 GB, 155 MB/s) [1m50s:10m50s] 13% |████ | (16/117 GB, 155 MB/s) [1m50s:10m50s] 13% |████ | (16/117 GB, 155 MB/s) [1m50s:10m50s] 13% |████ | (16/117 GB, 156 MB/s) [1m50s:10m46s] 13% |████ | (16/117 GB, 156 MB/s) [1m50s:10m46s] 13% |████ | (16/117 GB, 156 MB/s) [1m50s:10m46s] 13% |████ | (16/117 GB, 156 MB/s) [1m50s:10m46s] 13% |████ | (16/117 GB, 156 MB/s) [1m50s:10m46s] 13% |████ | (16/117 GB, 156 MB/s) [1m51s:10m45s] 13% |████ | (16/117 GB, 156 MB/s) [1m51s:10m45s] 13% |████ | (16/117 GB, 172 MB/s) [1m51s:9m44s] 13% |████ | (16/117 GB, 172 MB/s) [1m51s:9m44s] 13% |████ | (16/117 GB, 172 MB/s) [1m51s:9m44s] 13% |████ | (16/117 GB, 172 MB/s) [1m51s:9m44s] 13% |████ | (16/117 GB, 172 MB/s) [1m51s:9m44s] 13% |████ | (16/117 GB, 172 MB/s) [1m51s:9m44s] 14% |████ | (16/117 GB, 178 MB/s) [1m51s:9m27s] 14% |████ | (16/117 GB, 178 MB/s) [1m51s:9m27s] 14% |████ | (16/117 GB, 178 MB/s) [1m51s:9m27s] 14% |████ | (16/117 GB, 178 MB/s) [1m51s:9m26s] 14% |████ | (16/117 GB, 160 MB/s) [1m52s:10m28s] 14% |████ | (16/117 GB, 160 MB/s) [1m52s:10m28s] 14% |████ | (16/117 GB, 160 MB/s) [1m52s:10m28s] 14% |████ | (16/117 GB, 160 MB/s) [1m52s:10m28s] 14% |████ | (16/117 GB, 160 MB/s) [1m52s:10m28s] 14% |████ | (16/117 GB, 142 MB/s) [1m52s:11m48s] 14% |████ | (16/117 GB, 142 MB/s) [1m52s:11m48s] 14% |████ | (16/117 GB, 142 MB/s) [1m52s:11m48s] 14% |████ | (16/117 GB, 142 MB/s) [1m52s:11m48s] 14% |████ | (16/117 GB, 142 MB/s) [1m53s:11m47s] 14% |████ | (16/117 GB, 124 MB/s) [1m53s:13m31s] 14% |████ | (16/117 GB, 124 MB/s) [1m53s:13m31s] 14% |████ | (16/117 GB, 124 MB/s) [1m53s:13m31s] 14% |████ | (16/117 GB, 124 MB/s) [1m53s:13m31s] 14% |████ | (16/117 GB, 124 MB/s) [1m53s:13m31s] 14% |████ | (17/117 GB, 126 MB/s) [1m53s:13m20s] 14% |████ | (17/117 GB, 126 MB/s) [1m53s:13m20s] 14% |████ | (17/117 GB, 126 MB/s) [1m53s:13m20s] 14% |████ | (17/117 GB, 126 MB/s) [1m53s:13m19s] 14% |████ | (17/117 GB, 126 MB/s) [1m54s:13m19s] 14% |████ | (17/117 GB, 126 MB/s) [1m54s:13m19s] 14% |████ | (17/117 GB, 126 MB/s) [1m54s:13m19s] 14% |████ | (17/117 GB, 126 MB/s) [1m54s:13m19s] 14% |████ | (17/117 GB, 139 MB/s) [1m54s:12m1s] 14% |████ | (17/117 GB, 139 MB/s) [1m54s:12m1s] 14% |████ | (17/117 GB, 139 MB/s) [1m54s:12m1s] 14% |████ | (17/117 GB, 139 MB/s) [1m54s:12m1s] 14% |████ | (17/117 GB, 139 MB/s) [1m54s:12m1s] 14% |████ | (17/117 GB, 139 MB/s) [1m54s:12m1s] 14% |████ | (17/117 GB, 139 MB/s) [1m54s:12m0s] 14% |████ | (17/117 GB, 147 MB/s) [1m54s:11m22s] 14% |████ | (17/117 GB, 147 MB/s) [1m54s:11m22s] 14% |████ | (17/117 GB, 147 MB/s) [1m54s:11m22s] 14% |████ | (17/117 GB, 147 MB/s) [1m55s:11m22s] 14% |████ | (17/117 GB, 137 MB/s) [1m55s:12m10s] 14% |████ | (17/117 GB, 137 MB/s) [1m55s:12m10s] 14% |████ | (17/117 GB, 137 MB/s) [1m55s:12m10s] 14% |████ | (17/117 GB, 137 MB/s) [1m55s:12m10s] 14% |████ | (17/117 GB, 137 MB/s) [1m55s:12m10s] 14% |████ | (17/117 GB, 137 MB/s) [1m55s:12m10s] 14% |████ | (17/117 GB, 141 MB/s) [1m55s:11m48s] 14% |████ | (17/117 GB, 141 MB/s) [1m55s:11m48s] 14% |████ | (17/117 GB, 141 MB/s) [1m56s:11m48s] 14% |████ | (17/117 GB, 141 MB/s) [1m56s:11m48s] 14% |████ | (17/117 GB, 135 MB/s) [1m56s:12m22s] 14% |████ | (17/117 GB, 135 MB/s) [1m56s:12m22s] 14% |████ | (17/117 GB, 135 MB/s) [1m56s:12m22s] 14% |████ | (17/117 GB, 135 MB/s) [1m56s:12m22s] 14% |████ | (17/117 GB, 135 MB/s) [1m56s:12m22s] 14% |████ | (17/117 GB, 135 MB/s) [1m56s:12m22s] 14% |████ | (17/117 GB, 135 MB/s) [1m56s:12m22s] 14% |████ | (17/117 GB, 132 MB/s) [1m56s:12m35s] 14% |████ | (17/117 GB, 132 MB/s) [1m57s:12m35s] 14% |████ | (17/117 GB, 132 MB/s) [1m57s:12m35s] 14% |████ | (17/117 GB, 132 MB/s) [1m57s:12m35s] 14% |████ | (17/117 GB, 138 MB/s) [1m57s:12m1s] 14% |████ | (17/117 GB, 138 MB/s) [1m57s:12m1s] 14% |████ | (17/117 GB, 138 MB/s) [1m57s:12m1s] 14% |████ | (17/117 GB, 138 MB/s) [1m57s:12m1s] 14% |████ | (17/117 GB, 138 MB/s) [1m57s:12m1s] 14% |████ | (17/117 GB, 146 MB/s) [1m57s:11m24s] 14% |████ | (17/117 GB, 146 MB/s) [1m57s:11m24s] 14% |████ | (17/117 GB, 146 MB/s) [1m58s:11m24s] 14% |████ | (17/117 GB, 146 MB/s) [1m58s:11m23s] 14% |████ | (17/117 GB, 146 MB/s) [1m58s:11m23s] 14% |████ | (17/117 GB, 146 MB/s) [1m58s:11m23s] 14% |████ | (17/117 GB, 152 MB/s) [1m58s:10m56s] 14% |████ | (17/117 GB, 152 MB/s) [1m58s:10m56s] 14% |████ | (17/117 GB, 152 MB/s) [1m58s:10m56s] 14% |████ | (17/117 GB, 144 MB/s) [1m59s:11m33s] 14% |████ | (17/117 GB, 144 MB/s) [1m59s:11m33s] 14% |████ | (17/117 GB, 144 MB/s) [1m59s:11m33s] 14% |████ | (17/117 GB, 144 MB/s) [1m59s:11m32s] 14% |████ | (17/117 GB, 144 MB/s) [1m59s:11m32s] 14% |████ | (17/117 GB, 144 MB/s) [1m59s:11m32s] 14% |████ | (17/117 GB, 144 MB/s) [1m59s:11m32s] 14% |████ | (17/117 GB, 144 MB/s) [1m59s:11m32s] 14% |████ | (17/117 GB, 141 MB/s) [1m59s:11m45s] 14% |████ | (17/117 GB, 141 MB/s) [1m59s:11m45s] 14% |████ | (18/117 GB, 141 MB/s) [1m59s:11m45s] 14% |████ | (18/117 GB, 141 MB/s) [1m59s:11m44s] 14% |████ | (18/117 GB, 141 MB/s) [1m59s:11m44s] 14% |████ | (18/117 GB, 141 MB/s) [1m59s:11m44s] 14% |████ | (18/117 GB, 141 MB/s) [1m59s:11m44s] 14% |████ | (18/117 GB, 143 MB/s) [2m0s:11m37s] 15% |█████ | (18/117 GB, 143 MB/s) [2m0s:11m37s] 15% |█████ | (18/117 GB, 143 MB/s) [2m0s:11m37s] 15% |█████ | (18/117 GB, 143 MB/s) [2m0s:11m36s] 15% |█████ | (18/117 GB, 143 MB/s) [2m0s:11m36s] 15% |█████ | (18/117 GB, 138 MB/s) [2m2s:12m2s] 15% |█████ | (18/117 GB, 138 MB/s) [2m2s:12m2s] 15% |█████ | (18/117 GB, 138 MB/s) [2m2s:12m2s] 15% |█████ | (18/117 GB, 138 MB/s) [2m2s:12m2s] 15% |█████ | (18/117 GB, 138 MB/s) [2m2s:12m1s] 15% |█████ | (18/117 GB, 138 MB/s) [2m2s:12m1s] 15% |█████ | (18/117 GB, 137 MB/s) [2m2s:12m7s] 15% |█████ | (18/117 GB, 137 MB/s) [2m2s:12m7s] 15% |█████ | (18/117 GB, 137 MB/s) [2m3s:12m6s] 15% |█████ | (18/117 GB, 137 MB/s) [2m3s:12m6s] 15% |█████ | (18/117 GB, 137 MB/s) [2m3s:12m6s] 15% |█████ | (18/117 GB, 137 MB/s) [2m3s:12m6s] 15% |█████ | (18/117 GB, 137 MB/s) [2m3s:12m6s] 15% |█████ | (18/117 GB, 137 MB/s) [2m3s:12m6s] 15% |█████ | (18/117 GB, 137 MB/s) [2m3s:12m6s] 15% |█████ | (18/117 GB, 137 MB/s) [2m3s:12m6s] 15% |█████ | (18/117 GB, 136 MB/s) [2m3s:12m10s] 15% |█████ | (18/117 GB, 136 MB/s) [2m3s:12m10s] 15% |█████ | (18/117 GB, 136 MB/s) [2m4s:12m10s] 15% |█████ | (18/117 GB, 136 MB/s) [2m4s:12m10s] 15% |█████ | (18/117 GB, 136 MB/s) [2m4s:12m10s] 15% |█████ | (18/117 GB, 132 MB/s) [2m4s:12m32s] 15% |█████ | (18/117 GB, 132 MB/s) [2m4s:12m32s] 15% |█████ | (18/117 GB, 132 MB/s) [2m4s:12m31s] 15% |█████ | (18/117 GB, 132 MB/s) [2m4s:12m31s] 15% |█████ | (18/117 GB, 132 MB/s) [2m4s:12m31s] 15% |█████ | (18/117 GB, 132 MB/s) [2m4s:12m31s] 15% |█████ | (18/117 GB, 132 MB/s) [2m4s:12m33s] 15% |█████ | (18/117 GB, 132 MB/s) [2m5s:12m32s] 15% |█████ | (18/117 GB, 132 MB/s) [2m5s:12m32s] 15% |█████ | (18/117 GB, 132 MB/s) [2m5s:12m32s] 15% |█████ | (18/117 GB, 132 MB/s) [2m5s:12m32s] 15% |█████ | (18/117 GB, 137 MB/s) [2m5s:12m1s] 15% |█████ | (18/117 GB, 137 MB/s) [2m5s:12m1s] 15% |█████ | (18/117 GB, 137 MB/s) [2m5s:12m1s] 15% |█████ | (18/117 GB, 137 MB/s) [2m5s:12m1s] 15% |█████ | (18/117 GB, 137 MB/s) [2m5s:12m1s] 15% |█████ | (18/117 GB, 148 MB/s) [2m5s:11m6s] 15% |█████ | (18/117 GB, 148 MB/s) [2m6s:11m6s] 15% |█████ | (18/117 GB, 148 MB/s) [2m6s:11m6s] 15% |█████ | (18/117 GB, 148 MB/s) [2m6s:11m6s] 15% |█████ | (18/117 GB, 148 MB/s) [2m6s:11m6s] 15% |█████ | (18/117 GB, 148 MB/s) [2m6s:11m5s] 15% |█████ | (18/117 GB, 140 MB/s) [2m6s:11m47s] 15% |█████ | (18/117 GB, 140 MB/s) [2m6s:11m47s] 15% |█████ | (18/117 GB, 140 MB/s) [2m6s:11m47s] 15% |█████ | (18/117 GB, 140 MB/s) [2m6s:11m46s] 15% |█████ | (18/117 GB, 140 MB/s) [2m6s:11m46s] 15% |█████ | (18/117 GB, 140 MB/s) [2m6s:11m46s] 15% |█████ | (18/117 GB, 140 MB/s) [2m6s:11m46s] 15% |█████ | (18/117 GB, 140 MB/s) [2m6s:11m42s] 15% |█████ | (18/117 GB, 140 MB/s) [2m7s:11m42s] 15% |█████ | (18/117 GB, 140 MB/s) [2m7s:11m42s] 15% |█████ | (18/117 GB, 140 MB/s) [2m7s:11m42s] 15% |█████ | (18/117 GB, 140 MB/s) [2m7s:11m42s] 15% |█████ | (18/117 GB, 140 MB/s) [2m7s:11m42s] 15% |█████ | (18/117 GB, 140 MB/s) [2m7s:11m41s] 15% |█████ | (18/117 GB, 162 MB/s) [2m7s:10m7s] 15% |█████ | (18/117 GB, 162 MB/s) [2m7s:10m7s] 15% |█████ | (18/117 GB, 162 MB/s) [2m7s:10m7s] 15% |█████ | (18/117 GB, 162 MB/s) [2m7s:10m7s] 15% |█████ | (18/117 GB, 162 MB/s) [2m7s:10m7s] 15% |█████ | (18/117 GB, 162 MB/s) [2m7s:10m7s] 15% |█████ | (19/117 GB, 161 MB/s) [2m8s:10m11s] 15% |█████ | (19/117 GB, 161 MB/s) [2m8s:10m11s] 15% |█████ | (19/117 GB, 161 MB/s) [2m8s:10m11s] 15% |█████ | (19/117 GB, 161 MB/s) [2m8s:10m10s] 15% |█████ | (19/117 GB, 161 MB/s) [2m8s:10m10s] 15% |█████ | (19/117 GB, 161 MB/s) [2m8s:10m10s] 15% |█████ | (19/117 GB, 161 MB/s) [2m8s:10m10s] 15% |█████ | (19/117 GB, 161 MB/s) [2m8s:10m10s] 15% |█████ | (19/117 GB, 171 MB/s) [2m8s:9m35s] 15% |█████ | (19/117 GB, 171 MB/s) [2m8s:9m35s] 15% |█████ | (19/117 GB, 171 MB/s) [2m8s:9m35s] 15% |█████ | (19/117 GB, 159 MB/s) [2m10s:10m18s] 15% |█████ | (19/117 GB, 159 MB/s) [2m10s:10m18s] 15% |█████ | (19/117 GB, 159 MB/s) [2m10s:10m18s] 15% |█████ | (19/117 GB, 159 MB/s) [2m10s:10m18s] 16% |█████ | (19/117 GB, 159 MB/s) [2m10s:10m18s] 16% |█████ | (19/117 GB, 159 MB/s) [2m10s:10m18s] 16% |█████ | (19/117 GB, 159 MB/s) [2m10s:10m18s] 16% |█████ | (19/117 GB, 170 MB/s) [2m10s:9m37s] 16% |█████ | (19/117 GB, 170 MB/s) [2m10s:9m37s] 16% |█████ | (19/117 GB, 170 MB/s) [2m10s:9m37s] 16% |█████ | (19/117 GB, 170 MB/s) [2m10s:9m37s] 16% |█████ | (19/117 GB, 170 MB/s) [2m10s:9m37s] 16% |█████ | (19/117 GB, 170 MB/s) [2m11s:9m36s] 16% |█████ | (19/117 GB, 170 MB/s) [2m11s:9m36s] 16% |█████ | (19/117 GB, 175 MB/s) [2m11s:9m21s] 16% |█████ | (19/117 GB, 175 MB/s) [2m11s:9m21s] 16% |█████ | (19/117 GB, 175 MB/s) [2m11s:9m21s] 16% |█████ | (19/117 GB, 175 MB/s) [2m11s:9m21s] 16% |█████ | (19/117 GB, 175 MB/s) [2m11s:9m21s] 16% |█████ | (19/117 GB, 175 MB/s) [2m11s:9m21s] 16% |█████ | (19/117 GB, 175 MB/s) [2m11s:9m21s] 16% |█████ | (19/117 GB, 168 MB/s) [2m11s:9m44s] 16% |█████ | (19/117 GB, 168 MB/s) [2m11s:9m44s] 16% |█████ | (19/117 GB, 168 MB/s) [2m11s:9m44s] 16% |█████ | (19/117 GB, 168 MB/s) [2m12s:9m44s] 16% |█████ | (19/117 GB, 168 MB/s) [2m12s:9m44s] 16% |█████ | (19/117 GB, 168 MB/s) [2m12s:9m44s] 16% |█████ | (19/117 GB, 170 MB/s) [2m12s:9m35s] 16% |█████ | (19/117 GB, 170 MB/s) [2m12s:9m35s] 16% |█████ | (19/117 GB, 170 MB/s) [2m12s:9m35s] 16% |█████ | (19/117 GB, 170 MB/s) [2m12s:9m35s] 16% |█████ | (19/117 GB, 170 MB/s) [2m12s:9m35s] 16% |█████ | (19/117 GB, 172 MB/s) [2m12s:9m31s] 16% |█████ | (19/117 GB, 172 MB/s) [2m12s:9m31s] 16% |█████ | (19/117 GB, 172 MB/s) [2m13s:9m31s] 16% |█████ | (19/117 GB, 172 MB/s) [2m13s:9m30s] 16% |█████ | (19/117 GB, 172 MB/s) [2m13s:9m30s] 16% |█████ | (19/117 GB, 160 MB/s) [2m13s:10m12s] 16% |█████ | (19/117 GB, 160 MB/s) [2m13s:10m12s] 16% |█████ | (19/117 GB, 160 MB/s) [2m13s:10m12s] 16% |█████ | (19/117 GB, 160 MB/s) [2m13s:10m12s] 16% |█████ | (19/117 GB, 145 MB/s) [2m13s:11m15s] 16% |█████ | (19/117 GB, 145 MB/s) [2m13s:11m14s] 16% |█████ | (19/117 GB, 145 MB/s) [2m14s:11m14s] 16% |█████ | (19/117 GB, 145 MB/s) [2m14s:11m14s] 16% |█████ | (19/117 GB, 145 MB/s) [2m14s:11m14s] 16% |█████ | (19/117 GB, 145 MB/s) [2m14s:11m14s] 16% |█████ | (19/117 GB, 145 MB/s) [2m14s:11m14s] 16% |█████ | (19/117 GB, 152 MB/s) [2m14s:10m44s] 16% |█████ | (19/117 GB, 152 MB/s) [2m14s:10m44s] 16% |█████ | (19/117 GB, 152 MB/s) [2m14s:10m44s] 16% |█████ | (19/117 GB, 152 MB/s) [2m14s:10m44s] 16% |█████ | (19/117 GB, 152 MB/s) [2m14s:10m44s] 16% |█████ | (19/117 GB, 140 MB/s) [2m15s:11m35s] 16% |█████ | (19/117 GB, 140 MB/s) [2m15s:11m35s] 16% |█████ | (19/117 GB, 140 MB/s) [2m15s:11m35s] 16% |█████ | (19/117 GB, 140 MB/s) [2m15s:11m35s] 16% |█████ | (19/117 GB, 140 MB/s) [2m15s:11m38s] 16% |█████ | (20/117 GB, 140 MB/s) [2m15s:11m38s] 16% |█████ | (20/117 GB, 140 MB/s) [2m15s:11m38s] 16% |█████ | (20/117 GB, 140 MB/s) [2m15s:11m38s] 16% |█████ | (20/117 GB, 140 MB/s) [2m16s:11m38s] 16% |█████ | (20/117 GB, 124 MB/s) [2m16s:13m10s] 16% |█████ | (20/117 GB, 124 MB/s) [2m16s:13m10s] 16% |█████ | (20/117 GB, 124 MB/s) [2m16s:13m10s] 16% |█████ | (20/117 GB, 107 MB/s) [2m16s:15m13s] 16% |█████ | (20/117 GB, 107 MB/s) [2m16s:15m13s] 16% |█████ | (20/117 GB, 107 MB/s) [2m16s:15m13s] 16% |█████ | (20/117 GB, 107 MB/s) [2m16s:15m13s] 16% |█████ | (20/117 GB, 107 MB/s) [2m16s:15m13s] 16% |█████ | (20/117 GB, 107 MB/s) [2m17s:15m12s] 16% |█████ | (20/117 GB, 114 MB/s) [2m17s:14m15s] 16% |█████ | (20/117 GB, 114 MB/s) [2m17s:14m15s] 16% |█████ | (20/117 GB, 114 MB/s) [2m17s:14m14s] 16% |█████ | (20/117 GB, 114 MB/s) [2m17s:14m14s] 16% |█████ | (20/117 GB, 114 MB/s) [2m17s:14m14s] 16% |█████ | (20/117 GB, 114 MB/s) [2m17s:14m14s] 16% |█████ | (20/117 GB, 113 MB/s) [2m17s:14m22s] 16% |█████ | (20/117 GB, 113 MB/s) [2m17s:14m22s] 16% |█████ | (20/117 GB, 113 MB/s) [2m17s:14m22s] 16% |█████ | (20/117 GB, 113 MB/s) [2m18s:14m21s] 16% |█████ | (20/117 GB, 113 MB/s) [2m18s:14m21s] 16% |█████ | (20/117 GB, 113 MB/s) [2m18s:14m21s] 16% |█████ | (20/117 GB, 112 MB/s) [2m18s:14m28s] 16% |█████ | (20/117 GB, 112 MB/s) [2m18s:14m28s] 16% |█████ | (20/117 GB, 112 MB/s) [2m18s:14m28s] 16% |█████ | (20/117 GB, 112 MB/s) [2m18s:14m27s] 16% |█████ | (20/117 GB, 112 MB/s) [2m18s:14m27s] 16% |█████ | (20/117 GB, 112 MB/s) [2m18s:14m27s] 16% |█████ | (20/117 GB, 112 MB/s) [2m18s:14m27s] 16% |█████ | (20/117 GB, 112 MB/s) [2m18s:14m27s] 16% |█████ | (20/117 GB, 126 MB/s) [2m19s:12m52s] 17% |█████ | (20/117 GB, 126 MB/s) [2m19s:12m52s] 17% |█████ | (20/117 GB, 126 MB/s) [2m19s:12m52s] 17% |█████ | (20/117 GB, 126 MB/s) [2m19s:12m52s] 17% |█████ | (20/117 GB, 127 MB/s) [2m19s:12m45s] 17% |█████ | (20/117 GB, 127 MB/s) [2m19s:12m45s] 17% |█████ | (20/117 GB, 127 MB/s) [2m19s:12m45s] 17% |█████ | (20/117 GB, 127 MB/s) [2m19s:12m44s] 17% |█████ | (20/117 GB, 114 MB/s) [2m19s:14m13s] 17% |█████ | (20/117 GB, 114 MB/s) [2m20s:14m13s] 17% |█████ | (20/117 GB, 114 MB/s) [2m20s:14m13s] 17% |█████ | (20/117 GB, 114 MB/s) [2m20s:14m13s] 17% |█████ | (20/117 GB, 114 MB/s) [2m20s:14m13s] 17% |█████ | (20/117 GB, 114 MB/s) [2m20s:14m13s] 17% |█████ | (20/117 GB, 117 MB/s) [2m20s:13m47s] 17% |█████ | (20/117 GB, 117 MB/s) [2m20s:13m47s] 17% |█████ | (20/117 GB, 117 MB/s) [2m20s:13m47s] 17% |█████ | (20/117 GB, 117 MB/s) [2m20s:13m47s] 17% |█████ | (20/117 GB, 117 MB/s) [2m20s:13m47s] 17% |█████ | (20/117 GB, 119 MB/s) [2m21s:13m32s] 17% |█████ | (20/117 GB, 119 MB/s) [2m21s:13m32s] 17% |█████ | (20/117 GB, 119 MB/s) [2m21s:13m31s] 17% |█████ | (20/117 GB, 119 MB/s) [2m21s:13m31s] 17% |█████ | (20/117 GB, 119 MB/s) [2m21s:13m31s] 17% |█████ | (20/117 GB, 119 MB/s) [2m21s:13m31s] 17% |█████ | (20/117 GB, 128 MB/s) [2m21s:12m39s] 17% |█████ | (20/117 GB, 128 MB/s) [2m21s:12m39s] 17% |█████ | (20/117 GB, 128 MB/s) [2m21s:12m39s] 17% |█████ | (20/117 GB, 128 MB/s) [2m21s:12m39s] 17% |█████ | (20/117 GB, 128 MB/s) [2m21s:12m38s] 17% |█████ | (20/117 GB, 128 MB/s) [2m21s:12m38s] 17% |█████ | (20/117 GB, 128 MB/s) [2m22s:12m38s] 17% |█████ | (20/117 GB, 150 MB/s) [2m22s:10m44s] 17% |█████ | (20/117 GB, 150 MB/s) [2m22s:10m44s] 17% |█████ | (20/117 GB, 150 MB/s) [2m22s:10m44s] 17% |█████ | (20/117 GB, 150 MB/s) [2m22s:10m44s] 17% |█████ | (20/117 GB, 150 MB/s) [2m22s:10m44s] 17% |█████ | (20/117 GB, 150 MB/s) [2m22s:10m44s] 17% |█████ | (20/117 GB, 156 MB/s) [2m22s:10m20s] 17% |█████ | (20/117 GB, 156 MB/s) [2m22s:10m20s] 17% |█████ | (20/117 GB, 156 MB/s) [2m22s:10m19s] 17% |█████ | (20/117 GB, 156 MB/s) [2m22s:10m19s] 17% |█████ | (20/117 GB, 156 MB/s) [2m22s:10m19s] 17% |█████ | (20/117 GB, 156 MB/s) [2m23s:10m19s] 17% |█████ | (20/117 GB, 155 MB/s) [2m23s:10m22s] 17% |█████ | (20/117 GB, 155 MB/s) [2m23s:10m22s] 17% |█████ | (20/117 GB, 155 MB/s) [2m23s:10m22s] 17% |█████ | (20/117 GB, 155 MB/s) [2m23s:10m22s] 17% |█████ | (20/117 GB, 155 MB/s) [2m23s:10m22s] 17% |█████ | (20/117 GB, 147 MB/s) [2m23s:10m55s] 17% |█████ | (20/117 GB, 147 MB/s) [2m23s:10m55s] 17% |█████ | (20/117 GB, 147 MB/s) [2m23s:10m54s] 17% |█████ | (20/117 GB, 147 MB/s) [2m24s:10m54s] 17% |█████ | (20/117 GB, 147 MB/s) [2m24s:10m54s] 17% |█████ | (20/117 GB, 124 MB/s) [2m24s:12m59s] 17% |█████ | (21/117 GB, 124 MB/s) [2m24s:12m59s] 17% |█████ | (21/117 GB, 124 MB/s) [2m24s:12m59s] 17% |█████ | (21/117 GB, 124 MB/s) [2m24s:12m59s] 17% |█████ | (21/117 GB, 124 MB/s) [2m24s:12m59s] 17% |█████ | (21/117 GB, 129 MB/s) [2m24s:12m26s] 17% |█████ | (21/117 GB, 129 MB/s) [2m24s:12m26s] 17% |█████ | (21/117 GB, 129 MB/s) [2m25s:12m26s] 17% |█████ | (21/117 GB, 129 MB/s) [2m25s:12m26s] 17% |█████ | (21/117 GB, 129 MB/s) [2m25s:12m26s] 17% |█████ | (21/117 GB, 136 MB/s) [2m25s:11m49s] 17% |█████ | (21/117 GB, 136 MB/s) [2m25s:11m49s] 17% |█████ | (21/117 GB, 136 MB/s) [2m25s:11m49s] 17% |█████ | (21/117 GB, 136 MB/s) [2m25s:11m49s] 17% |█████ | (21/117 GB, 136 MB/s) [2m25s:11m49s] 17% |█████ | (21/117 GB, 136 MB/s) [2m25s:11m48s] 17% |█████ | (21/117 GB, 144 MB/s) [2m25s:11m9s] 17% |█████ | (21/117 GB, 144 MB/s) [2m25s:11m9s] 17% |█████ | (21/117 GB, 144 MB/s) [2m25s:11m9s] 17% |█████ | (21/117 GB, 144 MB/s) [2m26s:11m9s] 17% |█████ | (21/117 GB, 144 MB/s) [2m26s:11m9s] 17% |█████ | (21/117 GB, 155 MB/s) [2m26s:10m18s] 17% |█████ | (21/117 GB, 155 MB/s) [2m26s:10m18s] 17% |█████ | (21/117 GB, 155 MB/s) [2m26s:10m18s] 17% |█████ | (21/117 GB, 155 MB/s) [2m26s:10m18s] 17% |█████ | (21/117 GB, 155 MB/s) [2m26s:10m18s] 17% |█████ | (21/117 GB, 155 MB/s) [2m26s:10m18s] 17% |█████ | (21/117 GB, 155 MB/s) [2m26s:10m18s] 17% |█████ | (21/117 GB, 162 MB/s) [2m26s:9m53s] 17% |█████ | (21/117 GB, 162 MB/s) [2m26s:9m53s] 17% |█████ | (21/117 GB, 162 MB/s) [2m27s:9m53s] 17% |█████ | (21/117 GB, 162 MB/s) [2m27s:9m53s] 17% |█████ | (21/117 GB, 162 MB/s) [2m27s:9m53s] 17% |█████ | (21/117 GB, 154 MB/s) [2m27s:10m23s] 18% |██████ | (21/117 GB, 154 MB/s) [2m27s:10m23s] 18% |██████ | (21/117 GB, 154 MB/s) [2m27s:10m23s] 18% |██████ | (21/117 GB, 154 MB/s) [2m27s:10m23s] 18% |██████ | (21/117 GB, 154 MB/s) [2m27s:10m22s] 18% |██████ | (21/117 GB, 154 MB/s) [2m27s:10m22s] 18% |██████ | (21/117 GB, 145 MB/s) [2m27s:11m1s] 18% |██████ | (21/117 GB, 145 MB/s) [2m27s:11m1s] 18% |██████ | (21/117 GB, 145 MB/s) [2m28s:11m1s] 18% |██████ | (21/117 GB, 145 MB/s) [2m28s:11m1s] 18% |██████ | (21/117 GB, 145 MB/s) [2m28s:11m1s] 18% |██████ | (21/117 GB, 145 MB/s) [2m28s:11m1s] 18% |██████ | (21/117 GB, 145 MB/s) [2m28s:11m1s] 18% |██████ | (21/117 GB, 143 MB/s) [2m28s:11m9s] 18% |██████ | (21/117 GB, 143 MB/s) [2m28s:11m9s] 18% |██████ | (21/117 GB, 143 MB/s) [2m28s:11m9s] 18% |██████ | (21/117 GB, 143 MB/s) [2m28s:11m9s] 18% |██████ | (21/117 GB, 143 MB/s) [2m28s:11m9s] 18% |██████ | (21/117 GB, 143 MB/s) [2m28s:11m9s] 18% |██████ | (21/117 GB, 150 MB/s) [2m28s:10m36s] 18% |██████ | (21/117 GB, 150 MB/s) [2m28s:10m36s] 18% |██████ | (21/117 GB, 150 MB/s) [2m29s:10m36s] 18% |██████ | (21/117 GB, 150 MB/s) [2m29s:10m36s] 18% |██████ | (21/117 GB, 150 MB/s) [2m29s:10m36s] 18% |██████ | (21/117 GB, 150 MB/s) [2m29s:10m36s] 18% |██████ | (21/117 GB, 150 MB/s) [2m29s:10m36s] 18% |██████ | (21/117 GB, 150 MB/s) [2m29s:10m36s] 18% |██████ | (21/117 GB, 171 MB/s) [2m29s:9m20s] 18% |██████ | (21/117 GB, 171 MB/s) [2m29s:9m20s] 18% |██████ | (22/117 GB, 171 MB/s) [2m29s:9m20s] 18% |██████ | (22/117 GB, 171 MB/s) [2m29s:9m20s] 18% |██████ | (22/117 GB, 171 MB/s) [2m29s:9m20s] 18% |██████ | (22/117 GB, 171 MB/s) [2m29s:9m19s] 18% |██████ | (22/117 GB, 171 MB/s) [2m29s:9m19s] 18% |██████ | (22/117 GB, 178 MB/s) [2m29s:8m55s] 18% |██████ | (22/117 GB, 178 MB/s) [2m30s:8m55s] 18% |██████ | (22/117 GB, 178 MB/s) [2m30s:8m55s] 18% |██████ | (22/117 GB, 178 MB/s) [2m30s:8m55s] 18% |██████ | (22/117 GB, 177 MB/s) [2m30s:8m58s] 18% |██████ | (22/117 GB, 177 MB/s) [2m30s:8m58s] 18% |██████ | (22/117 GB, 177 MB/s) [2m30s:8m58s] 18% |██████ | (22/117 GB, 177 MB/s) [2m30s:8m58s] 18% |██████ | (22/117 GB, 177 MB/s) [2m30s:8m58s] 18% |██████ | (22/117 GB, 177 MB/s) [2m30s:8m58s] 18% |██████ | (22/117 GB, 169 MB/s) [2m30s:9m25s] 18% |██████ | (22/117 GB, 169 MB/s) [2m31s:9m25s] 18% |██████ | (22/117 GB, 169 MB/s) [2m31s:9m25s] 18% |██████ | (22/117 GB, 169 MB/s) [2m31s:9m25s] 18% |██████ | (22/117 GB, 157 MB/s) [2m32s:10m7s] 18% |██████ | (22/117 GB, 157 MB/s) [2m32s:10m7s] 18% |██████ | (22/117 GB, 157 MB/s) [2m32s:10m7s] 18% |██████ | (22/117 GB, 157 MB/s) [2m32s:10m7s] 18% |██████ | (22/117 GB, 157 MB/s) [2m33s:10m7s] 18% |██████ | (22/117 GB, 147 MB/s) [2m33s:10m48s] 18% |██████ | (22/117 GB, 147 MB/s) [2m33s:10m48s] 18% |██████ | (22/117 GB, 147 MB/s) [2m33s:10m48s] 18% |██████ | (22/117 GB, 147 MB/s) [2m33s:10m47s] 18% |██████ | (22/117 GB, 147 MB/s) [2m33s:10m47s] 18% |██████ | (22/117 GB, 147 MB/s) [2m33s:10m47s] 18% |██████ | (22/117 GB, 147 MB/s) [2m33s:10m47s] 18% |██████ | (22/117 GB, 148 MB/s) [2m33s:10m44s] 18% |██████ | (22/117 GB, 148 MB/s) [2m33s:10m44s] 18% |██████ | (22/117 GB, 148 MB/s) [2m33s:10m44s] 18% |██████ | (22/117 GB, 148 MB/s) [2m34s:10m44s] 18% |██████ | (22/117 GB, 148 MB/s) [2m34s:10m44s] 18% |██████ | (22/117 GB, 148 MB/s) [2m34s:10m44s] 18% |██████ | (22/117 GB, 148 MB/s) [2m34s:10m43s] 18% |██████ | (22/117 GB, 157 MB/s) [2m34s:10m5s] 18% |██████ | (22/117 GB, 157 MB/s) [2m34s:10m5s] 18% |██████ | (22/117 GB, 157 MB/s) [2m34s:10m5s] 18% |██████ | (22/117 GB, 157 MB/s) [2m34s:10m4s] 18% |██████ | (22/117 GB, 157 MB/s) [2m34s:10m4s] 18% |██████ | (22/117 GB, 157 MB/s) [2m34s:10m4s] 18% |██████ | (22/117 GB, 157 MB/s) [2m34s:10m4s] 18% |██████ | (22/117 GB, 168 MB/s) [2m34s:9m25s] 18% |██████ | (22/117 GB, 168 MB/s) [2m34s:9m25s] 18% |██████ | (22/117 GB, 168 MB/s) [2m35s:9m25s] 18% |██████ | (22/117 GB, 168 MB/s) [2m35s:9m25s] 18% |██████ | (22/117 GB, 168 MB/s) [2m35s:9m25s] 18% |██████ | (22/117 GB, 164 MB/s) [2m35s:9m40s] 18% |██████ | (22/117 GB, 164 MB/s) [2m35s:9m40s] 18% |██████ | (22/117 GB, 164 MB/s) [2m35s:9m39s] 18% |██████ | (22/117 GB, 164 MB/s) [2m35s:9m39s] 18% |██████ | (22/117 GB, 152 MB/s) [2m35s:10m23s] 19% |██████ | (22/117 GB, 152 MB/s) [2m35s:10m23s] 19% |██████ | (22/117 GB, 152 MB/s) [2m35s:10m22s] 19% |██████ | (22/117 GB, 152 MB/s) [2m36s:10m22s] 19% |██████ | (22/117 GB, 152 MB/s) [2m36s:10m22s] 19% |██████ | (22/117 GB, 152 MB/s) [2m36s:10m22s] 19% |██████ | (22/117 GB, 152 MB/s) [2m36s:10m22s] 19% |██████ | (22/117 GB, 144 MB/s) [2m36s:10m57s] 19% |██████ | (22/117 GB, 144 MB/s) [2m36s:10m57s] 19% |██████ | (22/117 GB, 144 MB/s) [2m36s:10m57s] 19% |██████ | (22/117 GB, 144 MB/s) [2m36s:10m56s] 19% |██████ | (22/117 GB, 144 MB/s) [2m36s:10m56s] 19% |██████ | (22/117 GB, 144 MB/s) [2m36s:10m56s] 19% |██████ | (22/117 GB, 144 MB/s) [2m36s:10m55s] 19% |██████ | (22/117 GB, 144 MB/s) [2m37s:10m55s] 19% |██████ | (22/117 GB, 144 MB/s) [2m37s:10m55s] 19% |██████ | (22/117 GB, 144 MB/s) [2m37s:10m55s] 19% |██████ | (22/117 GB, 144 MB/s) [2m37s:10m55s] 19% |██████ | (22/117 GB, 140 MB/s) [2m37s:11m17s] 19% |██████ | (22/117 GB, 138 MB/s) [2m38s:11m23s] 19% |██████ | (22/117 GB, 138 MB/s) [2m38s:11m23s] 19% |██████ | (22/117 GB, 138 MB/s) [2m38s:11m23s] 19% |██████ | (22/117 GB, 138 MB/s) [2m38s:11m23s] 19% |██████ | (22/117 GB, 138 MB/s) [2m39s:11m23s] 19% |██████ | (23/117 GB, 138 MB/s) [2m39s:11m22s] 19% |██████ | (23/117 GB, 147 MB/s) [2m39s:10m42s] 19% |██████ | (23/117 GB, 147 MB/s) [2m39s:10m42s] 19% |██████ | (23/117 GB, 147 MB/s) [2m39s:10m42s] 19% |██████ | (23/117 GB, 147 MB/s) [2m39s:10m42s] 19% |██████ | (23/117 GB, 147 MB/s) [2m39s:10m42s] 19% |██████ | (23/117 GB, 147 MB/s) [2m39s:10m42s] 19% |██████ | (23/117 GB, 147 MB/s) [2m39s:10m42s] 19% |██████ | (23/117 GB, 150 MB/s) [2m39s:10m30s] 19% |██████ | (23/117 GB, 150 MB/s) [2m39s:10m30s] 19% |██████ | (23/117 GB, 150 MB/s) [2m39s:10m30s] 19% |██████ | (23/117 GB, 150 MB/s) [2m39s:10m30s] 19% |██████ | (23/117 GB, 150 MB/s) [2m40s:10m30s] 19% |██████ | (23/117 GB, 150 MB/s) [2m40s:10m30s] 19% |██████ | (23/117 GB, 141 MB/s) [2m40s:11m7s] 19% |██████ | (23/117 GB, 141 MB/s) [2m40s:11m7s] 19% |██████ | (23/117 GB, 141 MB/s) [2m40s:11m7s] 19% |██████ | (23/117 GB, 141 MB/s) [2m40s:11m6s] 19% |██████ | (23/117 GB, 141 MB/s) [2m40s:11m6s] 19% |██████ | (23/117 GB, 141 MB/s) [2m40s:11m6s] 19% |██████ | (23/117 GB, 141 MB/s) [2m40s:11m6s] 19% |██████ | (23/117 GB, 136 MB/s) [2m40s:11m35s] 19% |██████ | (23/117 GB, 136 MB/s) [2m40s:11m34s] 19% |██████ | (23/117 GB, 136 MB/s) [2m41s:11m34s] 19% |██████ | (23/117 GB, 136 MB/s) [2m41s:11m34s] 19% |██████ | (23/117 GB, 136 MB/s) [2m41s:11m34s] 19% |██████ | (23/117 GB, 142 MB/s) [2m41s:11m3s] 19% |██████ | (23/117 GB, 142 MB/s) [2m41s:11m3s] 19% |██████ | (23/117 GB, 132 MB/s) [2m42s:11m55s] 19% |██████ | (23/117 GB, 132 MB/s) [2m42s:11m55s] 19% |██████ | (23/117 GB, 132 MB/s) [2m42s:11m54s] 19% |██████ | (23/117 GB, 132 MB/s) [2m42s:11m54s] 19% |██████ | (23/117 GB, 132 MB/s) [2m43s:11m54s] 19% |██████ | (23/117 GB, 119 MB/s) [2m43s:13m9s] 19% |██████ | (23/117 GB, 119 MB/s) [2m43s:13m9s] 19% |██████ | (23/117 GB, 119 MB/s) [2m43s:13m9s] 19% |██████ | (23/117 GB, 119 MB/s) [2m43s:13m9s] 19% |██████ | (23/117 GB, 119 MB/s) [2m43s:13m9s] 19% |██████ | (23/117 GB, 119 MB/s) [2m43s:13m9s] 19% |██████ | (23/117 GB, 118 MB/s) [2m43s:13m16s] 19% |██████ | (23/117 GB, 118 MB/s) [2m43s:13m16s] 19% |██████ | (23/117 GB, 118 MB/s) [2m43s:13m16s] 19% |██████ | (23/117 GB, 118 MB/s) [2m44s:13m16s] 19% |██████ | (23/117 GB, 118 MB/s) [2m44s:13m16s] 19% |██████ | (23/117 GB, 116 MB/s) [2m44s:13m28s] 19% |██████ | (23/117 GB, 116 MB/s) [2m44s:13m28s] 19% |██████ | (23/117 GB, 116 MB/s) [2m44s:13m28s] 19% |██████ | (23/117 GB, 116 MB/s) [2m44s:13m28s] 19% |██████ | (23/117 GB, 116 MB/s) [2m44s:13m28s] 19% |██████ | (23/117 GB, 121 MB/s) [2m44s:12m55s] 19% |██████ | (23/117 GB, 121 MB/s) [2m44s:12m55s] 19% |██████ | (23/117 GB, 121 MB/s) [2m44s:12m55s] 19% |██████ | (23/117 GB, 121 MB/s) [2m45s:12m55s] 19% |██████ | (23/117 GB, 121 MB/s) [2m45s:12m55s] 19% |██████ | (23/117 GB, 121 MB/s) [2m45s:12m54s] 19% |██████ | (23/117 GB, 121 MB/s) [2m45s:12m54s] 19% |██████ | (23/117 GB, 128 MB/s) [2m45s:12m14s] 19% |██████ | (23/117 GB, 128 MB/s) [2m45s:12m14s] 19% |██████ | (23/117 GB, 128 MB/s) [2m45s:12m14s] 19% |██████ | (23/117 GB, 128 MB/s) [2m45s:12m14s] 19% |██████ | (23/117 GB, 128 MB/s) [2m45s:12m14s] 19% |██████ | (23/117 GB, 128 MB/s) [2m45s:12m14s] 19% |██████ | (23/117 GB, 128 MB/s) [2m45s:12m14s] 19% |██████ | (23/117 GB, 128 MB/s) [2m45s:12m13s] 20% |██████ | (23/117 GB, 134 MB/s) [2m45s:11m36s] 20% |██████ | (23/117 GB, 134 MB/s) [2m46s:11m36s] 20% |██████ | (24/117 GB, 134 MB/s) [2m46s:11m36s] 20% |██████ | (24/117 GB, 134 MB/s) [2m46s:11m36s] 20% |██████ | (24/117 GB, 135 MB/s) [2m46s:11m31s] 20% |██████ | (24/117 GB, 135 MB/s) [2m46s:11m31s] 20% |██████ | (24/117 GB, 135 MB/s) [2m46s:11m30s] 20% |██████ | (24/117 GB, 135 MB/s) [2m46s:11m30s] 20% |██████ | (24/117 GB, 135 MB/s) [2m46s:11m30s] 20% |██████ | (24/117 GB, 133 MB/s) [2m46s:11m41s] 20% |██████ | (24/117 GB, 133 MB/s) [2m46s:11m40s] 20% |██████ | (24/117 GB, 133 MB/s) [2m46s:11m40s] 20% |██████ | (24/117 GB, 133 MB/s) [2m47s:11m40s] 20% |██████ | (24/117 GB, 133 MB/s) [2m47s:11m40s] 20% |██████ | (24/117 GB, 133 MB/s) [2m47s:11m40s] 20% |██████ | (24/117 GB, 133 MB/s) [2m47s:11m40s] 20% |██████ | (24/117 GB, 138 MB/s) [2m47s:11m16s] 20% |██████ | (24/117 GB, 138 MB/s) [2m47s:11m16s] 20% |██████ | (24/117 GB, 138 MB/s) [2m47s:11m16s] 20% |██████ | (24/117 GB, 138 MB/s) [2m47s:11m16s] 20% |██████ | (24/117 GB, 138 MB/s) [2m47s:11m16s] 20% |███████ | (24/117 GB, 140 MB/s) [2m47s:11m7s] 20% |███████ | (24/117 GB, 140 MB/s) [2m48s:11m7s] 20% |██████ | (24/117 GB, 137 MB/s) [2m49s:11m21s] 20% |██████ | (24/117 GB, 137 MB/s) [2m49s:11m21s] 20% |██████ | (24/117 GB, 137 MB/s) [2m49s:11m21s] 20% |██████ | (24/117 GB, 137 MB/s) [2m49s:11m21s] 20% |██████ | (24/117 GB, 137 MB/s) [2m49s:11m21s] 20% |██████ | (24/117 GB, 137 MB/s) [2m49s:11m21s] 20% |███████ | (24/117 GB, 139 MB/s) [2m49s:11m9s] 20% |███████ | (24/117 GB, 139 MB/s) [2m50s:11m9s] 20% |███████ | (24/117 GB, 139 MB/s) [2m50s:11m8s] 20% |███████ | (24/117 GB, 139 MB/s) [2m50s:11m8s] 20% |███████ | (24/117 GB, 139 MB/s) [2m50s:11m8s] 20% |███████ | (24/117 GB, 139 MB/s) [2m50s:11m8s] 20% |██████ | (24/117 GB, 147 MB/s) [2m50s:10m34s] 20% |██████ | (24/117 GB, 147 MB/s) [2m50s:10m34s] 20% |██████ | (24/117 GB, 147 MB/s) [2m50s:10m34s] 20% |██████ | (24/117 GB, 147 MB/s) [2m50s:10m34s] 20% |██████ | (24/117 GB, 147 MB/s) [2m50s:10m34s] 20% |██████ | (24/117 GB, 147 MB/s) [2m50s:10m34s] 20% |██████ | (24/117 GB, 147 MB/s) [2m51s:10m34s] 20% |██████ | (24/117 GB, 147 MB/s) [2m51s:10m34s] 20% |███████ | (24/117 GB, 166 MB/s) [2m51s:9m21s] 20% |███████ | (24/117 GB, 166 MB/s) [2m51s:9m21s] 20% |███████ | (24/117 GB, 166 MB/s) [2m51s:9m21s] 20% |███████ | (24/117 GB, 166 MB/s) [2m51s:9m21s] 20% |███████ | (24/117 GB, 166 MB/s) [2m51s:9m21s] 20% |███████ | (24/117 GB, 166 MB/s) [2m51s:9m21s] 20% |███████ | (24/117 GB, 155 MB/s) [2m51s:9m58s] 20% |███████ | (24/117 GB, 155 MB/s) [2m51s:9m58s] 20% |███████ | (24/117 GB, 155 MB/s) [2m51s:9m58s] 20% |███████ | (24/117 GB, 155 MB/s) [2m51s:9m58s] 20% |███████ | (24/117 GB, 155 MB/s) [2m52s:9m58s] 20% |███████ | (24/117 GB, 140 MB/s) [2m52s:11m1s] 20% |███████ | (24/117 GB, 140 MB/s) [2m52s:11m1s] 20% |███████ | (24/117 GB, 140 MB/s) [2m52s:11m1s] 20% |███████ | (24/117 GB, 140 MB/s) [2m52s:11m0s] 20% |███████ | (24/117 GB, 140 MB/s) [2m52s:11m0s] 20% |███████ | (24/117 GB, 140 MB/s) [2m52s:11m0s] 20% |███████ | (24/117 GB, 140 MB/s) [2m52s:11m0s] 20% |██████ | (24/117 GB, 142 MB/s) [2m52s:10m51s] 20% |██████ | (24/117 GB, 142 MB/s) [2m52s:10m51s] 20% |██████ | (24/117 GB, 142 MB/s) [2m52s:10m51s] 20% |██████ | (24/117 GB, 142 MB/s) [2m53s:10m51s] 20% |██████ | (24/117 GB, 142 MB/s) [2m53s:10m51s] 20% |██████ | (24/117 GB, 134 MB/s) [2m53s:11m34s] 20% |██████ | (24/117 GB, 134 MB/s) [2m53s:11m34s] 20% |██████ | (24/117 GB, 134 MB/s) [2m53s:11m34s] 20% |██████ | (24/117 GB, 134 MB/s) [2m53s:11m34s] 20% |██████ | (24/117 GB, 134 MB/s) [2m53s:11m34s] 20% |██████ | (24/117 GB, 134 MB/s) [2m53s:11m34s] 20% |██████ | (24/117 GB, 121 MB/s) [2m53s:12m46s] 20% |██████ | (24/117 GB, 121 MB/s) [2m53s:12m46s] 20% |██████ | (24/117 GB, 121 MB/s) [2m53s:12m45s] 20% |██████ | (24/117 GB, 121 MB/s) [2m54s:12m45s] 20% |██████ | (24/117 GB, 121 MB/s) [2m54s:12m45s] 20% |██████ | (24/117 GB, 121 MB/s) [2m54s:12m45s] 20% |██████ | (24/117 GB, 121 MB/s) [2m54s:12m45s] 20% |██████ | (24/117 GB, 121 MB/s) [2m54s:12m45s] 20% |██████ | (24/117 GB, 143 MB/s) [2m54s:10m46s] 20% |██████ | (24/117 GB, 143 MB/s) [2m54s:10m46s] 20% |██████ | (24/117 GB, 143 MB/s) [2m54s:10m46s] 20% |██████ | (25/117 GB, 143 MB/s) [2m54s:10m46s] 20% |██████ | (25/117 GB, 143 MB/s) [2m54s:10m45s] 21% |███████ | (25/117 GB, 143 MB/s) [2m54s:10m45s] 21% |███████ | (25/117 GB, 166 MB/s) [2m54s:9m18s] 21% |███████ | (25/117 GB, 166 MB/s) [2m54s:9m18s] 21% |███████ | (25/117 GB, 166 MB/s) [2m54s:9m18s] 21% |███████ | (25/117 GB, 166 MB/s) [2m55s:9m18s] 21% |███████ | (25/117 GB, 166 MB/s) [2m55s:9m18s] 21% |███████ | (25/117 GB, 166 MB/s) [2m55s:9m18s] 21% |███████ | (25/117 GB, 166 MB/s) [2m55s:9m18s] 21% |███████ | (25/117 GB, 166 MB/s) [2m55s:9m18s] 21% |███████ | (25/117 GB, 176 MB/s) [2m55s:8m44s] 21% |███████ | (25/117 GB, 176 MB/s) [2m55s:8m44s] 21% |███████ | (25/117 GB, 176 MB/s) [2m55s:8m44s] 21% |███████ | (25/117 GB, 176 MB/s) [2m55s:8m43s] 21% |███████ | (25/117 GB, 176 MB/s) [2m55s:8m43s] 21% |███████ | (25/117 GB, 178 MB/s) [2m55s:8m37s] 21% |███████ | (25/117 GB, 178 MB/s) [2m55s:8m37s] 21% |███████ | (25/117 GB, 154 MB/s) [2m57s:9m59s] 21% |███████ | (25/117 GB, 154 MB/s) [2m57s:9m59s] 21% |███████ | (25/117 GB, 154 MB/s) [2m57s:9m59s] 21% |███████ | (25/117 GB, 154 MB/s) [2m57s:9m59s] 21% |███████ | (25/117 GB, 154 MB/s) [2m58s:9m59s] 21% |███████ | (25/117 GB, 147 MB/s) [2m58s:10m27s] 21% |███████ | (25/117 GB, 147 MB/s) [2m58s:10m27s] 21% |███████ | (25/117 GB, 147 MB/s) [2m58s:10m27s] 21% |███████ | (25/117 GB, 147 MB/s) [2m58s:10m27s] 21% |███████ | (25/117 GB, 147 MB/s) [2m58s:10m27s] 21% |███████ | (25/117 GB, 140 MB/s) [2m58s:11m0s] 21% |███████ | (25/117 GB, 140 MB/s) [2m58s:11m0s] 21% |███████ | (25/117 GB, 140 MB/s) [2m59s:11m0s] 21% |███████ | (25/117 GB, 140 MB/s) [2m59s:10m59s] 21% |███████ | (25/117 GB, 140 MB/s) [2m59s:10m59s] 21% |███████ | (25/117 GB, 140 MB/s) [2m59s:10m59s] 21% |███████ | (25/117 GB, 133 MB/s) [2m59s:11m34s] 21% |███████ | (25/117 GB, 133 MB/s) [2m59s:11m34s] 21% |███████ | (25/117 GB, 133 MB/s) [2m59s:11m34s] 21% |███████ | (25/117 GB, 133 MB/s) [2m59s:11m34s] 21% |███████ | (25/117 GB, 133 MB/s) [2m59s:11m34s] 21% |███████ | (25/117 GB, 133 MB/s) [2m59s:11m33s] 21% |███████ | (25/117 GB, 141 MB/s) [2m59s:10m52s] 21% |███████ | (25/117 GB, 141 MB/s) [2m59s:10m52s] 21% |███████ | (25/117 GB, 141 MB/s) [2m59s:10m51s] 21% |███████ | (25/117 GB, 141 MB/s) [3m0s:10m51s] 21% |███████ | (25/117 GB, 141 MB/s) [3m0s:10m51s] 21% |███████ | (25/117 GB, 141 MB/s) [3m0s:10m51s] 21% |███████ | (25/117 GB, 145 MB/s) [3m0s:10m35s] 21% |███████ | (25/117 GB, 145 MB/s) [3m0s:10m35s] 21% |███████ | (25/117 GB, 145 MB/s) [3m0s:10m35s] 21% |███████ | (25/117 GB, 145 MB/s) [3m0s:10m34s] 21% |███████ | (25/117 GB, 145 MB/s) [3m0s:10m34s] 21% |███████ | (25/117 GB, 145 MB/s) [3m0s:10m34s] 21% |███████ | (25/117 GB, 136 MB/s) [3m0s:11m16s] 21% |███████ | (25/117 GB, 136 MB/s) [3m1s:11m15s] 21% |███████ | (25/117 GB, 136 MB/s) [3m1s:11m15s] 21% |███████ | (25/117 GB, 136 MB/s) [3m1s:11m15s] 21% |███████ | (25/117 GB, 136 MB/s) [3m1s:11m15s] 21% |███████ | (25/117 GB, 136 MB/s) [3m1s:11m15s] 21% |███████ | (25/117 GB, 130 MB/s) [3m1s:11m47s] 21% |███████ | (25/117 GB, 130 MB/s) [3m1s:11m47s] 21% |███████ | (25/117 GB, 130 MB/s) [3m1s:11m47s] 21% |███████ | (25/117 GB, 130 MB/s) [3m1s:11m47s] 21% |███████ | (25/117 GB, 130 MB/s) [3m1s:11m46s] 21% |███████ | (25/117 GB, 130 MB/s) [3m1s:11m46s] 21% |███████ | (25/117 GB, 125 MB/s) [3m1s:12m15s] 21% |███████ | (25/117 GB, 125 MB/s) [3m2s:12m15s] 21% |███████ | (26/117 GB, 125 MB/s) [3m2s:12m14s] 21% |███████ | (26/117 GB, 125 MB/s) [3m2s:12m14s] 21% |███████ | (26/117 GB, 125 MB/s) [3m2s:12m14s] 21% |███████ | (26/117 GB, 125 MB/s) [3m2s:12m14s] 21% |███████ | (26/117 GB, 125 MB/s) [3m2s:12m14s] 21% |███████ | (26/117 GB, 125 MB/s) [3m2s:12m14s] 21% |███████ | (26/117 GB, 134 MB/s) [3m2s:11m20s] 21% |███████ | (26/117 GB, 134 MB/s) [3m2s:11m20s] 21% |███████ | (26/117 GB, 134 MB/s) [3m2s:11m20s] 21% |███████ | (26/117 GB, 134 MB/s) [3m2s:11m20s] 21% |███████ | (26/117 GB, 148 MB/s) [3m2s:10m16s] 21% |███████ | (26/117 GB, 148 MB/s) [3m3s:10m16s] 21% |███████ | (26/117 GB, 148 MB/s) [3m3s:10m16s] 21% |███████ | (26/117 GB, 148 MB/s) [3m3s:10m16s] 21% |███████ | (26/117 GB, 148 MB/s) [3m3s:10m16s] 21% |███████ | (26/117 GB, 148 MB/s) [3m3s:10m15s] 21% |███████ | (26/117 GB, 162 MB/s) [3m3s:9m24s] 21% |███████ | (26/117 GB, 162 MB/s) [3m3s:9m24s] 21% |███████ | (26/117 GB, 162 MB/s) [3m3s:9m24s] 21% |███████ | (26/117 GB, 162 MB/s) [3m3s:9m24s] 21% |███████ | (26/117 GB, 162 MB/s) [3m3s:9m24s] 22% |███████ | (26/117 GB, 164 MB/s) [3m4s:9m16s] 22% |███████ | (26/117 GB, 164 MB/s) [3m4s:9m16s] 22% |███████ | (26/117 GB, 164 MB/s) [3m4s:9m16s] 22% |███████ | (26/117 GB, 164 MB/s) [3m4s:9m16s] 22% |███████ | (26/117 GB, 164 MB/s) [3m4s:9m16s] 22% |███████ | (26/117 GB, 157 MB/s) [3m4s:9m39s] 22% |███████ | (26/117 GB, 141 MB/s) [3m5s:10m45s] 22% |███████ | (26/117 GB, 141 MB/s) [3m5s:10m45s] 22% |███████ | (26/117 GB, 141 MB/s) [3m6s:10m45s] 22% |███████ | (26/117 GB, 141 MB/s) [3m6s:10m45s] 22% |███████ | (26/117 GB, 141 MB/s) [3m6s:10m45s] 22% |███████ | (26/117 GB, 141 MB/s) [3m6s:10m44s] 22% |███████ | (26/117 GB, 141 MB/s) [3m6s:10m44s] 22% |███████ | (26/117 GB, 141 MB/s) [3m6s:10m44s] 22% |███████ | (26/117 GB, 152 MB/s) [3m6s:10m0s] 22% |███████ | (26/117 GB, 152 MB/s) [3m6s:10m0s] 22% |███████ | (26/117 GB, 152 MB/s) [3m6s:10m0s] 22% |███████ | (26/117 GB, 152 MB/s) [3m6s:10m0s] 22% |███████ | (26/117 GB, 147 MB/s) [3m7s:10m18s] 22% |███████ | (26/117 GB, 147 MB/s) [3m7s:10m18s] 22% |███████ | (26/117 GB, 147 MB/s) [3m7s:10m18s] 22% |███████ | (26/117 GB, 147 MB/s) [3m7s:10m18s] 22% |███████ | (26/117 GB, 147 MB/s) [3m7s:10m17s] 22% |███████ | (26/117 GB, 147 MB/s) [3m7s:10m17s] 22% |███████ | (26/117 GB, 147 MB/s) [3m7s:10m17s] 22% |███████ | (26/117 GB, 145 MB/s) [3m7s:10m26s] 22% |███████ | (26/117 GB, 145 MB/s) [3m7s:10m26s] 22% |███████ | (26/117 GB, 145 MB/s) [3m7s:10m26s] 22% |███████ | (26/117 GB, 145 MB/s) [3m7s:10m26s] 22% |███████ | (26/117 GB, 145 MB/s) [3m8s:10m26s] 22% |███████ | (26/117 GB, 129 MB/s) [3m8s:11m45s] 22% |███████ | (26/117 GB, 129 MB/s) [3m8s:11m45s] 22% |███████ | (26/117 GB, 129 MB/s) [3m8s:11m45s] 22% |███████ | (26/117 GB, 129 MB/s) [3m8s:11m45s] 22% |███████ | (26/117 GB, 110 MB/s) [3m8s:13m47s] 22% |███████ | (26/117 GB, 110 MB/s) [3m8s:13m47s] 22% |███████ | (26/117 GB, 110 MB/s) [3m8s:13m47s] 22% |███████ | (26/117 GB, 110 MB/s) [3m8s:13m46s] 22% |███████ | (26/117 GB, 110 MB/s) [3m9s:13m46s] 22% |███████ | (26/117 GB, 110 MB/s) [3m9s:13m46s] 22% |███████ | (26/117 GB, 117 MB/s) [3m9s:12m58s] 22% |███████ | (26/117 GB, 117 MB/s) [3m9s:12m58s] 22% |███████ | (26/117 GB, 117 MB/s) [3m9s:12m58s] 22% |███████ | (26/117 GB, 117 MB/s) [3m9s:12m57s] 22% |███████ | (26/117 GB, 111 MB/s) [3m9s:13m38s] 22% |███████ | (26/117 GB, 111 MB/s) [3m9s:13m38s] 22% |███████ | (26/117 GB, 111 MB/s) [3m9s:13m38s] 22% |███████ | (26/117 GB, 111 MB/s) [3m9s:13m38s] 22% |███████ | (26/117 GB, 111 MB/s) [3m9s:13m38s] 22% |███████ | (26/117 GB, 123 MB/s) [3m10s:12m16s] 22% |███████ | (26/117 GB, 123 MB/s) [3m10s:12m16s] 22% |███████ | (26/117 GB, 123 MB/s) [3m10s:12m16s] 22% |███████ | (26/117 GB, 123 MB/s) [3m10s:12m16s] 22% |███████ | (26/117 GB, 123 MB/s) [3m10s:12m16s] 22% |███████ | (26/117 GB, 123 MB/s) [3m10s:12m16s] 22% |███████ | (26/117 GB, 137 MB/s) [3m10s:11m1s] 22% |███████ | (26/117 GB, 137 MB/s) [3m10s:11m1s] 22% |███████ | (27/117 GB, 137 MB/s) [3m10s:11m1s] 22% |███████ | (27/117 GB, 137 MB/s) [3m11s:11m1s] 22% |███████ | (27/117 GB, 146 MB/s) [3m11s:10m17s] 22% |███████ | (27/117 GB, 146 MB/s) [3m11s:10m17s] 22% |███████ | (27/117 GB, 146 MB/s) [3m11s:10m17s] 22% |███████ | (27/117 GB, 146 MB/s) [3m11s:10m17s] 22% |███████ | (27/117 GB, 146 MB/s) [3m11s:10m17s] 22% |███████ | (27/117 GB, 146 MB/s) [3m11s:10m17s] 22% |███████ | (27/117 GB, 146 MB/s) [3m11s:10m17s] 22% |███████ | (27/117 GB, 146 MB/s) [3m11s:10m17s] 22% |███████ | (27/117 GB, 148 MB/s) [3m11s:10m9s] 22% |███████ | (27/117 GB, 148 MB/s) [3m11s:10m9s] 22% |███████ | (27/117 GB, 148 MB/s) [3m12s:10m9s] 22% |███████ | (27/117 GB, 148 MB/s) [3m12s:10m8s] 22% |███████ | (27/117 GB, 148 MB/s) [3m12s:10m8s] 22% |███████ | (27/117 GB, 148 MB/s) [3m12s:10m8s] 22% |███████ | (27/117 GB, 148 MB/s) [3m12s:10m8s] 22% |███████ | (27/117 GB, 155 MB/s) [3m12s:9m41s] 22% |███████ | (27/117 GB, 155 MB/s) [3m12s:9m41s] 22% |███████ | (27/117 GB, 155 MB/s) [3m12s:9m41s] 22% |███████ | (27/117 GB, 155 MB/s) [3m12s:9m41s] 22% |███████ | (27/117 GB, 155 MB/s) [3m12s:9m41s] 22% |███████ | (27/117 GB, 155 MB/s) [3m12s:9m41s] 22% |███████ | (27/117 GB, 155 MB/s) [3m12s:9m41s] 23% |████████ | (27/117 GB, 165 MB/s) [3m12s:9m6s] 23% |████████ | (27/117 GB, 165 MB/s) [3m12s:9m6s] 23% |████████ | (27/117 GB, 165 MB/s) [3m12s:9m6s] 23% |████████ | (27/117 GB, 165 MB/s) [3m13s:9m6s] 23% |████████ | (27/117 GB, 165 MB/s) [3m13s:9m6s] 23% |████████ | (27/117 GB, 174 MB/s) [3m13s:8m37s] 23% |████████ | (27/117 GB, 174 MB/s) [3m13s:8m37s] 23% |████████ | (27/117 GB, 174 MB/s) [3m13s:8m37s] 23% |████████ | (27/117 GB, 174 MB/s) [3m13s:8m37s] 23% |████████ | (27/117 GB, 174 MB/s) [3m13s:8m37s] 23% |████████ | (27/117 GB, 174 MB/s) [3m13s:8m36s] 23% |████████ | (27/117 GB, 186 MB/s) [3m13s:8m4s] 23% |████████ | (27/117 GB, 186 MB/s) [3m13s:8m4s] 23% |████████ | (27/117 GB, 186 MB/s) [3m14s:8m4s] 23% |████████ | (27/117 GB, 186 MB/s) [3m14s:8m4s] 23% |████████ | (27/117 GB, 186 MB/s) [3m14s:8m4s] 23% |████████ | (27/117 GB, 168 MB/s) [3m14s:8m57s] 23% |████████ | (27/117 GB, 168 MB/s) [3m14s:8m57s] 23% |████████ | (27/117 GB, 168 MB/s) [3m14s:8m56s] 23% |████████ | (27/117 GB, 168 MB/s) [3m14s:8m56s] 23% |████████ | (27/117 GB, 168 MB/s) [3m14s:8m56s] 23% |████████ | (27/117 GB, 168 MB/s) [3m14s:8m56s] 23% |████████ | (27/117 GB, 162 MB/s) [3m15s:9m13s] 23% |████████ | (27/117 GB, 162 MB/s) [3m15s:9m13s] 23% |████████ | (27/117 GB, 162 MB/s) [3m15s:9m13s] 23% |████████ | (27/117 GB, 162 MB/s) [3m15s:9m13s] 23% |████████ | (27/117 GB, 162 MB/s) [3m15s:9m12s] 23% |████████ | (27/117 GB, 162 MB/s) [3m15s:9m12s] 23% |████████ | (27/117 GB, 162 MB/s) [3m15s:9m12s] 23% |████████ | (27/117 GB, 162 MB/s) [3m15s:9m14s] 23% |████████ | (27/117 GB, 162 MB/s) [3m15s:9m14s] 23% |████████ | (27/117 GB, 162 MB/s) [3m15s:9m14s] 23% |████████ | (27/117 GB, 162 MB/s) [3m15s:9m14s] 23% |████████ | (27/117 GB, 162 MB/s) [3m16s:9m14s] 23% |████████ | (27/117 GB, 162 MB/s) [3m16s:9m14s] 23% |████████ | (27/117 GB, 161 MB/s) [3m16s:9m18s] 23% |████████ | (27/117 GB, 161 MB/s) [3m16s:9m18s] 23% |████████ | (27/117 GB, 161 MB/s) [3m16s:9m18s] 23% |████████ | (27/117 GB, 161 MB/s) [3m16s:9m18s] 23% |████████ | (27/117 GB, 161 MB/s) [3m16s:9m17s] 23% |████████ | (27/117 GB, 166 MB/s) [3m16s:8m59s] 23% |████████ | (28/117 GB, 166 MB/s) [3m16s:8m58s] 23% |████████ | (28/117 GB, 166 MB/s) [3m16s:8m58s] 23% |████████ | (28/117 GB, 166 MB/s) [3m16s:8m58s] 23% |████████ | (28/117 GB, 166 MB/s) [3m16s:8m58s] 23% |████████ | (28/117 GB, 154 MB/s) [3m17s:9m41s] 23% |████████ | (28/117 GB, 154 MB/s) [3m17s:9m41s] 23% |████████ | (28/117 GB, 154 MB/s) [3m17s:9m41s] 23% |████████ | (28/117 GB, 154 MB/s) [3m17s:9m41s] 23% |████████ | (28/117 GB, 154 MB/s) [3m17s:9m40s] 23% |████████ | (28/117 GB, 154 MB/s) [3m17s:9m40s] 23% |████████ | (28/117 GB, 152 MB/s) [3m17s:9m48s] 23% |████████ | (28/117 GB, 152 MB/s) [3m17s:9m48s] 23% |████████ | (28/117 GB, 152 MB/s) [3m17s:9m47s] 23% |████████ | (28/117 GB, 152 MB/s) [3m17s:9m47s] 23% |████████ | (28/117 GB, 152 MB/s) [3m17s:9m47s] 23% |████████ | (28/117 GB, 152 MB/s) [3m18s:9m47s] 23% |███████ | (28/117 GB, 141 MB/s) [3m18s:10m32s] 23% |███████ | (28/117 GB, 141 MB/s) [3m18s:10m32s] 23% |███████ | (28/117 GB, 141 MB/s) [3m18s:10m32s] 23% |███████ | (28/117 GB, 141 MB/s) [3m18s:10m32s] 23% |███████ | (28/117 GB, 141 MB/s) [3m18s:10m32s] 23% |███████ | (28/117 GB, 141 MB/s) [3m18s:10m32s] 23% |███████ | (28/117 GB, 139 MB/s) [3m18s:10m44s] 23% |███████ | (28/117 GB, 139 MB/s) [3m18s:10m44s] 23% |███████ | (28/117 GB, 139 MB/s) [3m18s:10m44s] 23% |███████ | (28/117 GB, 139 MB/s) [3m18s:10m44s] 23% |███████ | (28/117 GB, 139 MB/s) [3m19s:10m44s] 23% |███████ | (28/117 GB, 139 MB/s) [3m19s:10m43s] 23% |███████ | (28/117 GB, 139 MB/s) [3m19s:10m43s] 23% |████████ | (28/117 GB, 146 MB/s) [3m19s:10m9s] 23% |████████ | (28/117 GB, 146 MB/s) [3m19s:10m9s] 23% |████████ | (28/117 GB, 146 MB/s) [3m19s:10m9s] 23% |████████ | (28/117 GB, 146 MB/s) [3m19s:10m9s] 23% |████████ | (28/117 GB, 146 MB/s) [3m19s:10m9s] 23% |████████ | (28/117 GB, 146 MB/s) [3m19s:10m9s] 23% |████████ | (28/117 GB, 146 MB/s) [3m19s:10m8s] 23% |████████ | (28/117 GB, 165 MB/s) [3m19s:8m58s] 23% |████████ | (28/117 GB, 165 MB/s) [3m19s:8m58s] 23% |████████ | (28/117 GB, 165 MB/s) [3m19s:8m58s] 23% |████████ | (28/117 GB, 165 MB/s) [3m20s:8m58s] 23% |████████ | (28/117 GB, 165 MB/s) [3m20s:8m58s] 23% |████████ | (28/117 GB, 165 MB/s) [3m20s:8m58s] 23% |████████ | (28/117 GB, 172 MB/s) [3m20s:8m36s] 24% |████████ | (28/117 GB, 172 MB/s) [3m20s:8m36s] 24% |████████ | (28/117 GB, 172 MB/s) [3m20s:8m36s] 24% |████████ | (28/117 GB, 172 MB/s) [3m20s:8m36s] 24% |████████ | (28/117 GB, 172 MB/s) [3m20s:8m36s] 24% |████████ | (28/117 GB, 172 MB/s) [3m20s:8m36s] 24% |████████ | (28/117 GB, 172 MB/s) [3m20s:8m36s] 24% |████████ | (28/117 GB, 174 MB/s) [3m21s:8m29s] 24% |████████ | (28/117 GB, 174 MB/s) [3m21s:8m29s] 24% |████████ | (28/117 GB, 174 MB/s) [3m21s:8m29s] 24% |████████ | (28/117 GB, 174 MB/s) [3m21s:8m29s] 24% |████████ | (28/117 GB, 168 MB/s) [3m21s:8m47s] 24% |████████ | (28/117 GB, 168 MB/s) [3m21s:8m46s] 24% |████████ | (28/117 GB, 168 MB/s) [3m21s:8m46s] 24% |████████ | (28/117 GB, 168 MB/s) [3m21s:8m46s] 24% |████████ | (28/117 GB, 168 MB/s) [3m21s:8m46s] 24% |████████ | (28/117 GB, 168 MB/s) [3m21s:8m46s] 24% |████████ | (28/117 GB, 168 MB/s) [3m21s:8m48s] 24% |████████ | (28/117 GB, 168 MB/s) [3m22s:8m48s] 24% |████████ | (28/117 GB, 168 MB/s) [3m22s:8m48s] 24% |████████ | (28/117 GB, 168 MB/s) [3m22s:8m47s] 24% |████████ | (28/117 GB, 168 MB/s) [3m22s:8m47s] 24% |████████ | (28/117 GB, 168 MB/s) [3m22s:8m47s] 24% |████████ | (28/117 GB, 172 MB/s) [3m22s:8m34s] 24% |████████ | (28/117 GB, 172 MB/s) [3m22s:8m34s] 24% |████████ | (28/117 GB, 172 MB/s) [3m22s:8m34s] 24% |████████ | (28/117 GB, 172 MB/s) [3m22s:8m34s] 24% |████████ | (28/117 GB, 172 MB/s) [3m22s:8m34s] 24% |████████ | (28/117 GB, 172 MB/s) [3m22s:8m34s] 24% |████████ | (28/117 GB, 172 MB/s) [3m23s:8m34s] 24% |████████ | (28/117 GB, 172 MB/s) [3m23s:8m34s] 24% |████████ | (29/117 GB, 172 MB/s) [3m23s:8m34s] 24% |████████ | (29/117 GB, 172 MB/s) [3m23s:8m34s] 24% |████████ | (29/117 GB, 172 MB/s) [3m23s:8m34s] 24% |████████ | (29/117 GB, 172 MB/s) [3m23s:8m34s] 24% |████████ | (29/117 GB, 184 MB/s) [3m23s:8m0s] 24% |████████ | (29/117 GB, 184 MB/s) [3m23s:8m0s] 24% |████████ | (29/117 GB, 184 MB/s) [3m23s:8m0s] 24% |████████ | (29/117 GB, 184 MB/s) [3m23s:8m0s] 24% |████████ | (29/117 GB, 184 MB/s) [3m23s:8m0s] 24% |████████ | (29/117 GB, 183 MB/s) [3m23s:8m1s] 24% |████████ | (29/117 GB, 183 MB/s) [3m24s:8m1s] 24% |████████ | (29/117 GB, 183 MB/s) [3m24s:8m1s] 24% |████████ | (29/117 GB, 183 MB/s) [3m24s:8m1s] 24% |████████ | (29/117 GB, 183 MB/s) [3m24s:8m1s] 24% |████████ | (29/117 GB, 165 MB/s) [3m24s:8m54s] 24% |████████ | (29/117 GB, 165 MB/s) [3m24s:8m54s] 24% |████████ | (29/117 GB, 165 MB/s) [3m24s:8m54s] 24% |████████ | (29/117 GB, 165 MB/s) [3m24s:8m54s] 24% |████████ | (29/117 GB, 165 MB/s) [3m24s:8m54s] 24% |████████ | (29/117 GB, 165 MB/s) [3m24s:8m54s] 24% |████████ | (29/117 GB, 156 MB/s) [3m25s:9m24s] 24% |████████ | (29/117 GB, 156 MB/s) [3m25s:9m23s] 24% |████████ | (29/117 GB, 156 MB/s) [3m25s:9m23s] 24% |████████ | (29/117 GB, 156 MB/s) [3m25s:9m23s] 24% |████████ | (29/117 GB, 156 MB/s) [3m25s:9m23s] 24% |████████ | (29/117 GB, 156 MB/s) [3m25s:9m24s] 24% |████████ | (29/117 GB, 156 MB/s) [3m25s:9m24s] 24% |████████ | (29/117 GB, 156 MB/s) [3m25s:9m24s] 24% |████████ | (29/117 GB, 156 MB/s) [3m25s:9m24s] 24% |████████ | (29/117 GB, 156 MB/s) [3m26s:9m24s] 24% |████████ | (29/117 GB, 144 MB/s) [3m26s:10m14s] 24% |████████ | (29/117 GB, 144 MB/s) [3m26s:10m14s] 24% |████████ | (29/117 GB, 144 MB/s) [3m26s:10m13s] 24% |████████ | (29/117 GB, 144 MB/s) [3m26s:10m13s] 24% |████████ | (29/117 GB, 144 MB/s) [3m26s:10m13s] 24% |████████ | (29/117 GB, 146 MB/s) [3m26s:10m3s] 24% |████████ | (29/117 GB, 146 MB/s) [3m26s:10m3s] 24% |████████ | (29/117 GB, 146 MB/s) [3m26s:10m3s] 24% |████████ | (29/117 GB, 146 MB/s) [3m26s:10m3s] 24% |████████ | (29/117 GB, 134 MB/s) [3m28s:10m58s] 24% |████████ | (29/117 GB, 134 MB/s) [3m28s:10m58s] 24% |████████ | (29/117 GB, 134 MB/s) [3m28s:10m58s] 24% |████████ | (29/117 GB, 134 MB/s) [3m28s:10m58s] 24% |████████ | (29/117 GB, 134 MB/s) [3m29s:10m57s] 24% |████████ | (29/117 GB, 134 MB/s) [3m29s:10m57s] 24% |████████ | (29/117 GB, 134 MB/s) [3m29s:10m57s] 24% |████████ | (29/117 GB, 134 MB/s) [3m29s:10m57s] 24% |████████ | (29/117 GB, 140 MB/s) [3m29s:10m27s] 24% |████████ | (29/117 GB, 140 MB/s) [3m29s:10m27s] 24% |████████ | (29/117 GB, 140 MB/s) [3m29s:10m27s] 24% |████████ | (29/117 GB, 140 MB/s) [3m29s:10m27s] 24% |████████ | (29/117 GB, 140 MB/s) [3m29s:10m27s] 24% |████████ | (29/117 GB, 134 MB/s) [3m29s:10m53s] 25% |████████ | (29/117 GB, 134 MB/s) [3m29s:10m53s] 25% |████████ | (29/117 GB, 134 MB/s) [3m29s:10m53s] 25% |████████ | (29/117 GB, 134 MB/s) [3m29s:10m53s] 25% |████████ | (29/117 GB, 134 MB/s) [3m30s:10m53s] 25% |████████ | (29/117 GB, 122 MB/s) [3m30s:11m56s] 25% |████████ | (29/117 GB, 122 MB/s) [3m30s:11m56s] 25% |████████ | (29/117 GB, 122 MB/s) [3m30s:11m56s] 25% |████████ | (29/117 GB, 122 MB/s) [3m30s:11m56s] 25% |████████ | (29/117 GB, 122 MB/s) [3m30s:11m56s] 25% |████████ | (29/117 GB, 122 MB/s) [3m30s:11m56s] 25% |████████ | (29/117 GB, 121 MB/s) [3m30s:12m6s] 25% |████████ | (29/117 GB, 121 MB/s) [3m30s:12m6s] 25% |████████ | (29/117 GB, 121 MB/s) [3m31s:12m5s] 25% |████████ | (29/117 GB, 121 MB/s) [3m31s:12m5s] 25% |████████ | (29/117 GB, 121 MB/s) [3m31s:12m5s] 25% |████████ | (29/117 GB, 123 MB/s) [3m31s:11m52s] 25% |████████ | (30/117 GB, 123 MB/s) [3m31s:11m52s] 25% |████████ | (30/117 GB, 123 MB/s) [3m31s:11m52s] 25% |████████ | (30/117 GB, 123 MB/s) [3m31s:11m52s] 25% |████████ | (30/117 GB, 123 MB/s) [3m31s:11m52s] 25% |████████ | (30/117 GB, 123 MB/s) [3m31s:11m52s] 25% |████████ | (30/117 GB, 123 MB/s) [3m31s:11m52s] 25% |████████ | (30/117 GB, 121 MB/s) [3m32s:12m3s] 25% |████████ | (30/117 GB, 121 MB/s) [3m32s:12m3s] 25% |████████ | (30/117 GB, 121 MB/s) [3m32s:12m3s] 25% |████████ | (30/117 GB, 121 MB/s) [3m32s:12m3s] 25% |████████ | (30/117 GB, 121 MB/s) [3m32s:12m3s] 25% |████████ | (30/117 GB, 121 MB/s) [3m32s:12m3s] 25% |████████ | (30/117 GB, 126 MB/s) [3m32s:11m34s] 25% |████████ | (30/117 GB, 126 MB/s) [3m32s:11m34s] 25% |████████ | (30/117 GB, 126 MB/s) [3m32s:11m34s] 25% |████████ | (30/117 GB, 126 MB/s) [3m32s:11m34s] 25% |████████ | (30/117 GB, 126 MB/s) [3m32s:11m34s] 25% |████████ | (30/117 GB, 126 MB/s) [3m33s:11m33s] 25% |████████ | (30/117 GB, 134 MB/s) [3m33s:10m54s] 25% |████████ | (30/117 GB, 134 MB/s) [3m33s:10m54s] 25% |████████ | (30/117 GB, 134 MB/s) [3m33s:10m54s] 25% |████████ | (30/117 GB, 134 MB/s) [3m33s:10m54s] 25% |████████ | (30/117 GB, 134 MB/s) [3m33s:10m53s] 25% |████████ | (30/117 GB, 134 MB/s) [3m33s:10m53s] 25% |████████ | (30/117 GB, 138 MB/s) [3m33s:10m32s] 25% |████████ | (30/117 GB, 138 MB/s) [3m33s:10m32s] 25% |████████ | (30/117 GB, 138 MB/s) [3m34s:10m32s] 25% |████████ | (30/117 GB, 138 MB/s) [3m34s:10m32s] 25% |████████ | (30/117 GB, 138 MB/s) [3m34s:10m32s] 25% |████████ | (30/117 GB, 147 MB/s) [3m34s:9m53s] 25% |████████ | (30/117 GB, 147 MB/s) [3m34s:9m53s] 25% |████████ | (30/117 GB, 147 MB/s) [3m34s:9m53s] 25% |████████ | (30/117 GB, 147 MB/s) [3m34s:9m53s] 25% |████████ | (30/117 GB, 147 MB/s) [3m34s:9m53s] 25% |████████ | (30/117 GB, 147 MB/s) [3m34s:9m53s] 25% |████████ | (30/117 GB, 138 MB/s) [3m34s:10m30s] 25% |████████ | (30/117 GB, 138 MB/s) [3m34s:10m30s] 25% |████████ | (30/117 GB, 138 MB/s) [3m35s:10m30s] 25% |████████ | (30/117 GB, 138 MB/s) [3m35s:10m30s] 25% |████████ | (30/117 GB, 130 MB/s) [3m35s:11m10s] 25% |████████ | (30/117 GB, 130 MB/s) [3m35s:11m10s] 25% |████████ | (30/117 GB, 130 MB/s) [3m35s:11m10s] 25% |████████ | (30/117 GB, 130 MB/s) [3m35s:11m10s] 25% |████████ | (30/117 GB, 130 MB/s) [3m35s:11m10s] 25% |████████ | (30/117 GB, 130 MB/s) [3m35s:11m10s] 25% |████████ | (30/117 GB, 130 MB/s) [3m35s:11m10s] 25% |████████ | (30/117 GB, 133 MB/s) [3m35s:10m56s] 25% |████████ | (30/117 GB, 133 MB/s) [3m35s:10m56s] 25% |████████ | (30/117 GB, 133 MB/s) [3m35s:10m56s] 25% |████████ | (30/117 GB, 133 MB/s) [3m36s:10m56s] 25% |████████ | (30/117 GB, 133 MB/s) [3m36s:10m55s] 25% |████████ | (30/117 GB, 133 MB/s) [3m36s:10m55s] 25% |████████ | (30/117 GB, 133 MB/s) [3m36s:10m55s] 25% |████████ | (30/117 GB, 146 MB/s) [3m36s:9m56s] 25% |████████ | (30/117 GB, 146 MB/s) [3m36s:9m56s] 25% |████████ | (30/117 GB, 146 MB/s) [3m36s:9m56s] 25% |████████ | (30/117 GB, 146 MB/s) [3m36s:9m56s] 25% |████████ | (30/117 GB, 146 MB/s) [3m36s:9m56s] 25% |████████ | (30/117 GB, 146 MB/s) [3m36s:9m55s] 25% |████████ | (30/117 GB, 146 MB/s) [3m36s:9m55s] 25% |████████ | (30/117 GB, 161 MB/s) [3m36s:8m58s] 25% |████████ | (30/117 GB, 161 MB/s) [3m36s:8m58s] 25% |████████ | (30/117 GB, 150 MB/s) [3m39s:9m36s] 25% |████████ | (30/117 GB, 150 MB/s) [3m39s:9m36s] 25% |████████ | (30/117 GB, 150 MB/s) [3m39s:9m36s] 25% |████████ | (30/117 GB, 150 MB/s) [3m39s:9m36s] 25% |████████ | (30/117 GB, 150 MB/s) [3m39s:9m36s] 25% |████████ | (30/117 GB, 134 MB/s) [3m39s:10m48s] 25% |████████ | (30/117 GB, 134 MB/s) [3m39s:10m48s] 25% |████████ | (30/117 GB, 134 MB/s) [3m40s:10m48s] 25% |████████ | (30/117 GB, 134 MB/s) [3m40s:10m48s] 25% |████████ | (30/117 GB, 125 MB/s) [3m40s:11m36s] 25% |████████ | (30/117 GB, 125 MB/s) [3m40s:11m35s] 25% |████████ | (30/117 GB, 125 MB/s) [3m40s:11m35s] 25% |████████ | (30/117 GB, 125 MB/s) [3m40s:11m35s] 25% |████████ | (30/117 GB, 125 MB/s) [3m40s:11m35s] 26% |████████ | (30/117 GB, 125 MB/s) [3m40s:11m35s] 26% |████████ | (30/117 GB, 129 MB/s) [3m40s:11m13s] 26% |████████ | (30/117 GB, 129 MB/s) [3m40s:11m13s] 26% |████████ | (30/117 GB, 129 MB/s) [3m40s:11m13s] 26% |████████ | (30/117 GB, 129 MB/s) [3m40s:11m13s] 26% |████████ | (30/117 GB, 129 MB/s) [3m40s:11m12s] 26% |████████ | (31/117 GB, 129 MB/s) [3m41s:11m12s] 26% |████████ | (31/117 GB, 129 MB/s) [3m41s:11m12s] 26% |████████ | (31/117 GB, 129 MB/s) [3m41s:11m12s] 26% |████████ | (31/117 GB, 141 MB/s) [3m41s:10m15s] 26% |████████ | (31/117 GB, 141 MB/s) [3m41s:10m15s] 26% |████████ | (31/117 GB, 141 MB/s) [3m41s:10m14s] 26% |████████ | (31/117 GB, 141 MB/s) [3m41s:10m14s] 26% |████████ | (31/117 GB, 139 MB/s) [3m41s:10m20s] 26% |████████ | (31/117 GB, 139 MB/s) [3m41s:10m20s] 26% |████████ | (31/117 GB, 139 MB/s) [3m41s:10m20s] 26% |████████ | (31/117 GB, 139 MB/s) [3m41s:10m19s] 26% |████████ | (31/117 GB, 139 MB/s) [3m42s:10m19s] 26% |█████████ | (31/117 GB, 145 MB/s) [3m42s:9m53s] 26% |█████████ | (31/117 GB, 145 MB/s) [3m42s:9m53s] 26% |█████████ | (31/117 GB, 145 MB/s) [3m42s:9m53s] 26% |█████████ | (31/117 GB, 145 MB/s) [3m42s:9m53s] 26% |█████████ | (31/117 GB, 145 MB/s) [3m42s:9m53s] 26% |█████████ | (31/117 GB, 145 MB/s) [3m42s:9m53s] 26% |█████████ | (31/117 GB, 144 MB/s) [3m42s:9m58s] 26% |█████████ | (31/117 GB, 144 MB/s) [3m42s:9m58s] 26% |█████████ | (31/117 GB, 144 MB/s) [3m42s:9m58s] 26% |█████████ | (31/117 GB, 144 MB/s) [3m43s:9m58s] 26% |█████████ | (31/117 GB, 144 MB/s) [3m43s:9m57s] 26% |█████████ | (31/117 GB, 144 MB/s) [3m43s:9m57s] 26% |█████████ | (31/117 GB, 144 MB/s) [3m43s:9m57s] 26% |████████ | (31/117 GB, 141 MB/s) [3m43s:10m11s] 26% |████████ | (31/117 GB, 141 MB/s) [3m43s:10m11s] 26% |████████ | (31/117 GB, 141 MB/s) [3m43s:10m11s] 26% |████████ | (31/117 GB, 141 MB/s) [3m43s:10m11s] 26% |████████ | (31/117 GB, 141 MB/s) [3m43s:10m10s] 26% |████████ | (31/117 GB, 141 MB/s) [3m43s:10m10s] 26% |████████ | (31/117 GB, 133 MB/s) [3m44s:10m45s] 26% |████████ | (31/117 GB, 133 MB/s) [3m44s:10m45s] 26% |████████ | (31/117 GB, 133 MB/s) [3m44s:10m45s] 26% |████████ | (31/117 GB, 133 MB/s) [3m44s:10m44s] 26% |████████ | (31/117 GB, 140 MB/s) [3m44s:10m12s] 26% |████████ | (31/117 GB, 140 MB/s) [3m44s:10m12s] 26% |████████ | (31/117 GB, 140 MB/s) [3m44s:10m12s] 26% |████████ | (31/117 GB, 140 MB/s) [3m44s:10m12s] 26% |████████ | (31/117 GB, 140 MB/s) [3m44s:10m12s] 26% |████████ | (31/117 GB, 140 MB/s) [3m44s:10m12s] 26% |█████████ | (31/117 GB, 156 MB/s) [3m45s:9m9s] 26% |█████████ | (31/117 GB, 156 MB/s) [3m45s:9m9s] 26% |█████████ | (31/117 GB, 156 MB/s) [3m45s:9m9s] 26% |█████████ | (31/117 GB, 156 MB/s) [3m45s:9m9s] 26% |█████████ | (31/117 GB, 156 MB/s) [3m45s:9m8s] 26% |█████████ | (31/117 GB, 156 MB/s) [3m45s:9m8s] 26% |█████████ | (31/117 GB, 164 MB/s) [3m45s:8m44s] 26% |█████████ | (31/117 GB, 164 MB/s) [3m45s:8m44s] 26% |█████████ | (31/117 GB, 164 MB/s) [3m45s:8m43s] 26% |█████████ | (31/117 GB, 164 MB/s) [3m45s:8m43s] 26% |█████████ | (31/117 GB, 164 MB/s) [3m46s:8m43s] 26% |█████████ | (31/117 GB, 164 MB/s) [3m46s:8m43s] 26% |█████████ | (31/117 GB, 159 MB/s) [3m46s:8m58s] 26% |█████████ | (31/117 GB, 159 MB/s) [3m46s:8m58s] 26% |█████████ | (31/117 GB, 159 MB/s) [3m46s:8m58s] 26% |█████████ | (31/117 GB, 159 MB/s) [3m46s:8m58s] 26% |█████████ | (31/117 GB, 159 MB/s) [3m46s:8m58s] 26% |█████████ | (31/117 GB, 159 MB/s) [3m46s:8m58s] 26% |█████████ | (31/117 GB, 152 MB/s) [3m46s:9m22s] 26% |█████████ | (32/117 GB, 152 MB/s) [3m46s:9m22s] 26% |█████████ | (32/117 GB, 152 MB/s) [3m46s:9m22s] 26% |█████████ | (32/117 GB, 152 MB/s) [3m46s:9m22s] 26% |█████████ | (32/117 GB, 152 MB/s) [3m47s:9m22s] 26% |█████████ | (32/117 GB, 153 MB/s) [3m47s:9m19s] 26% |█████████ | (32/117 GB, 153 MB/s) [3m47s:9m18s] 26% |█████████ | (32/117 GB, 153 MB/s) [3m47s:9m18s] 26% |█████████ | (32/117 GB, 153 MB/s) [3m47s:9m18s] 26% |█████████ | (32/117 GB, 153 MB/s) [3m47s:9m18s] 26% |█████████ | (32/117 GB, 153 MB/s) [3m47s:9m18s] 26% |█████████ | (32/117 GB, 153 MB/s) [3m47s:9m18s] 27% |█████████ | (32/117 GB, 164 MB/s) [3m47s:8m41s] 27% |█████████ | (32/117 GB, 164 MB/s) [3m47s:8m41s] 27% |█████████ | (32/117 GB, 164 MB/s) [3m47s:8m41s] 27% |█████████ | (32/117 GB, 164 MB/s) [3m48s:8m41s] 27% |█████████ | (32/117 GB, 164 MB/s) [3m48s:8m40s] 27% |█████████ | (32/117 GB, 162 MB/s) [3m48s:8m46s] 27% |█████████ | (32/117 GB, 162 MB/s) [3m48s:8m46s] 27% |█████████ | (32/117 GB, 162 MB/s) [3m48s:8m46s] 27% |█████████ | (32/117 GB, 162 MB/s) [3m48s:8m46s] 27% |█████████ | (32/117 GB, 162 MB/s) [3m48s:8m45s] 27% |█████████ | (32/117 GB, 162 MB/s) [3m48s:8m45s] 27% |█████████ | (32/117 GB, 158 MB/s) [3m48s:9m0s] 27% |█████████ | (32/117 GB, 158 MB/s) [3m48s:9m0s] 27% |█████████ | (32/117 GB, 158 MB/s) [3m48s:9m0s] 27% |█████████ | (32/117 GB, 158 MB/s) [3m49s:9m0s] 27% |█████████ | (32/117 GB, 158 MB/s) [3m49s:8m59s] 27% |█████████ | (32/117 GB, 158 MB/s) [3m49s:8m59s] 27% |█████████ | (32/117 GB, 158 MB/s) [3m49s:8m59s] 27% |█████████ | (32/117 GB, 164 MB/s) [3m49s:8m40s] 27% |█████████ | (32/117 GB, 164 MB/s) [3m49s:8m40s] 27% |█████████ | (32/117 GB, 164 MB/s) [3m49s:8m40s] 27% |█████████ | (32/117 GB, 164 MB/s) [3m49s:8m39s] 27% |█████████ | (32/117 GB, 164 MB/s) [3m49s:8m39s] 27% |█████████ | (32/117 GB, 164 MB/s) [3m49s:8m39s] 27% |█████████ | (32/117 GB, 164 MB/s) [3m49s:8m39s] 27% |█████████ | (32/117 GB, 164 MB/s) [3m49s:8m39s] 27% |█████████ | (32/117 GB, 182 MB/s) [3m49s:7m48s] 27% |█████████ | (32/117 GB, 182 MB/s) [3m49s:7m48s] 27% |█████████ | (32/117 GB, 182 MB/s) [3m50s:7m47s] 27% |█████████ | (32/117 GB, 182 MB/s) [3m50s:7m47s] 27% |█████████ | (32/117 GB, 182 MB/s) [3m50s:7m47s] 27% |█████████ | (32/117 GB, 182 MB/s) [3m50s:7m47s] 27% |█████████ | (32/117 GB, 182 MB/s) [3m50s:7m47s] 27% |█████████ | (32/117 GB, 190 MB/s) [3m50s:7m28s] 27% |█████████ | (32/117 GB, 190 MB/s) [3m50s:7m28s] 27% |█████████ | (32/117 GB, 190 MB/s) [3m50s:7m27s] 27% |█████████ | (32/117 GB, 190 MB/s) [3m50s:7m27s] 27% |█████████ | (32/117 GB, 190 MB/s) [3m50s:7m27s] 27% |█████████ | (32/117 GB, 190 MB/s) [3m50s:7m27s] 27% |█████████ | (32/117 GB, 190 MB/s) [3m50s:7m27s] 27% |█████████ | (32/117 GB, 194 MB/s) [3m50s:7m16s] 27% |█████████ | (32/117 GB, 194 MB/s) [3m51s:7m16s] 27% |█████████ | (32/117 GB, 194 MB/s) [3m51s:7m16s] 27% |█████████ | (32/117 GB, 194 MB/s) [3m51s:7m16s] 27% |█████████ | (32/117 GB, 194 MB/s) [3m51s:7m16s] 27% |█████████ | (32/117 GB, 194 MB/s) [3m51s:7m16s] 27% |█████████ | (32/117 GB, 194 MB/s) [3m51s:7m16s] 27% |█████████ | (32/117 GB, 196 MB/s) [3m51s:7m12s] 27% |█████████ | (32/117 GB, 196 MB/s) [3m51s:7m12s] 27% |█████████ | (32/117 GB, 196 MB/s) [3m51s:7m12s] 27% |█████████ | (32/117 GB, 196 MB/s) [3m51s:7m12s] 27% |█████████ | (32/117 GB, 182 MB/s) [3m52s:7m43s] 27% |█████████ | (32/117 GB, 182 MB/s) [3m53s:7m43s] 27% |█████████ | (32/117 GB, 182 MB/s) [3m53s:7m43s] 27% |█████████ | (32/117 GB, 182 MB/s) [3m53s:7m43s] 27% |█████████ | (32/117 GB, 182 MB/s) [3m53s:7m43s] 27% |█████████ | (32/117 GB, 182 MB/s) [3m53s:7m43s] 27% |█████████ | (32/117 GB, 182 MB/s) [3m53s:7m43s] 27% |█████████ | (32/117 GB, 182 MB/s) [3m53s:7m43s] 27% |█████████ | (32/117 GB, 190 MB/s) [3m53s:7m25s] 27% |█████████ | (33/117 GB, 190 MB/s) [3m53s:7m25s] 27% |█████████ | (33/117 GB, 190 MB/s) [3m53s:7m25s] 27% |█████████ | (33/117 GB, 190 MB/s) [3m53s:7m25s] 27% |█████████ | (33/117 GB, 173 MB/s) [3m54s:8m8s] 27% |█████████ | (33/117 GB, 173 MB/s) [3m54s:8m8s] 27% |█████████ | (33/117 GB, 173 MB/s) [3m54s:8m8s] 27% |█████████ | (33/117 GB, 173 MB/s) [3m54s:8m8s] 27% |█████████ | (33/117 GB, 173 MB/s) [3m54s:8m8s] 27% |█████████ | (33/117 GB, 173 MB/s) [3m54s:8m8s] 27% |█████████ | (33/117 GB, 175 MB/s) [3m55s:8m1s] 27% |█████████ | (33/117 GB, 175 MB/s) [3m55s:8m1s] 27% |█████████ | (33/117 GB, 175 MB/s) [3m55s:8m1s] 27% |█████████ | (33/117 GB, 175 MB/s) [3m55s:8m1s] 27% |█████████ | (33/117 GB, 175 MB/s) [3m55s:8m1s] 27% |█████████ | (33/117 GB, 175 MB/s) [3m55s:8m1s] 27% |█████████ | (33/117 GB, 171 MB/s) [3m55s:8m13s] 27% |█████████ | (33/117 GB, 171 MB/s) [3m55s:8m13s] 27% |█████████ | (33/117 GB, 171 MB/s) [3m55s:8m13s] 27% |█████████ | (33/117 GB, 171 MB/s) [3m55s:8m13s] 27% |█████████ | (33/117 GB, 171 MB/s) [3m56s:8m13s] 27% |█████████ | (33/117 GB, 153 MB/s) [3m56s:9m10s] 27% |█████████ | (33/117 GB, 153 MB/s) [3m56s:9m10s] 27% |█████████ | (33/117 GB, 153 MB/s) [3m56s:9m10s] 27% |█████████ | (33/117 GB, 153 MB/s) [3m56s:9m10s] 27% |█████████ | (33/117 GB, 153 MB/s) [3m56s:9m10s] 27% |█████████ | (33/117 GB, 153 MB/s) [3m56s:9m10s] 27% |█████████ | (33/117 GB, 132 MB/s) [3m56s:10m38s] 28% |█████████ | (33/117 GB, 132 MB/s) [3m56s:10m38s] 28% |█████████ | (33/117 GB, 132 MB/s) [3m56s:10m38s] 28% |█████████ | (33/117 GB, 132 MB/s) [3m57s:10m37s] 28% |█████████ | (33/117 GB, 132 MB/s) [3m57s:10m37s] 28% |█████████ | (33/117 GB, 111 MB/s) [3m57s:12m41s] 28% |█████████ | (33/117 GB, 111 MB/s) [3m57s:12m41s] 28% |█████████ | (33/117 GB, 111 MB/s) [3m57s:12m41s] 28% |█████████ | (33/117 GB, 111 MB/s) [3m57s:12m40s] 28% |█████████ | (33/117 GB, 111 MB/s) [3m57s:12m40s] 28% |█████████ | (33/117 GB, 111 MB/s) [3m57s:12m40s] 28% |█████████ | (33/117 GB, 111 MB/s) [3m57s:12m40s] 28% |█████████ | (33/117 GB, 116 MB/s) [3m57s:12m2s] 28% |█████████ | (33/117 GB, 116 MB/s) [3m58s:12m2s] 28% |█████████ | (33/117 GB, 116 MB/s) [3m58s:12m2s] 28% |█████████ | (33/117 GB, 116 MB/s) [3m58s:12m2s] 28% |█████████ | (33/117 GB, 116 MB/s) [3m58s:12m2s] 28% |█████████ | (33/117 GB, 113 MB/s) [3m58s:12m24s] 28% |█████████ | (33/117 GB, 113 MB/s) [3m58s:12m24s] 28% |█████████ | (33/117 GB, 113 MB/s) [3m58s:12m24s] 28% |█████████ | (33/117 GB, 113 MB/s) [3m58s:12m24s] 28% |█████████ | (33/117 GB, 119 MB/s) [3m58s:11m48s] 28% |█████████ | (33/117 GB, 119 MB/s) [3m58s:11m48s] 28% |█████████ | (33/117 GB, 119 MB/s) [3m59s:11m48s] 28% |█████████ | (33/117 GB, 119 MB/s) [3m59s:11m48s] 28% |█████████ | (33/117 GB, 119 MB/s) [3m59s:11m48s] 28% |█████████ | (33/117 GB, 101 MB/s) [3m59s:13m48s] 28% |█████████ | (33/117 GB, 101 MB/s) [3m59s:13m48s] 28% |█████████ | (33/117 GB, 101 MB/s) [3m59s:13m47s] 28% |█████████ | (33/117 GB, 101 MB/s) [3m59s:13m47s] 28% |█████████ | (33/117 GB, 101 MB/s) [3m59s:13m47s] 28% |█████████ | (33/117 GB, 101 MB/s) [3m59s:13m47s] 28% |█████████ | (33/117 GB, 101 MB/s) [3m59s:13m47s] 28% |█████████ | (33/117 GB, 117 MB/s) [3m59s:11m55s] 28% |█████████ | (33/117 GB, 117 MB/s) [3m59s:11m55s] 28% |█████████ | (33/117 GB, 117 MB/s) [4m0s:11m55s] 28% |█████████ | (33/117 GB, 117 MB/s) [4m0s:11m55s] 28% |█████████ | (33/117 GB, 117 MB/s) [4m0s:11m55s] 28% |█████████ | (33/117 GB, 117 MB/s) [4m0s:11m55s] 28% |█████████ | (33/117 GB, 117 MB/s) [4m0s:11m55s] 28% |██████████ | (33/117 GB, 125 MB/s) [4m0s:11m8s] 28% |██████████ | (33/117 GB, 125 MB/s) [4m0s:11m8s] 28% |██████████ | (33/117 GB, 125 MB/s) [4m0s:11m8s] 28% |██████████ | (33/117 GB, 125 MB/s) [4m0s:11m8s] 28% |██████████ | (33/117 GB, 125 MB/s) [4m0s:11m8s] 28% |██████████ | (33/117 GB, 125 MB/s) [4m0s:11m8s] 28% |██████████ | (33/117 GB, 138 MB/s) [4m0s:10m7s] 28% |██████████ | (34/117 GB, 138 MB/s) [4m1s:10m7s] 28% |██████████ | (34/117 GB, 138 MB/s) [4m1s:10m7s] 28% |██████████ | (34/117 GB, 138 MB/s) [4m1s:10m7s] 28% |██████████ | (34/117 GB, 138 MB/s) [4m1s:10m7s] 28% |██████████ | (34/117 GB, 138 MB/s) [4m1s:10m7s] 28% |██████████ | (34/117 GB, 147 MB/s) [4m1s:9m28s] 28% |██████████ | (34/117 GB, 147 MB/s) [4m1s:9m28s] 28% |██████████ | (34/117 GB, 147 MB/s) [4m1s:9m27s] 28% |██████████ | (34/117 GB, 147 MB/s) [4m1s:9m27s] 28% |██████████ | (34/117 GB, 147 MB/s) [4m1s:9m27s] 28% |██████████ | (34/117 GB, 147 MB/s) [4m1s:9m27s] 28% |██████████ | (34/117 GB, 150 MB/s) [4m1s:9m16s] 28% |██████████ | (34/117 GB, 150 MB/s) [4m1s:9m16s] 28% |██████████ | (34/117 GB, 150 MB/s) [4m2s:9m16s] 28% |██████████ | (34/117 GB, 150 MB/s) [4m2s:9m16s] 28% |██████████ | (34/117 GB, 150 MB/s) [4m2s:9m16s] 28% |██████████ | (34/117 GB, 159 MB/s) [4m2s:8m45s] 28% |██████████ | (34/117 GB, 159 MB/s) [4m2s:8m45s] 28% |██████████ | (34/117 GB, 159 MB/s) [4m2s:8m45s] 28% |██████████ | (34/117 GB, 159 MB/s) [4m2s:8m45s] 28% |██████████ | (34/117 GB, 159 MB/s) [4m2s:8m45s] 28% |██████████ | (34/117 GB, 150 MB/s) [4m2s:9m17s] 28% |██████████ | (34/117 GB, 150 MB/s) [4m3s:9m17s] 28% |██████████ | (34/117 GB, 150 MB/s) [4m3s:9m17s] 28% |██████████ | (34/117 GB, 138 MB/s) [4m3s:10m2s] 28% |██████████ | (34/117 GB, 138 MB/s) [4m3s:10m2s] 28% |██████████ | (34/117 GB, 138 MB/s) [4m4s:10m2s] 28% |██████████ | (34/117 GB, 138 MB/s) [4m4s:10m2s] 28% |██████████ | (34/117 GB, 138 MB/s) [4m4s:10m2s] 28% |██████████ | (34/117 GB, 139 MB/s) [4m4s:9m57s] 28% |██████████ | (34/117 GB, 139 MB/s) [4m4s:9m57s] 28% |██████████ | (34/117 GB, 139 MB/s) [4m4s:9m57s] 28% |██████████ | (34/117 GB, 139 MB/s) [4m4s:9m57s] 28% |██████████ | (34/117 GB, 139 MB/s) [4m4s:9m57s] 28% |██████████ | (34/117 GB, 139 MB/s) [4m4s:9m57s] 28% |██████████ | (34/117 GB, 139 MB/s) [4m4s:9m56s] 28% |██████████ | (34/117 GB, 159 MB/s) [4m4s:8m44s] 28% |██████████ | (34/117 GB, 159 MB/s) [4m4s:8m44s] 28% |██████████ | (34/117 GB, 159 MB/s) [4m4s:8m44s] 28% |██████████ | (34/117 GB, 159 MB/s) [4m5s:8m43s] 29% |██████████ | (34/117 GB, 159 MB/s) [4m5s:8m43s] 29% |██████████ | (34/117 GB, 159 MB/s) [4m5s:8m43s] 29% |██████████ | (34/117 GB, 159 MB/s) [4m5s:8m43s] 29% |██████████ | (34/117 GB, 161 MB/s) [4m5s:8m36s] 29% |██████████ | (34/117 GB, 161 MB/s) [4m5s:8m36s] 29% |██████████ | (34/117 GB, 161 MB/s) [4m5s:8m36s] 29% |██████████ | (34/117 GB, 161 MB/s) [4m5s:8m36s] 29% |██████████ | (34/117 GB, 161 MB/s) [4m5s:8m36s] 29% |██████████ | (34/117 GB, 161 MB/s) [4m5s:8m36s] 29% |██████████ | (34/117 GB, 151 MB/s) [4m5s:9m10s] 29% |██████████ | (34/117 GB, 151 MB/s) [4m5s:9m10s] 29% |██████████ | (34/117 GB, 151 MB/s) [4m6s:9m10s] 29% |██████████ | (34/117 GB, 130 MB/s) [4m7s:10m35s] 29% |██████████ | (34/117 GB, 130 MB/s) [4m7s:10m35s] 29% |██████████ | (34/117 GB, 130 MB/s) [4m7s:10m35s] 29% |██████████ | (34/117 GB, 130 MB/s) [4m7s:10m34s] 29% |██████████ | (34/117 GB, 130 MB/s) [4m7s:10m34s] 29% |██████████ | (34/117 GB, 130 MB/s) [4m7s:10m34s] 29% |██████████ | (34/117 GB, 132 MB/s) [4m7s:10m28s] 29% |██████████ | (34/117 GB, 132 MB/s) [4m7s:10m28s] 29% |██████████ | (34/117 GB, 132 MB/s) [4m7s:10m28s] 29% |██████████ | (34/117 GB, 132 MB/s) [4m8s:10m28s] 29% |██████████ | (34/117 GB, 132 MB/s) [4m8s:10m28s] 29% |██████████ | (34/117 GB, 132 MB/s) [4m8s:10m28s] 29% |██████████ | (34/117 GB, 140 MB/s) [4m8s:9m50s] 29% |██████████ | (34/117 GB, 140 MB/s) [4m8s:9m50s] 29% |██████████ | (34/117 GB, 140 MB/s) [4m8s:9m49s] 29% |██████████ | (34/117 GB, 140 MB/s) [4m8s:9m49s] 29% |██████████ | (34/117 GB, 140 MB/s) [4m8s:9m49s] 29% |██████████ | (34/117 GB, 140 MB/s) [4m8s:9m49s] 29% |██████████ | (34/117 GB, 140 MB/s) [4m8s:9m49s] 29% |██████████ | (34/117 GB, 140 MB/s) [4m8s:9m49s] 29% |██████████ | (34/117 GB, 143 MB/s) [4m9s:9m37s] 29% |██████████ | (34/117 GB, 143 MB/s) [4m9s:9m37s] 29% |██████████ | (34/117 GB, 143 MB/s) [4m9s:9m37s] 29% |██████████ | (34/117 GB, 143 MB/s) [4m9s:9m37s] 29% |██████████ | (34/117 GB, 143 MB/s) [4m9s:9m36s] 29% |██████████ | (34/117 GB, 143 MB/s) [4m9s:9m36s] 29% |██████████ | (34/117 GB, 143 MB/s) [4m9s:9m36s] 29% |██████████ | (35/117 GB, 150 MB/s) [4m9s:9m10s] 29% |██████████ | (35/117 GB, 150 MB/s) [4m9s:9m10s] 29% |██████████ | (35/117 GB, 150 MB/s) [4m9s:9m10s] 29% |██████████ | (35/117 GB, 150 MB/s) [4m9s:9m10s] 29% |██████████ | (35/117 GB, 150 MB/s) [4m10s:9m10s] 29% |██████████ | (35/117 GB, 153 MB/s) [4m10s:8m59s] 29% |██████████ | (35/117 GB, 153 MB/s) [4m10s:8m59s] 29% |██████████ | (35/117 GB, 153 MB/s) [4m10s:8m59s] 29% |██████████ | (35/117 GB, 153 MB/s) [4m10s:8m59s] 29% |██████████ | (35/117 GB, 148 MB/s) [4m10s:9m16s] 29% |██████████ | (35/117 GB, 148 MB/s) [4m11s:9m16s] 29% |██████████ | (35/117 GB, 148 MB/s) [4m11s:9m16s] 29% |██████████ | (35/117 GB, 148 MB/s) [4m11s:9m16s] 29% |██████████ | (35/117 GB, 148 MB/s) [4m11s:9m16s] 29% |█████████ | (35/117 GB, 134 MB/s) [4m11s:10m16s] 29% |█████████ | (35/117 GB, 134 MB/s) [4m11s:10m16s] 29% |█████████ | (35/117 GB, 134 MB/s) [4m11s:10m16s] 29% |█████████ | (35/117 GB, 134 MB/s) [4m11s:10m16s] 29% |█████████ | (35/117 GB, 134 MB/s) [4m11s:10m16s] 29% |█████████ | (35/117 GB, 134 MB/s) [4m12s:10m16s] 29% |██████████ | (35/117 GB, 124 MB/s) [4m12s:11m1s] 29% |██████████ | (35/117 GB, 124 MB/s) [4m12s:11m1s] 29% |██████████ | (35/117 GB, 124 MB/s) [4m12s:11m1s] 29% |██████████ | (35/117 GB, 124 MB/s) [4m12s:11m1s] 29% |██████████ | (35/117 GB, 124 MB/s) [4m12s:11m1s] 29% |██████████ | (35/117 GB, 124 MB/s) [4m12s:11m5s] 29% |██████████ | (35/117 GB, 124 MB/s) [4m13s:11m5s] 29% |█████████ | (35/117 GB, 126 MB/s) [4m13s:10m49s] 29% |█████████ | (35/117 GB, 126 MB/s) [4m13s:10m49s] 29% |█████████ | (35/117 GB, 126 MB/s) [4m13s:10m49s] 29% |█████████ | (35/117 GB, 126 MB/s) [4m13s:10m49s] 29% |█████████ | (35/117 GB, 126 MB/s) [4m13s:10m49s] 29% |█████████ | (35/117 GB, 125 MB/s) [4m13s:10m54s] 29% |█████████ | (35/117 GB, 125 MB/s) [4m13s:10m54s] 29% |█████████ | (35/117 GB, 125 MB/s) [4m13s:10m54s] 29% |█████████ | (35/117 GB, 125 MB/s) [4m13s:10m54s] 29% |█████████ | (35/117 GB, 125 MB/s) [4m13s:10m54s] 29% |█████████ | (35/117 GB, 125 MB/s) [4m13s:10m53s] 29% |█████████ | (35/117 GB, 125 MB/s) [4m14s:10m53s] 29% |█████████ | (35/117 GB, 125 MB/s) [4m14s:10m53s] 29% |█████████ | (35/117 GB, 129 MB/s) [4m14s:10m34s] 29% |█████████ | (35/117 GB, 129 MB/s) [4m14s:10m34s] 29% |█████████ | (35/117 GB, 129 MB/s) [4m14s:10m34s] 29% |██████████ | (35/117 GB, 113 MB/s) [4m16s:12m6s] 29% |██████████ | (35/117 GB, 113 MB/s) [4m16s:12m6s] 30% |██████████ | (35/117 GB, 113 MB/s) [4m16s:12m5s] 30% |██████████ | (35/117 GB, 113 MB/s) [4m16s:12m5s] 30% |██████████ | (35/117 GB, 113 MB/s) [4m16s:12m5s] 30% |██████████ | (35/117 GB, 113 MB/s) [4m16s:12m5s] 30% |██████████ | (35/117 GB, 108 MB/s) [4m16s:12m39s] 30% |██████████ | (35/117 GB, 108 MB/s) [4m16s:12m38s] 30% |██████████ | (35/117 GB, 108 MB/s) [4m16s:12m38s] 30% |██████████ | (35/117 GB, 108 MB/s) [4m16s:12m38s] 30% |██████████ | (35/117 GB, 108 MB/s) [4m16s:12m38s] 30% |██████████ | (35/117 GB, 108 MB/s) [4m16s:12m38s] 30% |██████████ | (35/117 GB, 108 MB/s) [4m16s:12m38s] 30% |██████████ | (35/117 GB, 108 MB/s) [4m17s:12m37s] 30% |██████████ | (35/117 GB, 127 MB/s) [4m17s:10m44s] 30% |██████████ | (35/117 GB, 127 MB/s) [4m17s:10m44s] 30% |██████████ | (35/117 GB, 127 MB/s) [4m17s:10m44s] 30% |██████████ | (35/117 GB, 127 MB/s) [4m17s:10m43s] 30% |██████████ | (35/117 GB, 127 MB/s) [4m17s:10m43s] 30% |██████████ | (35/117 GB, 136 MB/s) [4m17s:10m1s] 30% |██████████ | (35/117 GB, 136 MB/s) [4m17s:10m1s] 30% |██████████ | (35/117 GB, 136 MB/s) [4m17s:10m1s] 30% |██████████ | (35/117 GB, 136 MB/s) [4m17s:10m1s] 30% |██████████ | (36/117 GB, 136 MB/s) [4m17s:10m0s] 30% |██████████ | (36/117 GB, 136 MB/s) [4m18s:10m0s] 30% |██████████ | (36/117 GB, 136 MB/s) [4m18s:10m0s] 30% |██████████ | (36/117 GB, 136 MB/s) [4m18s:10m0s] 30% |██████████ | (36/117 GB, 154 MB/s) [4m18s:8m49s] 30% |██████████ | (36/117 GB, 142 MB/s) [4m19s:9m34s] 30% |██████████ | (36/117 GB, 142 MB/s) [4m20s:9m34s] 30% |██████████ | (36/117 GB, 142 MB/s) [4m20s:9m34s] 30% |██████████ | (36/117 GB, 142 MB/s) [4m20s:9m34s] 30% |██████████ | (36/117 GB, 142 MB/s) [4m20s:9m34s] 30% |██████████ | (36/117 GB, 142 MB/s) [4m20s:9m34s] 30% |██████████ | (36/117 GB, 142 MB/s) [4m20s:9m34s] 30% |██████████ | (36/117 GB, 148 MB/s) [4m20s:9m9s] 30% |██████████ | (36/117 GB, 148 MB/s) [4m20s:9m9s] 30% |██████████ | (36/117 GB, 148 MB/s) [4m20s:9m9s] 30% |██████████ | (36/117 GB, 148 MB/s) [4m20s:9m8s] 30% |██████████ | (36/117 GB, 151 MB/s) [4m21s:8m57s] 30% |██████████ | (36/117 GB, 151 MB/s) [4m21s:8m57s] 30% |██████████ | (36/117 GB, 151 MB/s) [4m21s:8m57s] 30% |██████████ | (36/117 GB, 151 MB/s) [4m21s:8m57s] 30% |██████████ | (36/117 GB, 149 MB/s) [4m21s:9m5s] 30% |██████████ | (36/117 GB, 149 MB/s) [4m21s:9m5s] 30% |██████████ | (36/117 GB, 149 MB/s) [4m21s:9m5s] 30% |██████████ | (36/117 GB, 149 MB/s) [4m21s:9m5s] 30% |██████████ | (36/117 GB, 149 MB/s) [4m21s:9m5s] 30% |██████████ | (36/117 GB, 149 MB/s) [4m21s:9m5s] 30% |██████████ | (36/117 GB, 146 MB/s) [4m22s:9m16s] 30% |██████████ | (36/117 GB, 146 MB/s) [4m22s:9m16s] 30% |██████████ | (36/117 GB, 146 MB/s) [4m22s:9m16s] 30% |██████████ | (36/117 GB, 146 MB/s) [4m22s:9m16s] 30% |██████████ | (36/117 GB, 146 MB/s) [4m22s:9m15s] 30% |██████████ | (36/117 GB, 146 MB/s) [4m22s:9m15s] 30% |██████████ | (36/117 GB, 156 MB/s) [4m22s:8m40s] 30% |██████████ | (36/117 GB, 156 MB/s) [4m22s:8m40s] 30% |██████████ | (36/117 GB, 156 MB/s) [4m22s:8m40s] 30% |██████████ | (36/117 GB, 156 MB/s) [4m22s:8m40s] 30% |██████████ | (36/117 GB, 156 MB/s) [4m23s:8m40s] 30% |██████████ | (36/117 GB, 149 MB/s) [4m23s:9m4s] 30% |██████████ | (36/117 GB, 149 MB/s) [4m23s:9m3s] 30% |██████████ | (36/117 GB, 149 MB/s) [4m23s:9m3s] 30% |██████████ | (36/117 GB, 149 MB/s) [4m23s:9m3s] 30% |██████████ | (36/117 GB, 149 MB/s) [4m23s:9m3s] 30% |██████████ | (36/117 GB, 149 MB/s) [4m23s:9m3s] 30% |██████████ | (36/117 GB, 149 MB/s) [4m23s:9m3s] 30% |██████████ | (36/117 GB, 144 MB/s) [4m23s:9m24s] 30% |██████████ | (36/117 GB, 144 MB/s) [4m23s:9m24s] 30% |██████████ | (36/117 GB, 144 MB/s) [4m23s:9m24s] 30% |██████████ | (36/117 GB, 144 MB/s) [4m24s:9m23s] 30% |██████████ | (36/117 GB, 144 MB/s) [4m24s:9m23s] 30% |██████████ | (36/117 GB, 144 MB/s) [4m24s:9m23s] 30% |██████████ | (36/117 GB, 144 MB/s) [4m24s:9m23s] 30% |██████████ | (36/117 GB, 146 MB/s) [4m24s:9m12s] 30% |██████████ | (36/117 GB, 146 MB/s) [4m24s:9m12s] 30% |██████████ | (36/117 GB, 146 MB/s) [4m24s:9m12s] 30% |██████████ | (36/117 GB, 146 MB/s) [4m24s:9m12s] 30% |██████████ | (36/117 GB, 146 MB/s) [4m24s:9m12s] 30% |██████████ | (36/117 GB, 146 MB/s) [4m24s:9m11s] 30% |██████████ | (36/117 GB, 133 MB/s) [4m24s:10m7s] 30% |██████████ | (36/117 GB, 133 MB/s) [4m25s:10m7s] 31% |██████████ | (36/117 GB, 133 MB/s) [4m25s:10m7s] 31% |██████████ | (36/117 GB, 133 MB/s) [4m25s:10m7s] 31% |██████████ | (36/117 GB, 133 MB/s) [4m25s:10m7s] 31% |██████████ | (36/117 GB, 133 MB/s) [4m25s:10m7s] 31% |██████████ | (36/117 GB, 133 MB/s) [4m25s:10m7s] 31% |██████████ | (36/117 GB, 154 MB/s) [4m25s:8m45s] 31% |██████████ | (36/117 GB, 154 MB/s) [4m25s:8m45s] 31% |██████████ | (36/117 GB, 154 MB/s) [4m25s:8m45s] 31% |██████████ | (36/117 GB, 154 MB/s) [4m25s:8m45s] 31% |██████████ | (36/117 GB, 154 MB/s) [4m25s:8m45s] 31% |███████████ | (36/117 GB, 149 MB/s) [4m25s:9m1s] 31% |███████████ | (36/117 GB, 149 MB/s) [4m26s:9m1s] 31% |███████████ | (36/117 GB, 149 MB/s) [4m26s:9m1s] 31% |███████████ | (36/117 GB, 149 MB/s) [4m26s:9m0s] 31% |███████████ | (36/117 GB, 149 MB/s) [4m26s:9m0s] 31% |██████████ | (36/117 GB, 154 MB/s) [4m26s:8m44s] 31% |██████████ | (37/117 GB, 154 MB/s) [4m26s:8m44s] 31% |██████████ | (37/117 GB, 154 MB/s) [4m26s:8m44s] 31% |██████████ | (37/117 GB, 144 MB/s) [4m28s:9m20s] 31% |██████████ | (37/117 GB, 144 MB/s) [4m28s:9m20s] 31% |██████████ | (37/117 GB, 144 MB/s) [4m28s:9m20s] 31% |██████████ | (37/117 GB, 144 MB/s) [4m28s:9m20s] 31% |██████████ | (37/117 GB, 144 MB/s) [4m28s:9m20s] 31% |██████████ | (37/117 GB, 144 MB/s) [4m28s:9m20s] 31% |██████████ | (37/117 GB, 144 MB/s) [4m29s:9m20s] 31% |██████████ | (37/117 GB, 139 MB/s) [4m29s:9m38s] 31% |██████████ | (37/117 GB, 139 MB/s) [4m29s:9m38s] 31% |██████████ | (37/117 GB, 139 MB/s) [4m29s:9m38s] 31% |██████████ | (37/117 GB, 139 MB/s) [4m29s:9m37s] 31% |██████████ | (37/117 GB, 139 MB/s) [4m29s:9m37s] 31% |██████████ | (37/117 GB, 139 MB/s) [4m29s:9m37s] 31% |██████████ | (37/117 GB, 139 MB/s) [4m29s:9m37s] 31% |██████████ | (37/117 GB, 139 MB/s) [4m29s:9m37s] 31% |██████████ | (37/117 GB, 155 MB/s) [4m29s:8m36s] 31% |██████████ | (37/117 GB, 155 MB/s) [4m29s:8m36s] 31% |██████████ | (37/117 GB, 155 MB/s) [4m29s:8m36s] 31% |██████████ | (37/117 GB, 155 MB/s) [4m30s:8m36s] 31% |██████████ | (37/117 GB, 155 MB/s) [4m30s:8m35s] 31% |██████████ | (37/117 GB, 162 MB/s) [4m30s:8m15s] 31% |██████████ | (37/117 GB, 162 MB/s) [4m30s:8m15s] 31% |██████████ | (37/117 GB, 162 MB/s) [4m30s:8m15s] 31% |██████████ | (37/117 GB, 162 MB/s) [4m30s:8m15s] 31% |██████████ | (37/117 GB, 155 MB/s) [4m30s:8m36s] 31% |██████████ | (37/117 GB, 155 MB/s) [4m30s:8m36s] 31% |██████████ | (37/117 GB, 155 MB/s) [4m30s:8m36s] 31% |██████████ | (37/117 GB, 155 MB/s) [4m30s:8m36s] 31% |██████████ | (37/117 GB, 155 MB/s) [4m31s:8m36s] 31% |███████████ | (37/117 GB, 148 MB/s) [4m31s:9m1s] 31% |███████████ | (37/117 GB, 148 MB/s) [4m31s:9m1s] 31% |███████████ | (37/117 GB, 148 MB/s) [4m31s:9m0s] 31% |███████████ | (37/117 GB, 148 MB/s) [4m31s:9m0s] 31% |███████████ | (37/117 GB, 148 MB/s) [4m31s:9m0s] 31% |███████████ | (37/117 GB, 148 MB/s) [4m31s:9m0s] 31% |██████████ | (37/117 GB, 153 MB/s) [4m31s:8m42s] 31% |██████████ | (37/117 GB, 153 MB/s) [4m31s:8m42s] 31% |██████████ | (37/117 GB, 153 MB/s) [4m31s:8m41s] 31% |██████████ | (37/117 GB, 153 MB/s) [4m31s:8m41s] 31% |██████████ | (37/117 GB, 153 MB/s) [4m32s:8m41s] 31% |██████████ | (37/117 GB, 144 MB/s) [4m32s:9m13s] 31% |██████████ | (37/117 GB, 144 MB/s) [4m32s:9m13s] 31% |██████████ | (37/117 GB, 144 MB/s) [4m32s:9m13s] 31% |██████████ | (37/117 GB, 144 MB/s) [4m32s:9m13s] 31% |██████████ | (37/117 GB, 144 MB/s) [4m32s:9m13s] 31% |██████████ | (37/117 GB, 144 MB/s) [4m32s:9m12s] 31% |██████████ | (37/117 GB, 144 MB/s) [4m32s:9m12s] 31% |███████████ | (37/117 GB, 147 MB/s) [4m32s:9m4s] 31% |███████████ | (37/117 GB, 147 MB/s) [4m32s:9m4s] 31% |███████████ | (37/117 GB, 147 MB/s) [4m32s:9m4s] 31% |███████████ | (37/117 GB, 147 MB/s) [4m33s:9m4s] 31% |███████████ | (37/117 GB, 147 MB/s) [4m33s:9m4s] 31% |███████████ | (37/117 GB, 147 MB/s) [4m33s:9m4s] 31% |██████████ | (37/117 GB, 145 MB/s) [4m33s:9m10s] 31% |██████████ | (37/117 GB, 145 MB/s) [4m33s:9m10s] 31% |██████████ | (37/117 GB, 145 MB/s) [4m33s:9m10s] 31% |██████████ | (37/117 GB, 145 MB/s) [4m33s:9m10s] 31% |███████████ | (37/117 GB, 145 MB/s) [4m33s:9m9s] 31% |███████████ | (37/117 GB, 145 MB/s) [4m33s:9m9s] 31% |███████████ | (37/117 GB, 145 MB/s) [4m33s:9m9s] 31% |██████████ | (37/117 GB, 161 MB/s) [4m33s:8m15s] 31% |██████████ | (37/117 GB, 161 MB/s) [4m33s:8m15s] 31% |██████████ | (38/117 GB, 161 MB/s) [4m34s:8m15s] 31% |██████████ | (38/117 GB, 161 MB/s) [4m34s:8m14s] 32% |███████████ | (38/117 GB, 161 MB/s) [4m34s:8m14s] 32% |███████████ | (38/117 GB, 162 MB/s) [4m34s:8m11s] 32% |███████████ | (38/117 GB, 162 MB/s) [4m34s:8m11s] 32% |███████████ | (38/117 GB, 162 MB/s) [4m34s:8m11s] 32% |███████████ | (38/117 GB, 162 MB/s) [4m34s:8m11s] 32% |███████████ | (38/117 GB, 162 MB/s) [4m34s:8m11s] 32% |███████████ | (38/117 GB, 142 MB/s) [4m34s:9m20s] 32% |███████████ | (38/117 GB, 142 MB/s) [4m34s:9m20s] 32% |███████████ | (38/117 GB, 142 MB/s) [4m34s:9m20s] 32% |███████████ | (38/117 GB, 142 MB/s) [4m35s:9m19s] 32% |███████████ | (38/117 GB, 142 MB/s) [4m35s:9m19s] 32% |███████████ | (38/117 GB, 142 MB/s) [4m35s:9m19s] 32% |███████████ | (38/117 GB, 142 MB/s) [4m35s:9m19s] 32% |███████████ | (38/117 GB, 150 MB/s) [4m35s:8m51s] 32% |███████████ | (38/117 GB, 150 MB/s) [4m35s:8m51s] 32% |███████████ | (38/117 GB, 150 MB/s) [4m35s:8m51s] 32% |███████████ | (38/117 GB, 150 MB/s) [4m35s:8m51s] 32% |███████████ | (38/117 GB, 150 MB/s) [4m35s:8m50s] 32% |███████████ | (38/117 GB, 150 MB/s) [4m35s:8m50s] 32% |███████████ | (38/117 GB, 150 MB/s) [4m35s:8m50s] 32% |███████████ | (38/117 GB, 157 MB/s) [4m35s:8m24s] 32% |███████████ | (38/117 GB, 157 MB/s) [4m35s:8m24s] 32% |███████████ | (38/117 GB, 157 MB/s) [4m35s:8m24s] 32% |███████████ | (38/117 GB, 157 MB/s) [4m36s:8m24s] 32% |███████████ | (38/117 GB, 157 MB/s) [4m36s:8m24s] 32% |███████████ | (38/117 GB, 157 MB/s) [4m36s:8m24s] 32% |███████████ | (38/117 GB, 171 MB/s) [4m36s:7m42s] 32% |███████████ | (38/117 GB, 171 MB/s) [4m36s:7m42s] 32% |███████████ | (38/117 GB, 171 MB/s) [4m36s:7m42s] 32% |███████████ | (38/117 GB, 171 MB/s) [4m36s:7m42s] 32% |███████████ | (38/117 GB, 171 MB/s) [4m36s:7m42s] 32% |███████████ | (38/117 GB, 171 MB/s) [4m36s:7m42s] 32% |███████████ | (38/117 GB, 171 MB/s) [4m36s:7m41s] 32% |███████████ | (38/117 GB, 171 MB/s) [4m36s:7m41s] 32% |███████████ | (38/117 GB, 176 MB/s) [4m36s:7m29s] 32% |███████████ | (38/117 GB, 176 MB/s) [4m36s:7m29s] 32% |███████████ | (38/117 GB, 176 MB/s) [4m37s:7m29s] 32% |███████████ | (38/117 GB, 176 MB/s) [4m37s:7m29s] 32% |███████████ | (38/117 GB, 176 MB/s) [4m37s:7m29s] 32% |███████████ | (38/117 GB, 178 MB/s) [4m37s:7m24s] 32% |███████████ | (38/117 GB, 178 MB/s) [4m37s:7m24s] 32% |███████████ | (38/117 GB, 178 MB/s) [4m37s:7m24s] 32% |███████████ | (38/117 GB, 178 MB/s) [4m37s:7m24s] 32% |███████████ | (38/117 GB, 178 MB/s) [4m37s:7m24s] 32% |███████████ | (38/117 GB, 178 MB/s) [4m37s:7m24s] 32% |███████████ | (38/117 GB, 174 MB/s) [4m37s:7m32s] 32% |███████████ | (38/117 GB, 174 MB/s) [4m37s:7m32s] 32% |███████████ | (38/117 GB, 174 MB/s) [4m37s:7m32s] 32% |███████████ | (38/117 GB, 174 MB/s) [4m38s:7m32s] 32% |███████████ | (38/117 GB, 174 MB/s) [4m38s:7m32s] 32% |███████████ | (38/117 GB, 174 MB/s) [4m38s:7m32s] 32% |███████████ | (38/117 GB, 174 MB/s) [4m38s:7m31s] 32% |███████████ | (38/117 GB, 174 MB/s) [4m38s:7m31s] 32% |███████████ | (38/117 GB, 186 MB/s) [4m38s:7m3s] 32% |███████████ | (38/117 GB, 186 MB/s) [4m38s:7m3s] 32% |███████████ | (38/117 GB, 186 MB/s) [4m38s:7m3s] 32% |███████████ | (38/117 GB, 186 MB/s) [4m38s:7m3s] 32% |███████████ | (38/117 GB, 186 MB/s) [4m38s:7m3s] 32% |███████████ | (38/117 GB, 183 MB/s) [4m38s:7m10s] 32% |███████████ | (38/117 GB, 183 MB/s) [4m38s:7m10s] 32% |███████████ | (38/117 GB, 183 MB/s) [4m39s:7m10s] 32% |███████████ | (38/117 GB, 183 MB/s) [4m39s:7m10s] 32% |███████████ | (38/117 GB, 183 MB/s) [4m39s:7m10s] 32% |███████████ | (38/117 GB, 183 MB/s) [4m39s:7m10s] 32% |███████████ | (38/117 GB, 183 MB/s) [4m39s:7m9s] 32% |███████████ | (38/117 GB, 188 MB/s) [4m39s:6m57s] 32% |███████████ | (38/117 GB, 188 MB/s) [4m39s:6m57s] 32% |███████████ | (38/117 GB, 188 MB/s) [4m39s:6m57s] 32% |███████████ | (38/117 GB, 188 MB/s) [4m39s:6m57s] 32% |███████████ | (38/117 GB, 186 MB/s) [4m40s:7m1s] 32% |███████████ | (38/117 GB, 186 MB/s) [4m40s:7m1s] 32% |███████████ | (38/117 GB, 186 MB/s) [4m40s:7m1s] 32% |███████████ | (38/117 GB, 186 MB/s) [4m40s:7m1s] 32% |███████████ | (38/117 GB, 186 MB/s) [4m40s:7m1s] 32% |███████████ | (38/117 GB, 167 MB/s) [4m40s:7m49s] 32% |███████████ | (38/117 GB, 167 MB/s) [4m40s:7m49s] 32% |███████████ | (38/117 GB, 167 MB/s) [4m40s:7m49s] 32% |███████████ | (38/117 GB, 167 MB/s) [4m40s:7m49s] 32% |███████████ | (38/117 GB, 167 MB/s) [4m41s:7m49s] 32% |███████████ | (39/117 GB, 151 MB/s) [4m41s:8m39s] 32% |███████████ | (39/117 GB, 151 MB/s) [4m41s:8m39s] 32% |███████████ | (39/117 GB, 151 MB/s) [4m41s:8m39s] 32% |███████████ | (39/117 GB, 151 MB/s) [4m41s:8m39s] 32% |███████████ | (39/117 GB, 151 MB/s) [4m41s:8m39s] 32% |███████████ | (39/117 GB, 151 MB/s) [4m41s:8m39s] 33% |███████████ | (39/117 GB, 142 MB/s) [4m41s:9m12s] 33% |███████████ | (39/117 GB, 142 MB/s) [4m41s:9m12s] 33% |███████████ | (39/117 GB, 142 MB/s) [4m41s:9m12s] 33% |███████████ | (39/117 GB, 142 MB/s) [4m41s:9m12s] 33% |███████████ | (39/117 GB, 142 MB/s) [4m42s:9m12s] 33% |███████████ | (39/117 GB, 142 MB/s) [4m42s:9m12s] 33% |███████████ | (39/117 GB, 134 MB/s) [4m42s:9m43s] 33% |███████████ | (39/117 GB, 134 MB/s) [4m42s:9m43s] 33% |███████████ | (39/117 GB, 134 MB/s) [4m42s:9m43s] 33% |███████████ | (39/117 GB, 134 MB/s) [4m42s:9m42s] 33% |███████████ | (39/117 GB, 134 MB/s) [4m42s:9m42s] 33% |███████████ | (39/117 GB, 129 MB/s) [4m42s:10m7s] 33% |███████████ | (39/117 GB, 129 MB/s) [4m42s:10m7s] 33% |███████████ | (39/117 GB, 129 MB/s) [4m42s:10m7s] 33% |███████████ | (39/117 GB, 129 MB/s) [4m42s:10m6s] 33% |███████████ | (39/117 GB, 129 MB/s) [4m42s:10m6s] 33% |███████████ | (39/117 GB, 129 MB/s) [4m43s:10m6s] 33% |███████████ | (39/117 GB, 135 MB/s) [4m43s:9m41s] 33% |███████████ | (39/117 GB, 135 MB/s) [4m43s:9m41s] 33% |███████████ | (39/117 GB, 135 MB/s) [4m43s:9m41s] 33% |███████████ | (39/117 GB, 135 MB/s) [4m43s:9m41s] 33% |███████████ | (39/117 GB, 135 MB/s) [4m43s:9m40s] 33% |███████████ | (39/117 GB, 135 MB/s) [4m43s:9m40s] 33% |███████████ | (39/117 GB, 124 MB/s) [4m43s:10m29s] 33% |███████████ | (39/117 GB, 124 MB/s) [4m43s:10m29s] 33% |███████████ | (39/117 GB, 124 MB/s) [4m44s:10m29s] 33% |███████████ | (39/117 GB, 124 MB/s) [4m44s:10m29s] 33% |███████████ | (39/117 GB, 124 MB/s) [4m44s:10m29s] 33% |███████████ | (39/117 GB, 125 MB/s) [4m44s:10m26s] 33% |███████████ | (39/117 GB, 125 MB/s) [4m44s:10m26s] 33% |███████████ | (39/117 GB, 125 MB/s) [4m44s:10m26s] 33% |███████████ | (39/117 GB, 112 MB/s) [4m44s:11m36s] 33% |███████████ | (39/117 GB, 112 MB/s) [4m44s:11m36s] 33% |███████████ | (39/117 GB, 112 MB/s) [4m45s:11m36s] 33% |███████████ | (39/117 GB, 112 MB/s) [4m45s:11m36s] 33% |███████████ | (39/117 GB, 112 MB/s) [4m45s:11m36s] 33% |███████████ | (39/117 GB, 112 MB/s) [4m45s:11m34s] 33% |███████████ | (39/117 GB, 112 MB/s) [4m45s:11m33s] 33% |███████████ | (39/117 GB, 112 MB/s) [4m45s:11m33s] 33% |███████████ | (39/117 GB, 112 MB/s) [4m45s:11m33s] 33% |███████████ | (39/117 GB, 112 MB/s) [4m45s:11m33s] 33% |███████████ | (39/117 GB, 112 MB/s) [4m45s:11m33s] 33% |███████████ | (39/117 GB, 112 MB/s) [4m45s:11m33s] 33% |███████████ | (39/117 GB, 132 MB/s) [4m45s:9m51s] 33% |███████████ | (39/117 GB, 132 MB/s) [4m45s:9m51s] 33% |███████████ | (39/117 GB, 132 MB/s) [4m45s:9m51s] 33% |███████████ | (39/117 GB, 132 MB/s) [4m46s:9m51s] 33% |███████████ | (39/117 GB, 132 MB/s) [4m46s:9m50s] 33% |███████████ | (39/117 GB, 132 MB/s) [4m46s:9m50s] 33% |███████████ | (39/117 GB, 149 MB/s) [4m46s:8m41s] 33% |███████████ | (39/117 GB, 149 MB/s) [4m46s:8m41s] 33% |███████████ | (39/117 GB, 149 MB/s) [4m46s:8m40s] 33% |███████████ | (39/117 GB, 149 MB/s) [4m46s:8m40s] 33% |███████████ | (39/117 GB, 149 MB/s) [4m46s:8m40s] 33% |███████████ | (39/117 GB, 149 MB/s) [4m46s:8m40s] 33% |███████████ | (39/117 GB, 149 MB/s) [4m46s:8m40s] 33% |███████████ | (39/117 GB, 154 MB/s) [4m46s:8m24s] 33% |███████████ | (39/117 GB, 154 MB/s) [4m47s:8m24s] 33% |███████████ | (39/117 GB, 154 MB/s) [4m47s:8m24s] 33% |███████████ | (40/117 GB, 154 MB/s) [4m47s:8m24s] 33% |███████████ | (40/117 GB, 154 MB/s) [4m47s:8m24s] 33% |███████████ | (40/117 GB, 154 MB/s) [4m47s:8m24s] 33% |███████████ | (40/117 GB, 154 MB/s) [4m47s:8m23s] 33% |███████████ | (40/117 GB, 160 MB/s) [4m47s:8m4s] 33% |███████████ | (40/117 GB, 160 MB/s) [4m47s:8m4s] 33% |███████████ | (40/117 GB, 160 MB/s) [4m47s:8m4s] 33% |███████████ | (40/117 GB, 160 MB/s) [4m47s:8m4s] 33% |███████████ | (40/117 GB, 160 MB/s) [4m47s:8m3s] 33% |███████████ | (40/117 GB, 163 MB/s) [4m47s:7m56s] 33% |███████████ | (40/117 GB, 163 MB/s) [4m48s:7m55s] 33% |███████████ | (40/117 GB, 163 MB/s) [4m48s:7m55s] 33% |███████████ | (40/117 GB, 163 MB/s) [4m48s:7m55s] 33% |███████████ | (40/117 GB, 163 MB/s) [4m48s:7m55s] 33% |███████████ | (40/117 GB, 155 MB/s) [4m48s:8m19s] 33% |███████████ | (40/117 GB, 155 MB/s) [4m48s:8m19s] 33% |███████████ | (40/117 GB, 155 MB/s) [4m48s:8m19s] 33% |███████████ | (40/117 GB, 155 MB/s) [4m48s:8m18s] 33% |███████████ | (40/117 GB, 155 MB/s) [4m48s:8m18s] 33% |███████████ | (40/117 GB, 157 MB/s) [4m48s:8m13s] 33% |███████████ | (40/117 GB, 157 MB/s) [4m49s:8m13s] 33% |███████████ | (40/117 GB, 157 MB/s) [4m49s:8m13s] 33% |███████████ | (40/117 GB, 157 MB/s) [4m49s:8m13s] 33% |███████████ | (40/117 GB, 157 MB/s) [4m49s:8m13s] 34% |███████████ | (40/117 GB, 157 MB/s) [4m49s:8m12s] 34% |███████████ | (40/117 GB, 156 MB/s) [4m49s:8m15s] 34% |███████████ | (40/117 GB, 156 MB/s) [4m49s:8m14s] 34% |███████████ | (40/117 GB, 156 MB/s) [4m49s:8m14s] 34% |███████████ | (40/117 GB, 156 MB/s) [4m49s:8m14s] 34% |███████████ | (40/117 GB, 156 MB/s) [4m49s:8m14s] 34% |███████████ | (40/117 GB, 156 MB/s) [4m50s:8m14s] 34% |████████████ | (40/117 GB, 159 MB/s) [4m50s:8m4s] 34% |████████████ | (40/117 GB, 159 MB/s) [4m50s:8m4s] 34% |████████████ | (40/117 GB, 159 MB/s) [4m50s:8m4s] 34% |████████████ | (40/117 GB, 159 MB/s) [4m50s:8m4s] 34% |████████████ | (40/117 GB, 159 MB/s) [4m50s:8m4s] 34% |████████████ | (40/117 GB, 159 MB/s) [4m50s:8m3s] 34% |███████████ | (40/117 GB, 162 MB/s) [4m50s:7m55s] 34% |███████████ | (40/117 GB, 162 MB/s) [4m50s:7m55s] 34% |███████████ | (40/117 GB, 162 MB/s) [4m50s:7m54s] 34% |███████████ | (40/117 GB, 162 MB/s) [4m50s:7m54s] 34% |███████████ | (40/117 GB, 162 MB/s) [4m51s:7m54s] 34% |███████████ | (40/117 GB, 162 MB/s) [4m51s:7m54s] 34% |███████████ | (40/117 GB, 162 MB/s) [4m51s:7m54s] 34% |████████████ | (40/117 GB, 158 MB/s) [4m51s:8m6s] 34% |████████████ | (40/117 GB, 158 MB/s) [4m51s:8m6s] 34% |████████████ | (40/117 GB, 158 MB/s) [4m51s:8m6s] 34% |████████████ | (40/117 GB, 158 MB/s) [4m51s:8m6s] 34% |████████████ | (40/117 GB, 158 MB/s) [4m51s:8m6s] 34% |████████████ | (40/117 GB, 158 MB/s) [4m51s:8m5s] 34% |███████████ | (40/117 GB, 155 MB/s) [4m51s:8m16s] 34% |███████████ | (40/117 GB, 155 MB/s) [4m51s:8m16s] 34% |███████████ | (40/117 GB, 155 MB/s) [4m51s:8m16s] 34% |███████████ | (40/117 GB, 155 MB/s) [4m51s:8m16s] 34% |███████████ | (40/117 GB, 155 MB/s) [4m52s:8m16s] 34% |███████████ | (40/117 GB, 155 MB/s) [4m52s:8m16s] 34% |███████████ | (40/117 GB, 157 MB/s) [4m52s:8m10s] 34% |███████████ | (40/117 GB, 157 MB/s) [4m52s:8m10s] 34% |███████████ | (40/117 GB, 157 MB/s) [4m52s:8m10s] 34% |████████████ | (40/117 GB, 140 MB/s) [4m53s:9m9s] 34% |████████████ | (40/117 GB, 140 MB/s) [4m53s:9m9s] 34% |████████████ | (40/117 GB, 140 MB/s) [4m53s:9m9s] 34% |████████████ | (40/117 GB, 140 MB/s) [4m53s:9m9s] 34% |████████████ | (40/117 GB, 140 MB/s) [4m53s:9m9s] 34% |███████████ | (40/117 GB, 135 MB/s) [4m53s:9m26s] 34% |███████████ | (40/117 GB, 135 MB/s) [4m53s:9m26s] 34% |███████████ | (40/117 GB, 135 MB/s) [4m53s:9m26s] 34% |███████████ | (40/117 GB, 135 MB/s) [4m53s:9m26s] 34% |███████████ | (40/117 GB, 135 MB/s) [4m54s:9m25s] 34% |████████████ | (40/117 GB, 140 MB/s) [4m54s:9m8s] 34% |████████████ | (40/117 GB, 140 MB/s) [4m54s:9m8s] 34% |████████████ | (40/117 GB, 140 MB/s) [4m54s:9m8s] 34% |████████████ | (40/117 GB, 140 MB/s) [4m54s:9m7s] 34% |████████████ | (40/117 GB, 140 MB/s) [4m54s:9m7s] 34% |████████████ | (40/117 GB, 140 MB/s) [4m54s:9m7s] 34% |████████████ | (40/117 GB, 140 MB/s) [4m54s:9m7s] 34% |███████████ | (40/117 GB, 144 MB/s) [4m54s:8m51s] 34% |███████████ | (41/117 GB, 144 MB/s) [4m54s:8m51s] 34% |███████████ | (41/117 GB, 144 MB/s) [4m54s:8m51s] 34% |███████████ | (41/117 GB, 144 MB/s) [4m55s:8m51s] 34% |███████████ | (41/117 GB, 144 MB/s) [4m55s:8m51s] 34% |███████████ | (41/117 GB, 145 MB/s) [4m55s:8m48s] 34% |███████████ | (41/117 GB, 145 MB/s) [4m55s:8m48s] 34% |███████████ | (41/117 GB, 145 MB/s) [4m55s:8m48s] 34% |███████████ | (41/117 GB, 137 MB/s) [4m56s:9m16s] 34% |███████████ | (41/117 GB, 137 MB/s) [4m56s:9m16s] 34% |███████████ | (41/117 GB, 137 MB/s) [4m56s:9m16s] 34% |███████████ | (41/117 GB, 137 MB/s) [4m56s:9m16s] 34% |███████████ | (41/117 GB, 137 MB/s) [4m56s:9m16s] 34% |███████████ | (41/117 GB, 133 MB/s) [4m56s:9m33s] 34% |███████████ | (41/117 GB, 133 MB/s) [4m56s:9m33s] 34% |███████████ | (41/117 GB, 133 MB/s) [4m56s:9m33s] 34% |███████████ | (41/117 GB, 133 MB/s) [4m57s:9m33s] 34% |███████████ | (41/117 GB, 119 MB/s) [4m57s:10m41s] 34% |███████████ | (41/117 GB, 119 MB/s) [4m57s:10m41s] 34% |███████████ | (41/117 GB, 119 MB/s) [4m57s:10m41s] 34% |███████████ | (41/117 GB, 119 MB/s) [4m57s:10m41s] 34% |███████████ | (41/117 GB, 119 MB/s) [4m57s:10m41s] 34% |███████████ | (41/117 GB, 119 MB/s) [4m57s:10m41s] 34% |███████████ | (41/117 GB, 118 MB/s) [4m57s:10m47s] 34% |███████████ | (41/117 GB, 118 MB/s) [4m57s:10m47s] 34% |███████████ | (41/117 GB, 118 MB/s) [4m57s:10m47s] 34% |███████████ | (41/117 GB, 118 MB/s) [4m57s:10m46s] 34% |███████████ | (41/117 GB, 118 MB/s) [4m57s:10m46s] 34% |███████████ | (41/117 GB, 112 MB/s) [4m58s:11m23s] 34% |███████████ | (41/117 GB, 112 MB/s) [4m58s:11m23s] 34% |███████████ | (41/117 GB, 112 MB/s) [4m58s:11m23s] 34% |███████████ | (41/117 GB, 112 MB/s) [4m58s:11m23s] 34% |███████████ | (41/117 GB, 112 MB/s) [4m58s:11m22s] 34% |███████████ | (41/117 GB, 112 MB/s) [4m58s:11m22s] 35% |████████████ | (41/117 GB, 126 MB/s) [4m58s:10m5s] 35% |████████████ | (41/117 GB, 126 MB/s) [4m58s:10m5s] 35% |████████████ | (41/117 GB, 126 MB/s) [4m58s:10m5s] 35% |████████████ | (41/117 GB, 126 MB/s) [4m58s:10m5s] 35% |████████████ | (41/117 GB, 126 MB/s) [4m59s:10m5s] 35% |████████████ | (41/117 GB, 126 MB/s) [4m59s:10m4s] 35% |████████████ | (41/117 GB, 126 MB/s) [4m59s:10m4s] 35% |████████████ | (41/117 GB, 138 MB/s) [4m59s:9m12s] 35% |████████████ | (41/117 GB, 138 MB/s) [4m59s:9m12s] 35% |████████████ | (41/117 GB, 138 MB/s) [4m59s:9m12s] 35% |████████████ | (41/117 GB, 138 MB/s) [4m59s:9m12s] 35% |████████████ | (41/117 GB, 138 MB/s) [4m59s:9m12s] 35% |████████████ | (41/117 GB, 138 MB/s) [4m59s:9m11s] 35% |████████████ | (41/117 GB, 138 MB/s) [4m59s:9m11s] 35% |████████████ | (41/117 GB, 136 MB/s) [4m59s:9m16s] 35% |████████████ | (41/117 GB, 136 MB/s) [4m59s:9m16s] 35% |████████████ | (41/117 GB, 136 MB/s) [4m59s:9m16s] 35% |████████████ | (41/117 GB, 136 MB/s) [4m59s:9m16s] 35% |████████████ | (41/117 GB, 136 MB/s) [5m0s:9m16s] 35% |████████████ | (41/117 GB, 136 MB/s) [5m0s:9m16s] 35% |████████████ | (41/117 GB, 136 MB/s) [5m0s:9m15s] 35% |████████████ | (41/117 GB, 133 MB/s) [5m0s:9m31s] 35% |████████████ | (41/117 GB, 133 MB/s) [5m0s:9m31s] 35% |████████████ | (41/117 GB, 133 MB/s) [5m0s:9m31s] 35% |████████████ | (41/117 GB, 133 MB/s) [5m0s:9m31s] 35% |████████████ | (41/117 GB, 133 MB/s) [5m0s:9m31s] 35% |████████████ | (41/117 GB, 133 MB/s) [5m0s:9m31s] 35% |████████████ | (41/117 GB, 136 MB/s) [5m0s:9m17s] 35% |████████████ | (41/117 GB, 136 MB/s) [5m0s:9m17s] 35% |████████████ | (41/117 GB, 136 MB/s) [5m1s:9m17s] 35% |████████████ | (41/117 GB, 136 MB/s) [5m1s:9m17s] 35% |████████████ | (41/117 GB, 136 MB/s) [5m1s:9m17s] 35% |████████████ | (41/117 GB, 137 MB/s) [5m1s:9m13s] 35% |████████████ | (41/117 GB, 137 MB/s) [5m1s:9m13s] 35% |████████████ | (41/117 GB, 137 MB/s) [5m1s:9m13s] 35% |████████████ | (41/117 GB, 135 MB/s) [5m2s:9m21s] 35% |████████████ | (41/117 GB, 135 MB/s) [5m2s:9m21s] 35% |████████████ | (41/117 GB, 135 MB/s) [5m2s:9m20s] 35% |████████████ | (41/117 GB, 135 MB/s) [5m2s:9m20s] 35% |████████████ | (42/117 GB, 135 MB/s) [5m3s:9m20s] 35% |████████████ | (42/117 GB, 135 MB/s) [5m3s:9m20s] 35% |████████████ | (42/117 GB, 135 MB/s) [5m3s:9m20s] 35% |████████████ | (42/117 GB, 145 MB/s) [5m3s:8m41s] 35% |████████████ | (42/117 GB, 145 MB/s) [5m3s:8m41s] 35% |████████████ | (42/117 GB, 145 MB/s) [5m3s:8m41s] 35% |████████████ | (42/117 GB, 145 MB/s) [5m3s:8m41s] 35% |████████████ | (42/117 GB, 145 MB/s) [5m3s:8m40s] 35% |████████████ | (42/117 GB, 145 MB/s) [5m3s:8m40s] 35% |████████████ | (42/117 GB, 145 MB/s) [5m3s:8m40s] 35% |████████████ | (42/117 GB, 146 MB/s) [5m3s:8m35s] 35% |████████████ | (42/117 GB, 146 MB/s) [5m3s:8m35s] 35% |████████████ | (42/117 GB, 146 MB/s) [5m4s:8m35s] 35% |████████████ | (42/117 GB, 146 MB/s) [5m4s:8m35s] 35% |████████████ | (42/117 GB, 146 MB/s) [5m4s:8m35s] 35% |████████████ | (42/117 GB, 146 MB/s) [5m4s:8m35s] 35% |████████████ | (42/117 GB, 149 MB/s) [5m4s:8m25s] 35% |████████████ | (42/117 GB, 149 MB/s) [5m4s:8m25s] 35% |████████████ | (42/117 GB, 149 MB/s) [5m4s:8m24s] 35% |████████████ | (42/117 GB, 149 MB/s) [5m4s:8m24s] 35% |████████████ | (42/117 GB, 149 MB/s) [5m4s:8m24s] 35% |████████████ | (42/117 GB, 149 MB/s) [5m4s:8m24s] 35% |████████████ | (42/117 GB, 147 MB/s) [5m4s:8m32s] 35% |████████████ | (42/117 GB, 147 MB/s) [5m4s:8m32s] 35% |████████████ | (42/117 GB, 147 MB/s) [5m4s:8m32s] 35% |████████████ | (42/117 GB, 147 MB/s) [5m5s:8m32s] 35% |████████████ | (42/117 GB, 147 MB/s) [5m5s:8m32s] 35% |████████████ | (42/117 GB, 140 MB/s) [5m5s:8m57s] 35% |████████████ | (42/117 GB, 140 MB/s) [5m5s:8m56s] 35% |████████████ | (42/117 GB, 140 MB/s) [5m5s:8m56s] 35% |████████████ | (42/117 GB, 140 MB/s) [5m5s:8m56s] 35% |████████████ | (42/117 GB, 140 MB/s) [5m5s:8m56s] 35% |████████████ | (42/117 GB, 140 MB/s) [5m5s:8m56s] 35% |████████████ | (42/117 GB, 142 MB/s) [5m6s:8m48s] 35% |████████████ | (42/117 GB, 142 MB/s) [5m6s:8m48s] 35% |████████████ | (42/117 GB, 142 MB/s) [5m6s:8m48s] 35% |████████████ | (42/117 GB, 142 MB/s) [5m6s:8m48s] 35% |████████████ | (42/117 GB, 142 MB/s) [5m6s:8m48s] 35% |████████████ | (42/117 GB, 142 MB/s) [5m6s:8m48s] 35% |████████████ | (42/117 GB, 142 MB/s) [5m6s:8m47s] 35% |████████████ | (42/117 GB, 148 MB/s) [5m6s:8m25s] 35% |████████████ | (42/117 GB, 148 MB/s) [5m6s:8m25s] 35% |████████████ | (42/117 GB, 148 MB/s) [5m6s:8m25s] 35% |████████████ | (42/117 GB, 148 MB/s) [5m6s:8m25s] 35% |████████████ | (42/117 GB, 148 MB/s) [5m6s:8m25s] 35% |████████████ | (42/117 GB, 138 MB/s) [5m7s:9m4s] 35% |████████████ | (42/117 GB, 138 MB/s) [5m7s:9m4s] 35% |████████████ | (42/117 GB, 138 MB/s) [5m7s:9m4s] 35% |████████████ | (42/117 GB, 138 MB/s) [5m7s:9m4s] 36% |█████████████ | (42/117 GB, 138 MB/s) [5m7s:9m3s] 36% |█████████████ | (42/117 GB, 138 MB/s) [5m7s:9m3s] 36% |████████████ | (42/117 GB, 151 MB/s) [5m7s:8m16s] 36% |████████████ | (42/117 GB, 151 MB/s) [5m7s:8m16s] 36% |████████████ | (42/117 GB, 151 MB/s) [5m7s:8m16s] 36% |████████████ | (42/117 GB, 151 MB/s) [5m7s:8m16s] 36% |████████████ | (42/117 GB, 151 MB/s) [5m7s:8m16s] 36% |████████████ | (42/117 GB, 165 MB/s) [5m8s:7m33s] 36% |████████████ | (42/117 GB, 165 MB/s) [5m8s:7m33s] 36% |████████████ | (42/117 GB, 165 MB/s) [5m8s:7m33s] 36% |████████████ | (42/117 GB, 161 MB/s) [5m8s:7m43s] 36% |████████████ | (42/117 GB, 161 MB/s) [5m8s:7m43s] 36% |████████████ | (42/117 GB, 161 MB/s) [5m8s:7m43s] 36% |████████████ | (42/117 GB, 161 MB/s) [5m8s:7m43s] 36% |████████████ | (42/117 GB, 161 MB/s) [5m8s:7m43s] 36% |████████████ | (42/117 GB, 161 MB/s) [5m8s:7m43s] 36% |████████████ | (42/117 GB, 161 MB/s) [5m8s:7m43s] 36% |████████████ | (42/117 GB, 161 MB/s) [5m9s:7m42s] 36% |████████████ | (42/117 GB, 167 MB/s) [5m9s:7m26s] 36% |████████████ | (42/117 GB, 167 MB/s) [5m9s:7m26s] 36% |████████████ | (42/117 GB, 167 MB/s) [5m9s:7m26s] 36% |████████████ | (42/117 GB, 167 MB/s) [5m9s:7m26s] 36% |████████████ | (42/117 GB, 164 MB/s) [5m9s:7m35s] 36% |████████████ | (43/117 GB, 164 MB/s) [5m9s:7m35s] 36% |████████████ | (43/117 GB, 164 MB/s) [5m9s:7m35s] 36% |████████████ | (43/117 GB, 153 MB/s) [5m10s:8m5s] 36% |████████████ | (43/117 GB, 153 MB/s) [5m10s:8m5s] 36% |████████████ | (43/117 GB, 153 MB/s) [5m10s:8m5s] 36% |████████████ | (43/117 GB, 153 MB/s) [5m10s:8m5s] 36% |████████████ | (43/117 GB, 153 MB/s) [5m10s:8m5s] 36% |████████████ | (43/117 GB, 148 MB/s) [5m10s:8m21s] 36% |████████████ | (43/117 GB, 148 MB/s) [5m10s:8m21s] 36% |████████████ | (43/117 GB, 148 MB/s) [5m10s:8m21s] 36% |████████████ | (43/117 GB, 148 MB/s) [5m10s:8m21s] 36% |████████████ | (43/117 GB, 148 MB/s) [5m11s:8m21s] 36% |████████████ | (43/117 GB, 148 MB/s) [5m11s:8m21s] 36% |████████████ | (43/117 GB, 141 MB/s) [5m11s:8m48s] 36% |████████████ | (43/117 GB, 141 MB/s) [5m11s:8m48s] 36% |████████████ | (43/117 GB, 141 MB/s) [5m11s:8m48s] 36% |████████████ | (43/117 GB, 141 MB/s) [5m11s:8m48s] 36% |████████████ | (43/117 GB, 141 MB/s) [5m11s:8m48s] 36% |████████████ | (43/117 GB, 141 MB/s) [5m11s:8m48s] 36% |████████████ | (43/117 GB, 133 MB/s) [5m11s:9m18s] 36% |████████████ | (43/117 GB, 133 MB/s) [5m11s:9m18s] 36% |████████████ | (43/117 GB, 133 MB/s) [5m11s:9m18s] 36% |████████████ | (43/117 GB, 133 MB/s) [5m12s:9m18s] 36% |████████████ | (43/117 GB, 133 MB/s) [5m12s:9m17s] 36% |████████████ | (43/117 GB, 141 MB/s) [5m12s:8m47s] 36% |████████████ | (43/117 GB, 141 MB/s) [5m12s:8m47s] 36% |████████████ | (43/117 GB, 141 MB/s) [5m12s:8m47s] 36% |████████████ | (43/117 GB, 141 MB/s) [5m12s:8m47s] 36% |████████████ | (43/117 GB, 141 MB/s) [5m12s:8m47s] 36% |████████████ | (43/117 GB, 137 MB/s) [5m12s:9m0s] 36% |████████████ | (43/117 GB, 137 MB/s) [5m12s:9m0s] 36% |████████████ | (43/117 GB, 137 MB/s) [5m13s:9m0s] 36% |████████████ | (43/117 GB, 137 MB/s) [5m13s:9m0s] 36% |████████████ | (43/117 GB, 137 MB/s) [5m13s:9m0s] 36% |████████████ | (43/117 GB, 137 MB/s) [5m13s:9m0s] 36% |████████████ | (43/117 GB, 137 MB/s) [5m13s:9m0s] 36% |████████████ | (43/117 GB, 137 MB/s) [5m13s:9m2s] 36% |████████████ | (43/117 GB, 137 MB/s) [5m13s:9m2s] 36% |████████████ | (43/117 GB, 137 MB/s) [5m13s:9m2s] 36% |████████████ | (43/117 GB, 137 MB/s) [5m13s:9m2s] 36% |████████████ | (43/117 GB, 137 MB/s) [5m13s:9m1s] 36% |████████████ | (43/117 GB, 137 MB/s) [5m13s:9m1s] 36% |████████████ | (43/117 GB, 142 MB/s) [5m13s:8m40s] 36% |████████████ | (43/117 GB, 142 MB/s) [5m14s:8m40s] 36% |████████████ | (43/117 GB, 142 MB/s) [5m14s:8m40s] 36% |████████████ | (43/117 GB, 142 MB/s) [5m14s:8m40s] 36% |████████████ | (43/117 GB, 142 MB/s) [5m14s:8m40s] 36% |████████████ | (43/117 GB, 126 MB/s) [5m14s:9m48s] 36% |████████████ | (43/117 GB, 111 MB/s) [5m15s:11m4s] 36% |████████████ | (43/117 GB, 111 MB/s) [5m15s:11m4s] 36% |████████████ | (43/117 GB, 111 MB/s) [5m15s:11m3s] 36% |████████████ | (43/117 GB, 111 MB/s) [5m15s:11m3s] 36% |████████████ | (43/117 GB, 111 MB/s) [5m15s:11m3s] 36% |████████████ | (43/117 GB, 111 MB/s) [5m16s:11m3s] 36% |████████████ | (43/117 GB, 111 MB/s) [5m16s:11m3s] 36% |████████████ | (43/117 GB, 111 MB/s) [5m16s:11m3s] 36% |████████████ | (43/117 GB, 132 MB/s) [5m16s:9m20s] 36% |████████████ | (43/117 GB, 132 MB/s) [5m16s:9m19s] 36% |████████████ | (43/117 GB, 132 MB/s) [5m16s:9m19s] 37% |████████████ | (43/117 GB, 132 MB/s) [5m16s:9m19s] 37% |████████████ | (43/117 GB, 132 MB/s) [5m16s:9m19s] 37% |████████████ | (43/117 GB, 132 MB/s) [5m16s:9m19s] 37% |████████████ | (43/117 GB, 132 MB/s) [5m16s:9m19s] 37% |████████████ | (43/117 GB, 149 MB/s) [5m16s:8m15s] 37% |████████████ | (43/117 GB, 149 MB/s) [5m16s:8m15s] 37% |████████████ | (43/117 GB, 149 MB/s) [5m16s:8m15s] 37% |████████████ | (44/117 GB, 149 MB/s) [5m17s:8m14s] 37% |████████████ | (44/117 GB, 149 MB/s) [5m17s:8m14s] 37% |█████████████ | (44/117 GB, 152 MB/s) [5m17s:8m5s] 37% |█████████████ | (44/117 GB, 152 MB/s) [5m17s:8m5s] 37% |█████████████ | (44/117 GB, 152 MB/s) [5m17s:8m5s] 37% |█████████████ | (44/117 GB, 152 MB/s) [5m17s:8m5s] 37% |█████████████ | (44/117 GB, 152 MB/s) [5m17s:8m5s] 37% |█████████████ | (44/117 GB, 152 MB/s) [5m17s:8m5s] 37% |████████████ | (44/117 GB, 154 MB/s) [5m17s:7m57s] 37% |████████████ | (44/117 GB, 154 MB/s) [5m17s:7m57s] 37% |████████████ | (44/117 GB, 154 MB/s) [5m17s:7m57s] 37% |████████████ | (44/117 GB, 154 MB/s) [5m18s:7m57s] 37% |████████████ | (44/117 GB, 154 MB/s) [5m18s:7m57s] 37% |████████████ | (44/117 GB, 154 MB/s) [5m18s:7m57s] 37% |████████████ | (44/117 GB, 158 MB/s) [5m18s:7m45s] 37% |████████████ | (44/117 GB, 158 MB/s) [5m18s:7m45s] 37% |████████████ | (44/117 GB, 158 MB/s) [5m18s:7m45s] 37% |████████████ | (44/117 GB, 158 MB/s) [5m18s:7m45s] 37% |████████████ | (44/117 GB, 158 MB/s) [5m18s:7m45s] 37% |████████████ | (44/117 GB, 158 MB/s) [5m18s:7m45s] 37% |████████████ | (44/117 GB, 156 MB/s) [5m18s:7m51s] 37% |████████████ | (44/117 GB, 156 MB/s) [5m19s:7m51s] 37% |████████████ | (44/117 GB, 156 MB/s) [5m19s:7m51s] 37% |████████████ | (44/117 GB, 156 MB/s) [5m19s:7m51s] 37% |████████████ | (44/117 GB, 156 MB/s) [5m19s:7m51s] 37% |████████████ | (44/117 GB, 156 MB/s) [5m19s:7m51s] 37% |█████████████ | (44/117 GB, 152 MB/s) [5m19s:8m0s] 37% |█████████████ | (44/117 GB, 152 MB/s) [5m19s:8m0s] 37% |█████████████ | (44/117 GB, 152 MB/s) [5m19s:8m0s] 37% |█████████████ | (44/117 GB, 152 MB/s) [5m19s:8m0s] 37% |█████████████ | (44/117 GB, 152 MB/s) [5m19s:8m0s] 37% |█████████████ | (44/117 GB, 152 MB/s) [5m19s:8m0s] 37% |█████████████ | (44/117 GB, 152 MB/s) [5m19s:8m0s] 37% |████████████ | (44/117 GB, 148 MB/s) [5m20s:8m15s] 37% |████████████ | (44/117 GB, 148 MB/s) [5m20s:8m15s] 37% |████████████ | (44/117 GB, 148 MB/s) [5m20s:8m15s] 37% |████████████ | (44/117 GB, 148 MB/s) [5m20s:8m15s] 37% |████████████ | (44/117 GB, 148 MB/s) [5m20s:8m15s] 37% |████████████ | (44/117 GB, 148 MB/s) [5m20s:8m15s] 37% |████████████ | (44/117 GB, 157 MB/s) [5m20s:7m46s] 37% |████████████ | (44/117 GB, 157 MB/s) [5m20s:7m46s] 37% |████████████ | (44/117 GB, 157 MB/s) [5m20s:7m46s] 37% |████████████ | (44/117 GB, 157 MB/s) [5m20s:7m46s] 37% |████████████ | (44/117 GB, 157 MB/s) [5m20s:7m46s] 37% |████████████ | (44/117 GB, 157 MB/s) [5m20s:7m46s] 37% |████████████ | (44/117 GB, 175 MB/s) [5m21s:6m57s] 37% |████████████ | (44/117 GB, 175 MB/s) [5m21s:6m57s] 37% |████████████ | (44/117 GB, 175 MB/s) [5m21s:6m57s] 37% |████████████ | (44/117 GB, 175 MB/s) [5m21s:6m57s] 37% |████████████ | (44/117 GB, 175 MB/s) [5m21s:6m57s] 37% |████████████ | (44/117 GB, 175 MB/s) [5m21s:6m57s] 37% |████████████ | (44/117 GB, 166 MB/s) [5m21s:7m19s] 37% |████████████ | (44/117 GB, 166 MB/s) [5m21s:7m18s] 37% |████████████ | (44/117 GB, 166 MB/s) [5m21s:7m18s] 37% |████████████ | (44/117 GB, 166 MB/s) [5m21s:7m18s] 37% |████████████ | (44/117 GB, 166 MB/s) [5m21s:7m18s] 37% |████████████ | (44/117 GB, 166 MB/s) [5m21s:7m18s] 37% |████████████ | (44/117 GB, 158 MB/s) [5m22s:7m41s] 37% |████████████ | (44/117 GB, 158 MB/s) [5m22s:7m41s] 37% |████████████ | (44/117 GB, 158 MB/s) [5m22s:7m41s] 37% |████████████ | (44/117 GB, 158 MB/s) [5m22s:7m41s] 37% |████████████ | (44/117 GB, 158 MB/s) [5m22s:7m41s] 37% |████████████ | (44/117 GB, 158 MB/s) [5m22s:7m41s] 37% |████████████ | (44/117 GB, 159 MB/s) [5m22s:7m36s] 37% |████████████ | (44/117 GB, 159 MB/s) [5m22s:7m36s] 37% |████████████ | (44/117 GB, 159 MB/s) [5m22s:7m36s] 37% |████████████ | (44/117 GB, 159 MB/s) [5m23s:7m36s] 37% |█████████████ | (44/117 GB, 150 MB/s) [5m23s:8m4s] 37% |█████████████ | (44/117 GB, 150 MB/s) [5m23s:8m4s] 37% |█████████████ | (44/117 GB, 150 MB/s) [5m23s:8m3s] 37% |█████████████ | (44/117 GB, 150 MB/s) [5m23s:8m3s] 37% |█████████████ | (44/117 GB, 150 MB/s) [5m23s:8m3s] 37% |█████████████ | (44/117 GB, 150 MB/s) [5m23s:8m3s] 37% |████████████ | (44/117 GB, 147 MB/s) [5m23s:8m13s] 37% |████████████ | (44/117 GB, 147 MB/s) [5m23s:8m13s] 37% |████████████ | (44/117 GB, 147 MB/s) [5m23s:8m13s] 38% |█████████████ | (44/117 GB, 147 MB/s) [5m23s:8m12s] 38% |█████████████ | (44/117 GB, 147 MB/s) [5m23s:8m12s] 38% |█████████████ | (44/117 GB, 147 MB/s) [5m24s:8m12s] 38% |█████████████ | (44/117 GB, 147 MB/s) [5m24s:8m12s] 38% |█████████████ | (44/117 GB, 155 MB/s) [5m24s:7m47s] 38% |█████████████ | (44/117 GB, 143 MB/s) [5m24s:8m27s] 38% |█████████████ | (45/117 GB, 143 MB/s) [5m24s:8m27s] 38% |█████████████ | (45/117 GB, 143 MB/s) [5m24s:8m27s] 38% |█████████████ | (45/117 GB, 143 MB/s) [5m24s:8m27s] 38% |█████████████ | (45/117 GB, 143 MB/s) [5m24s:8m27s] 38% |█████████████ | (45/117 GB, 143 MB/s) [5m25s:8m27s] 38% |█████████████ | (45/117 GB, 148 MB/s) [5m25s:8m10s] 38% |█████████████ | (45/117 GB, 148 MB/s) [5m25s:8m10s] 38% |█████████████ | (45/117 GB, 148 MB/s) [5m25s:8m10s] 38% |█████████████ | (45/117 GB, 148 MB/s) [5m25s:8m10s] 38% |█████████████ | (45/117 GB, 148 MB/s) [5m25s:8m10s] 38% |█████████████ | (45/117 GB, 148 MB/s) [5m25s:8m10s] 38% |█████████████ | (45/117 GB, 146 MB/s) [5m25s:8m16s] 38% |█████████████ | (45/117 GB, 146 MB/s) [5m25s:8m16s] 38% |█████████████ | (45/117 GB, 146 MB/s) [5m25s:8m16s] 38% |█████████████ | (45/117 GB, 146 MB/s) [5m25s:8m15s] 38% |█████████████ | (45/117 GB, 146 MB/s) [5m26s:8m15s] 38% |█████████████ | (45/117 GB, 131 MB/s) [5m28s:9m10s] 38% |█████████████ | (45/117 GB, 131 MB/s) [5m28s:9m10s] 38% |█████████████ | (45/117 GB, 131 MB/s) [5m28s:9m10s] 38% |█████████████ | (45/117 GB, 131 MB/s) [5m28s:9m10s] 38% |█████████████ | (45/117 GB, 131 MB/s) [5m28s:9m10s] 38% |█████████████ | (45/117 GB, 131 MB/s) [5m28s:9m10s] 38% |█████████████ | (45/117 GB, 120 MB/s) [5m28s:10m2s] 38% |█████████████ | (45/117 GB, 120 MB/s) [5m28s:10m2s] 38% |█████████████ | (45/117 GB, 120 MB/s) [5m28s:10m2s] 38% |█████████████ | (45/117 GB, 120 MB/s) [5m28s:10m1s] 38% |█████████████ | (45/117 GB, 120 MB/s) [5m29s:10m1s] 38% |████████████ | (45/117 GB, 111 MB/s) [5m29s:10m49s] 38% |████████████ | (45/117 GB, 111 MB/s) [5m29s:10m49s] 38% |████████████ | (45/117 GB, 111 MB/s) [5m29s:10m49s] 38% |████████████ | (45/117 GB, 111 MB/s) [5m29s:10m48s] 38% |████████████ | (45/117 GB, 111 MB/s) [5m29s:10m48s] 38% |████████████ | (45/117 GB, 111 MB/s) [5m29s:10m48s] 38% |████████████ | (45/117 GB, 111 MB/s) [5m29s:10m48s] 38% |████████████ | (45/117 GB, 113 MB/s) [5m29s:10m36s] 38% |████████████ | (45/117 GB, 113 MB/s) [5m29s:10m36s] 38% |████████████ | (45/117 GB, 113 MB/s) [5m29s:10m36s] 38% |████████████ | (45/117 GB, 113 MB/s) [5m29s:10m36s] 38% |████████████ | (45/117 GB, 113 MB/s) [5m30s:10m36s] 38% |████████████ | (45/117 GB, 113 MB/s) [5m30s:10m36s] 38% |█████████████ | (45/117 GB, 125 MB/s) [5m30s:9m35s] 38% |█████████████ | (45/117 GB, 125 MB/s) [5m30s:9m35s] 38% |█████████████ | (45/117 GB, 125 MB/s) [5m30s:9m35s] 38% |█████████████ | (45/117 GB, 125 MB/s) [5m30s:9m35s] 38% |█████████████ | (45/117 GB, 125 MB/s) [5m30s:9m35s] 38% |█████████████ | (45/117 GB, 125 MB/s) [5m30s:9m34s] 38% |█████████████ | (45/117 GB, 125 MB/s) [5m30s:9m34s] 38% |█████████████ | (45/117 GB, 137 MB/s) [5m30s:8m44s] 38% |█████████████ | (45/117 GB, 137 MB/s) [5m30s:8m44s] 38% |█████████████ | (45/117 GB, 137 MB/s) [5m30s:8m44s] 38% |█████████████ | (45/117 GB, 137 MB/s) [5m30s:8m44s] 38% |█████████████ | (45/117 GB, 137 MB/s) [5m30s:8m44s] 38% |█████████████ | (45/117 GB, 137 MB/s) [5m30s:8m44s] 38% |█████████████ | (45/117 GB, 137 MB/s) [5m31s:8m43s] 38% |█████████████ | (45/117 GB, 137 MB/s) [5m31s:8m43s] 38% |█████████████ | (45/117 GB, 143 MB/s) [5m31s:8m21s] 38% |█████████████ | (45/117 GB, 143 MB/s) [5m31s:8m21s] 38% |█████████████ | (45/117 GB, 143 MB/s) [5m31s:8m21s] 38% |█████████████ | (45/117 GB, 143 MB/s) [5m31s:8m21s] 38% |█████████████ | (45/117 GB, 143 MB/s) [5m31s:8m21s] 38% |█████████████ | (45/117 GB, 143 MB/s) [5m31s:8m21s] 38% |█████████████ | (45/117 GB, 143 MB/s) [5m31s:8m20s] 38% |█████████████ | (46/117 GB, 164 MB/s) [5m31s:7m15s] 38% |█████████████ | (46/117 GB, 164 MB/s) [5m31s:7m15s] 38% |█████████████ | (46/117 GB, 164 MB/s) [5m31s:7m15s] 38% |█████████████ | (46/117 GB, 164 MB/s) [5m32s:7m15s] 38% |█████████████ | (46/117 GB, 164 MB/s) [5m32s:7m15s] 38% |█████████████ | (46/117 GB, 162 MB/s) [5m32s:7m21s] 38% |█████████████ | (46/117 GB, 162 MB/s) [5m32s:7m21s] 38% |█████████████ | (46/117 GB, 162 MB/s) [5m32s:7m21s] 38% |█████████████ | (46/117 GB, 162 MB/s) [5m32s:7m21s] 38% |█████████████ | (46/117 GB, 162 MB/s) [5m32s:7m21s] 38% |█████████████ | (46/117 GB, 161 MB/s) [5m32s:7m23s] 38% |█████████████ | (46/117 GB, 161 MB/s) [5m32s:7m23s] 38% |█████████████ | (46/117 GB, 161 MB/s) [5m32s:7m23s] 39% |█████████████ | (46/117 GB, 161 MB/s) [5m32s:7m22s] 39% |█████████████ | (46/117 GB, 161 MB/s) [5m33s:7m22s] 39% |██████████████ | (46/117 GB, 170 MB/s) [5m33s:7m0s] 39% |██████████████ | (46/117 GB, 170 MB/s) [5m33s:7m0s] 39% |█████████████ | (46/117 GB, 170 MB/s) [5m33s:6m59s] 39% |█████████████ | (46/117 GB, 170 MB/s) [5m33s:6m59s] 39% |█████████████ | (46/117 GB, 170 MB/s) [5m33s:6m59s] 39% |█████████████ | (46/117 GB, 170 MB/s) [5m33s:6m59s] 39% |█████████████ | (46/117 GB, 178 MB/s) [5m33s:6m40s] 39% |█████████████ | (46/117 GB, 178 MB/s) [5m33s:6m40s] 39% |█████████████ | (46/117 GB, 178 MB/s) [5m34s:6m40s] 39% |█████████████ | (46/117 GB, 178 MB/s) [5m34s:6m40s] 39% |█████████████ | (46/117 GB, 178 MB/s) [5m34s:6m40s] 39% |█████████████ | (46/117 GB, 178 MB/s) [5m34s:6m40s] 39% |█████████████ | (46/117 GB, 180 MB/s) [5m34s:6m36s] 39% |█████████████ | (46/117 GB, 180 MB/s) [5m34s:6m36s] 39% |█████████████ | (46/117 GB, 180 MB/s) [5m34s:6m36s] 39% |█████████████ | (46/117 GB, 180 MB/s) [5m34s:6m36s] 39% |█████████████ | (46/117 GB, 180 MB/s) [5m34s:6m36s] 39% |█████████████ | (46/117 GB, 180 MB/s) [5m34s:6m36s] 39% |█████████████ | (46/117 GB, 175 MB/s) [5m34s:6m46s] 39% |█████████████ | (46/117 GB, 175 MB/s) [5m35s:6m46s] 39% |█████████████ | (46/117 GB, 175 MB/s) [5m35s:6m46s] 39% |█████████████ | (46/117 GB, 175 MB/s) [5m35s:6m46s] 39% |█████████████ | (46/117 GB, 175 MB/s) [5m35s:6m46s] 39% |█████████████ | (46/117 GB, 175 MB/s) [5m35s:6m45s] 39% |██████████████ | (46/117 GB, 167 MB/s) [5m35s:7m4s] 39% |██████████████ | (46/117 GB, 167 MB/s) [5m35s:7m4s] 39% |██████████████ | (46/117 GB, 167 MB/s) [5m35s:7m4s] 39% |██████████████ | (46/117 GB, 167 MB/s) [5m35s:7m4s] 39% |██████████████ | (46/117 GB, 167 MB/s) [5m35s:7m4s] 39% |██████████████ | (46/117 GB, 167 MB/s) [5m35s:7m4s] 39% |█████████████ | (46/117 GB, 155 MB/s) [5m35s:7m36s] 39% |█████████████ | (46/117 GB, 155 MB/s) [5m36s:7m36s] 39% |█████████████ | (46/117 GB, 155 MB/s) [5m36s:7m36s] 39% |█████████████ | (46/117 GB, 155 MB/s) [5m36s:7m36s] 39% |█████████████ | (46/117 GB, 155 MB/s) [5m36s:7m36s] 39% |█████████████ | (46/117 GB, 155 MB/s) [5m36s:7m36s] 39% |█████████████ | (46/117 GB, 145 MB/s) [5m36s:8m10s] 39% |█████████████ | (46/117 GB, 145 MB/s) [5m36s:8m10s] 39% |█████████████ | (46/117 GB, 145 MB/s) [5m36s:8m10s] 39% |█████████████ | (46/117 GB, 145 MB/s) [5m36s:8m10s] 39% |█████████████ | (46/117 GB, 145 MB/s) [5m36s:8m10s] 39% |██████████████ | (46/117 GB, 131 MB/s) [5m37s:9m0s] 39% |██████████████ | (46/117 GB, 131 MB/s) [5m37s:9m0s] 39% |██████████████ | (46/117 GB, 131 MB/s) [5m37s:9m0s] 39% |██████████████ | (46/117 GB, 131 MB/s) [5m37s:9m0s] 39% |██████████████ | (46/117 GB, 131 MB/s) [5m37s:9m0s] 39% |██████████████ | (46/117 GB, 131 MB/s) [5m37s:9m0s] 39% |██████████████ | (46/117 GB, 131 MB/s) [5m37s:9m0s] 39% |█████████████ | (46/117 GB, 140 MB/s) [5m37s:8m25s] 39% |█████████████ | (46/117 GB, 140 MB/s) [5m37s:8m25s] 39% |█████████████ | (46/117 GB, 140 MB/s) [5m37s:8m25s] 39% |█████████████ | (46/117 GB, 140 MB/s) [5m37s:8m25s] 39% |█████████████ | (46/117 GB, 140 MB/s) [5m37s:8m25s] 39% |█████████████ | (46/117 GB, 140 MB/s) [5m37s:8m25s] 39% |█████████████ | (46/117 GB, 140 MB/s) [5m37s:8m25s] 39% |█████████████ | (46/117 GB, 147 MB/s) [5m38s:7m59s] 39% |█████████████ | (46/117 GB, 147 MB/s) [5m38s:7m59s] 39% |█████████████ | (46/117 GB, 147 MB/s) [5m38s:7m59s] 39% |█████████████ | (46/117 GB, 147 MB/s) [5m38s:7m59s] 39% |█████████████ | (46/117 GB, 147 MB/s) [5m38s:7m59s] 39% |█████████████ | (46/117 GB, 147 MB/s) [5m38s:7m59s] 39% |█████████████ | (46/117 GB, 147 MB/s) [5m38s:7m59s] 39% |█████████████ | (46/117 GB, 158 MB/s) [5m38s:7m26s] 39% |█████████████ | (46/117 GB, 158 MB/s) [5m38s:7m26s] 39% |█████████████ | (46/117 GB, 158 MB/s) [5m38s:7m26s] 39% |█████████████ | (47/117 GB, 158 MB/s) [5m38s:7m26s] 39% |█████████████ | (47/117 GB, 158 MB/s) [5m38s:7m26s] 39% |█████████████ | (47/117 GB, 156 MB/s) [5m38s:7m30s] 39% |█████████████ | (47/117 GB, 156 MB/s) [5m39s:7m30s] 39% |█████████████ | (47/117 GB, 156 MB/s) [5m39s:7m30s] 39% |█████████████ | (47/117 GB, 156 MB/s) [5m39s:7m29s] 39% |█████████████ | (47/117 GB, 156 MB/s) [5m39s:7m29s] 39% |█████████████ | (47/117 GB, 156 MB/s) [5m39s:7m29s] 39% |██████████████ | (47/117 GB, 166 MB/s) [5m39s:7m3s] 39% |██████████████ | (47/117 GB, 166 MB/s) [5m39s:7m3s] 39% |██████████████ | (47/117 GB, 166 MB/s) [5m39s:7m3s] 39% |██████████████ | (47/117 GB, 166 MB/s) [5m39s:7m3s] 39% |██████████████ | (47/117 GB, 166 MB/s) [5m40s:7m3s] 39% |█████████████ | (47/117 GB, 161 MB/s) [5m40s:7m17s] 39% |█████████████ | (47/117 GB, 161 MB/s) [5m40s:7m17s] 39% |█████████████ | (47/117 GB, 161 MB/s) [5m40s:7m17s] 39% |█████████████ | (47/117 GB, 161 MB/s) [5m40s:7m17s] 39% |█████████████ | (47/117 GB, 161 MB/s) [5m40s:7m17s] 39% |█████████████ | (47/117 GB, 161 MB/s) [5m40s:7m17s] 39% |██████████████ | (47/117 GB, 164 MB/s) [5m40s:7m8s] 39% |██████████████ | (47/117 GB, 164 MB/s) [5m40s:7m8s] 40% |██████████████ | (47/117 GB, 164 MB/s) [5m40s:7m8s] 40% |██████████████ | (47/117 GB, 164 MB/s) [5m40s:7m8s] 40% |██████████████ | (47/117 GB, 164 MB/s) [5m40s:7m8s] 40% |██████████████ | (47/117 GB, 164 MB/s) [5m41s:7m8s] 40% |██████████████ | (47/117 GB, 159 MB/s) [5m41s:7m22s] 40% |██████████████ | (47/117 GB, 159 MB/s) [5m41s:7m22s] 40% |██████████████ | (47/117 GB, 159 MB/s) [5m41s:7m22s] 40% |██████████████ | (47/117 GB, 159 MB/s) [5m41s:7m22s] 40% |██████████████ | (47/117 GB, 159 MB/s) [5m41s:7m22s] 40% |██████████████ | (47/117 GB, 153 MB/s) [5m41s:7m39s] 40% |██████████████ | (47/117 GB, 153 MB/s) [5m41s:7m39s] 40% |██████████████ | (47/117 GB, 153 MB/s) [5m41s:7m39s] 40% |██████████████ | (47/117 GB, 153 MB/s) [5m41s:7m39s] 40% |██████████████ | (47/117 GB, 153 MB/s) [5m42s:7m39s] 40% |██████████████ | (47/117 GB, 153 MB/s) [5m42s:7m38s] 40% |██████████████ | (47/117 GB, 153 MB/s) [5m42s:7m38s] 40% |██████████████ | (47/117 GB, 164 MB/s) [5m42s:7m7s] 40% |██████████████ | (47/117 GB, 164 MB/s) [5m42s:7m7s] 40% |██████████████ | (47/117 GB, 164 MB/s) [5m42s:7m7s] 40% |██████████████ | (47/117 GB, 164 MB/s) [5m42s:7m7s] 40% |██████████████ | (47/117 GB, 164 MB/s) [5m42s:7m7s] 40% |██████████████ | (47/117 GB, 145 MB/s) [5m42s:8m1s] 40% |██████████████ | (47/117 GB, 145 MB/s) [5m42s:8m1s] 40% |██████████████ | (47/117 GB, 145 MB/s) [5m42s:8m1s] 40% |██████████████ | (47/117 GB, 145 MB/s) [5m42s:8m1s] 40% |██████████████ | (47/117 GB, 145 MB/s) [5m43s:8m1s] 40% |██████████████ | (47/117 GB, 145 MB/s) [5m43s:8m1s] 40% |██████████████ | (47/117 GB, 145 MB/s) [5m43s:8m1s] 40% |██████████████ | (47/117 GB, 138 MB/s) [5m43s:8m26s] 40% |██████████████ | (47/117 GB, 138 MB/s) [5m43s:8m26s] 40% |██████████████ | (47/117 GB, 138 MB/s) [5m43s:8m26s] 40% |██████████████ | (47/117 GB, 138 MB/s) [5m43s:8m25s] 40% |██████████████ | (47/117 GB, 138 MB/s) [5m43s:8m25s] 40% |██████████████ | (47/117 GB, 138 MB/s) [5m43s:8m25s] 40% |██████████████ | (47/117 GB, 138 MB/s) [5m43s:8m25s] 40% |██████████████ | (47/117 GB, 138 MB/s) [5m43s:8m25s] 40% |██████████████ | (47/117 GB, 138 MB/s) [5m43s:8m27s] 40% |██████████████ | (47/117 GB, 138 MB/s) [5m43s:8m27s] 40% |██████████████ | (47/117 GB, 138 MB/s) [5m44s:8m27s] 40% |██████████████ | (47/117 GB, 138 MB/s) [5m44s:8m27s] 40% |██████████████ | (47/117 GB, 138 MB/s) [5m44s:8m27s] 40% |██████████████ | (47/117 GB, 138 MB/s) [5m44s:8m27s] 40% |██████████████ | (47/117 GB, 144 MB/s) [5m44s:8m3s] 40% |██████████████ | (47/117 GB, 144 MB/s) [5m44s:8m3s] 40% |██████████████ | (47/117 GB, 144 MB/s) [5m44s:8m3s] 40% |██████████████ | (47/117 GB, 144 MB/s) [5m44s:8m3s] 40% |██████████████ | (47/117 GB, 144 MB/s) [5m44s:8m2s] 40% |██████████████ | (47/117 GB, 141 MB/s) [5m44s:8m14s] 40% |██████████████ | (47/117 GB, 141 MB/s) [5m44s:8m13s] 40% |██████████████ | (48/117 GB, 141 MB/s) [5m44s:8m13s] 40% |██████████████ | (48/117 GB, 141 MB/s) [5m45s:8m13s] 40% |██████████████ | (48/117 GB, 141 MB/s) [5m45s:8m13s] 40% |██████████████ | (48/117 GB, 141 MB/s) [5m45s:8m13s] 40% |██████████████ | (48/117 GB, 153 MB/s) [5m45s:7m33s] 40% |██████████████ | (48/117 GB, 153 MB/s) [5m45s:7m33s] 40% |██████████████ | (48/117 GB, 153 MB/s) [5m45s:7m33s] 40% |██████████████ | (48/117 GB, 153 MB/s) [5m45s:7m33s] 40% |██████████████ | (48/117 GB, 153 MB/s) [5m45s:7m33s] 40% |██████████████ | (48/117 GB, 153 MB/s) [5m45s:7m33s] 40% |██████████████ | (48/117 GB, 153 MB/s) [5m45s:7m32s] 40% |██████████████ | (48/117 GB, 153 MB/s) [5m46s:7m32s] 40% |██████████████ | (48/117 GB, 153 MB/s) [5m46s:7m32s] 40% |██████████████ | (48/117 GB, 153 MB/s) [5m46s:7m32s] 40% |██████████████ | (48/117 GB, 158 MB/s) [5m46s:7m19s] 40% |██████████████ | (48/117 GB, 158 MB/s) [5m46s:7m19s] 40% |██████████████ | (48/117 GB, 158 MB/s) [5m46s:7m18s] 40% |██████████████ | (48/117 GB, 158 MB/s) [5m46s:7m18s] 40% |██████████████ | (48/117 GB, 158 MB/s) [5m46s:7m18s] 40% |██████████████ | (48/117 GB, 158 MB/s) [5m46s:7m18s] 40% |██████████████ | (48/117 GB, 158 MB/s) [5m46s:7m18s] 40% |██████████████ | (48/117 GB, 165 MB/s) [5m47s:6m59s] 40% |██████████████ | (48/117 GB, 165 MB/s) [5m47s:6m59s] 40% |██████████████ | (48/117 GB, 165 MB/s) [5m47s:6m59s] 40% |██████████████ | (48/117 GB, 165 MB/s) [5m47s:6m59s] 40% |██████████████ | (48/117 GB, 165 MB/s) [5m47s:6m59s] 40% |██████████████ | (48/117 GB, 158 MB/s) [5m47s:7m16s] 40% |██████████████ | (48/117 GB, 158 MB/s) [5m47s:7m16s] 40% |██████████████ | (48/117 GB, 158 MB/s) [5m47s:7m16s] 40% |██████████████ | (48/117 GB, 158 MB/s) [5m47s:7m16s] 40% |██████████████ | (48/117 GB, 158 MB/s) [5m47s:7m16s] 40% |██████████████ | (48/117 GB, 158 MB/s) [5m47s:7m16s] 40% |██████████████ | (48/117 GB, 171 MB/s) [5m48s:6m43s] 40% |██████████████ | (48/117 GB, 171 MB/s) [5m48s:6m43s] 40% |██████████████ | (48/117 GB, 171 MB/s) [5m48s:6m43s] 41% |██████████████ | (48/117 GB, 171 MB/s) [5m48s:6m43s] 41% |██████████████ | (48/117 GB, 171 MB/s) [5m48s:6m42s] 41% |██████████████ | (48/117 GB, 171 MB/s) [5m48s:6m44s] 41% |██████████████ | (48/117 GB, 171 MB/s) [5m48s:6m43s] 41% |██████████████ | (48/117 GB, 171 MB/s) [5m48s:6m43s] 41% |██████████████ | (48/117 GB, 171 MB/s) [5m48s:6m43s] 41% |██████████████ | (48/117 GB, 171 MB/s) [5m48s:6m43s] 41% |██████████████ | (48/117 GB, 171 MB/s) [5m49s:6m43s] 41% |██████████████ | (48/117 GB, 161 MB/s) [5m49s:7m8s] 41% |██████████████ | (48/117 GB, 161 MB/s) [5m49s:7m8s] 41% |██████████████ | (48/117 GB, 161 MB/s) [5m49s:7m8s] 41% |██████████████ | (48/117 GB, 161 MB/s) [5m49s:7m8s] 41% |██████████████ | (48/117 GB, 161 MB/s) [5m49s:7m8s] 41% |██████████████ | (48/117 GB, 144 MB/s) [5m49s:7m59s] 41% |██████████████ | (48/117 GB, 144 MB/s) [5m49s:7m59s] 41% |██████████████ | (48/117 GB, 144 MB/s) [5m49s:7m59s] 41% |██████████████ | (48/117 GB, 144 MB/s) [5m50s:7m59s] 41% |██████████████ | (48/117 GB, 144 MB/s) [5m50s:7m59s] 41% |██████████████ | (48/117 GB, 144 MB/s) [5m50s:7m59s] 41% |██████████████ | (48/117 GB, 144 MB/s) [5m50s:7m59s] 41% |██████████████ | (48/117 GB, 145 MB/s) [5m50s:7m54s] 41% |██████████████ | (48/117 GB, 145 MB/s) [5m50s:7m54s] 41% |██████████████ | (48/117 GB, 145 MB/s) [5m50s:7m54s] 41% |██████████████ | (48/117 GB, 145 MB/s) [5m50s:7m54s] 41% |██████████████ | (48/117 GB, 145 MB/s) [5m50s:7m54s] 41% |██████████████ | (48/117 GB, 145 MB/s) [5m50s:7m53s] 41% |██████████████ | (48/117 GB, 145 MB/s) [5m50s:7m53s] 41% |██████████████ | (48/117 GB, 149 MB/s) [5m50s:7m40s] 41% |██████████████ | (48/117 GB, 149 MB/s) [5m50s:7m40s] 41% |██████████████ | (48/117 GB, 149 MB/s) [5m50s:7m40s] 41% |██████████████ | (48/117 GB, 149 MB/s) [5m50s:7m40s] 41% |██████████████ | (48/117 GB, 149 MB/s) [5m51s:7m40s] 41% |██████████████ | (48/117 GB, 149 MB/s) [5m51s:7m40s] 41% |██████████████ | (48/117 GB, 149 MB/s) [5m51s:7m40s] 41% |██████████████ | (48/117 GB, 149 MB/s) [5m51s:7m40s] 41% |██████████████ | (48/117 GB, 158 MB/s) [5m51s:7m13s] 41% |██████████████ | (48/117 GB, 158 MB/s) [5m51s:7m13s] 41% |██████████████ | (48/117 GB, 158 MB/s) [5m51s:7m13s] 41% |██████████████ | (48/117 GB, 158 MB/s) [5m51s:7m13s] 41% |██████████████ | (48/117 GB, 158 MB/s) [5m51s:7m13s] 41% |██████████████ | (48/117 GB, 158 MB/s) [5m51s:7m15s] 41% |██████████████ | (48/117 GB, 158 MB/s) [5m51s:7m15s] 41% |██████████████ | (49/117 GB, 158 MB/s) [5m51s:7m14s] 41% |██████████████ | (49/117 GB, 158 MB/s) [5m51s:7m14s] 41% |██████████████ | (49/117 GB, 158 MB/s) [5m52s:7m14s] 41% |██████████████ | (49/117 GB, 158 MB/s) [5m52s:7m14s] 41% |██████████████ | (49/117 GB, 156 MB/s) [5m52s:7m18s] 41% |██████████████ | (49/117 GB, 156 MB/s) [5m52s:7m18s] 41% |██████████████ | (49/117 GB, 156 MB/s) [5m52s:7m18s] 41% |██████████████ | (49/117 GB, 156 MB/s) [5m52s:7m18s] 41% |██████████████ | (49/117 GB, 156 MB/s) [5m52s:7m18s] 41% |██████████████ | (49/117 GB, 155 MB/s) [5m52s:7m21s] 41% |██████████████ | (49/117 GB, 155 MB/s) [5m52s:7m21s] 41% |██████████████ | (49/117 GB, 155 MB/s) [5m52s:7m21s] 41% |██████████████ | (49/117 GB, 155 MB/s) [5m52s:7m20s] 41% |██████████████ | (49/117 GB, 155 MB/s) [5m53s:7m20s] 41% |██████████████ | (49/117 GB, 155 MB/s) [5m53s:7m20s] 41% |██████████████ | (49/117 GB, 155 MB/s) [5m53s:7m20s] 41% |██████████████ | (49/117 GB, 155 MB/s) [5m53s:7m20s] 41% |██████████████ | (49/117 GB, 155 MB/s) [5m53s:7m20s] 41% |██████████████ | (49/117 GB, 155 MB/s) [5m53s:7m20s] 41% |██████████████ | (49/117 GB, 142 MB/s) [5m53s:8m0s] 41% |██████████████ | (49/117 GB, 142 MB/s) [5m53s:8m0s] 41% |██████████████ | (49/117 GB, 142 MB/s) [5m54s:8m0s] 41% |██████████████ | (49/117 GB, 142 MB/s) [5m54s:8m0s] 41% |██████████████ | (49/117 GB, 142 MB/s) [5m54s:8m0s] 41% |██████████████ | (49/117 GB, 135 MB/s) [5m54s:8m24s] 41% |██████████████ | (49/117 GB, 135 MB/s) [5m54s:8m24s] 41% |██████████████ | (49/117 GB, 135 MB/s) [5m54s:8m24s] 41% |██████████████ | (49/117 GB, 135 MB/s) [5m54s:8m24s] 41% |██████████████ | (49/117 GB, 135 MB/s) [5m54s:8m24s] 41% |██████████████ | (49/117 GB, 137 MB/s) [5m54s:8m18s] 41% |██████████████ | (49/117 GB, 137 MB/s) [5m55s:8m18s] 41% |██████████████ | (49/117 GB, 137 MB/s) [5m55s:8m18s] 41% |██████████████ | (49/117 GB, 137 MB/s) [5m55s:8m18s] 41% |██████████████ | (49/117 GB, 137 MB/s) [5m55s:8m18s] 41% |██████████████ | (49/117 GB, 131 MB/s) [5m55s:8m41s] 41% |██████████████ | (49/117 GB, 131 MB/s) [5m55s:8m41s] 41% |██████████████ | (49/117 GB, 131 MB/s) [5m55s:8m40s] 41% |██████████████ | (49/117 GB, 131 MB/s) [5m55s:8m40s] 41% |██████████████ | (49/117 GB, 131 MB/s) [5m55s:8m40s] 41% |██████████████ | (49/117 GB, 131 MB/s) [5m55s:8m40s] 41% |██████████████ | (49/117 GB, 127 MB/s) [5m56s:8m57s] 41% |██████████████ | (49/117 GB, 127 MB/s) [5m56s:8m57s] 41% |██████████████ | (49/117 GB, 127 MB/s) [5m56s:8m57s] 41% |██████████████ | (49/117 GB, 127 MB/s) [5m56s:8m57s] 41% |██████████████ | (49/117 GB, 127 MB/s) [5m56s:8m57s] 41% |██████████████ | (49/117 GB, 127 MB/s) [5m56s:8m57s] 41% |██████████████ | (49/117 GB, 123 MB/s) [5m56s:9m12s] 41% |██████████████ | (49/117 GB, 123 MB/s) [5m56s:9m12s] 41% |██████████████ | (49/117 GB, 123 MB/s) [5m56s:9m11s] 41% |██████████████ | (49/117 GB, 123 MB/s) [5m56s:9m11s] 41% |██████████████ | (49/117 GB, 123 MB/s) [5m56s:9m11s] 41% |██████████████ | (49/117 GB, 123 MB/s) [5m56s:9m11s] 42% |██████████████ | (49/117 GB, 129 MB/s) [5m57s:8m45s] 42% |██████████████ | (49/117 GB, 129 MB/s) [5m57s:8m44s] 42% |██████████████ | (49/117 GB, 129 MB/s) [5m57s:8m44s] 42% |██████████████ | (49/117 GB, 129 MB/s) [5m57s:8m44s] 42% |██████████████ | (49/117 GB, 122 MB/s) [5m57s:9m15s] 42% |██████████████ | (49/117 GB, 122 MB/s) [5m57s:9m15s] 42% |██████████████ | (49/117 GB, 122 MB/s) [5m57s:9m15s] 42% |██████████████ | (49/117 GB, 122 MB/s) [5m57s:9m15s] 42% |██████████████ | (49/117 GB, 122 MB/s) [5m57s:9m15s] 42% |██████████████ | (49/117 GB, 122 MB/s) [5m57s:9m15s] 42% |██████████████ | (49/117 GB, 121 MB/s) [5m58s:9m21s] 42% |██████████████ | (49/117 GB, 121 MB/s) [5m58s:9m21s] 42% |██████████████ | (49/117 GB, 121 MB/s) [5m58s:9m21s] 42% |██████████████ | (49/117 GB, 121 MB/s) [5m58s:9m21s] 42% |██████████████ | (49/117 GB, 121 MB/s) [5m58s:9m21s] 42% |██████████████ | (49/117 GB, 121 MB/s) [5m58s:9m20s] 42% |██████████████ | (49/117 GB, 121 MB/s) [5m58s:9m20s] 42% |██████████████ | (49/117 GB, 122 MB/s) [5m58s:9m16s] 42% |██████████████ | (49/117 GB, 122 MB/s) [5m58s:9m16s] 42% |██████████████ | (49/117 GB, 122 MB/s) [5m58s:9m16s] 42% |██████████████ | (49/117 GB, 122 MB/s) [5m59s:9m16s] 42% |██████████████ | (49/117 GB, 127 MB/s) [5m59s:8m51s] 42% |██████████████ | (49/117 GB, 127 MB/s) [5m59s:8m51s] 42% |██████████████ | (50/117 GB, 127 MB/s) [5m59s:8m51s] 42% |██████████████ | (50/117 GB, 127 MB/s) [5m59s:8m51s] 42% |██████████████ | (50/117 GB, 127 MB/s) [5m59s:8m51s] 42% |██████████████ | (50/117 GB, 127 MB/s) [5m59s:8m51s] 42% |███████████████ | (50/117 GB, 140 MB/s) [5m59s:8m4s] 42% |███████████████ | (50/117 GB, 140 MB/s) [5m59s:8m4s] 42% |███████████████ | (50/117 GB, 140 MB/s) [5m59s:8m4s] 42% |███████████████ | (50/117 GB, 140 MB/s) [5m59s:8m3s] 42% |███████████████ | (50/117 GB, 140 MB/s) [5m59s:8m3s] 42% |███████████████ | (50/117 GB, 140 MB/s) [6m0s:8m3s] 42% |███████████████ | (50/117 GB, 140 MB/s) [6m0s:8m3s] 42% |███████████████ | (50/117 GB, 154 MB/s) [6m0s:7m17s] 42% |███████████████ | (50/117 GB, 154 MB/s) [6m0s:7m17s] 42% |███████████████ | (50/117 GB, 154 MB/s) [6m0s:7m17s] 42% |███████████████ | (50/117 GB, 154 MB/s) [6m0s:7m17s] 42% |███████████████ | (50/117 GB, 154 MB/s) [6m0s:7m17s] 42% |███████████████ | (50/117 GB, 154 MB/s) [6m0s:7m17s] 42% |███████████████ | (50/117 GB, 154 MB/s) [6m0s:7m16s] 42% |███████████████ | (50/117 GB, 158 MB/s) [6m0s:7m7s] 42% |███████████████ | (50/117 GB, 158 MB/s) [6m0s:7m7s] 42% |███████████████ | (50/117 GB, 158 MB/s) [6m1s:7m7s] 42% |███████████████ | (50/117 GB, 158 MB/s) [6m1s:7m7s] 42% |███████████████ | (50/117 GB, 158 MB/s) [6m1s:7m6s] 42% |███████████████ | (50/117 GB, 158 MB/s) [6m1s:7m6s] 42% |███████████████ | (50/117 GB, 158 MB/s) [6m1s:7m6s] 42% |███████████████ | (50/117 GB, 158 MB/s) [6m1s:7m6s] 42% |███████████████ | (50/117 GB, 166 MB/s) [6m1s:6m44s] 42% |███████████████ | (50/117 GB, 166 MB/s) [6m1s:6m44s] 42% |███████████████ | (50/117 GB, 166 MB/s) [6m1s:6m44s] 42% |███████████████ | (50/117 GB, 166 MB/s) [6m1s:6m44s] 42% |███████████████ | (50/117 GB, 166 MB/s) [6m1s:6m44s] 42% |███████████████ | (50/117 GB, 164 MB/s) [6m1s:6m50s] 42% |███████████████ | (50/117 GB, 164 MB/s) [6m2s:6m50s] 42% |███████████████ | (50/117 GB, 164 MB/s) [6m2s:6m50s] 42% |███████████████ | (50/117 GB, 164 MB/s) [6m2s:6m50s] 42% |███████████████ | (50/117 GB, 164 MB/s) [6m2s:6m50s] 42% |███████████████ | (50/117 GB, 164 MB/s) [6m2s:6m50s] 42% |███████████████ | (50/117 GB, 160 MB/s) [6m2s:6m59s] 42% |███████████████ | (50/117 GB, 160 MB/s) [6m2s:6m59s] 42% |███████████████ | (50/117 GB, 160 MB/s) [6m2s:6m59s] 42% |███████████████ | (50/117 GB, 160 MB/s) [6m2s:6m59s] 42% |███████████████ | (50/117 GB, 160 MB/s) [6m2s:6m59s] 42% |███████████████ | (50/117 GB, 167 MB/s) [6m2s:6m41s] 42% |███████████████ | (50/117 GB, 167 MB/s) [6m3s:6m41s] 42% |███████████████ | (50/117 GB, 167 MB/s) [6m3s:6m41s] 42% |███████████████ | (50/117 GB, 167 MB/s) [6m3s:6m41s] 42% |███████████████ | (50/117 GB, 163 MB/s) [6m3s:6m49s] 42% |███████████████ | (50/117 GB, 163 MB/s) [6m3s:6m49s] 42% |███████████████ | (50/117 GB, 163 MB/s) [6m3s:6m49s] 42% |███████████████ | (50/117 GB, 163 MB/s) [6m3s:6m49s] 42% |███████████████ | (50/117 GB, 163 MB/s) [6m3s:6m49s] 42% |███████████████ | (50/117 GB, 163 MB/s) [6m3s:6m49s] 42% |███████████████ | (50/117 GB, 159 MB/s) [6m3s:7m0s] 42% |███████████████ | (50/117 GB, 159 MB/s) [6m4s:7m0s] 42% |███████████████ | (50/117 GB, 159 MB/s) [6m4s:7m0s] 42% |███████████████ | (50/117 GB, 159 MB/s) [6m4s:7m0s] 42% |███████████████ | (50/117 GB, 159 MB/s) [6m4s:6m59s] 42% |███████████████ | (50/117 GB, 159 MB/s) [6m4s:6m59s] 42% |███████████████ | (50/117 GB, 159 MB/s) [6m4s:6m59s] 42% |███████████████ | (50/117 GB, 169 MB/s) [6m4s:6m34s] 43% |███████████████ | (50/117 GB, 169 MB/s) [6m4s:6m34s] 43% |███████████████ | (50/117 GB, 169 MB/s) [6m4s:6m34s] 43% |███████████████ | (50/117 GB, 169 MB/s) [6m4s:6m34s] 43% |███████████████ | (50/117 GB, 169 MB/s) [6m4s:6m34s] 43% |███████████████ | (50/117 GB, 169 MB/s) [6m4s:6m34s] 43% |███████████████ | (50/117 GB, 169 MB/s) [6m5s:6m34s] 43% |███████████████ | (50/117 GB, 167 MB/s) [6m5s:6m38s] 43% |███████████████ | (50/117 GB, 167 MB/s) [6m5s:6m38s] 43% |███████████████ | (50/117 GB, 167 MB/s) [6m5s:6m38s] 43% |███████████████ | (50/117 GB, 167 MB/s) [6m5s:6m38s] 43% |███████████████ | (50/117 GB, 167 MB/s) [6m5s:6m38s] 43% |███████████████ | (50/117 GB, 167 MB/s) [6m5s:6m38s] 43% |███████████████ | (51/117 GB, 167 MB/s) [6m5s:6m38s] 43% |███████████████ | (51/117 GB, 167 MB/s) [6m5s:6m38s] 43% |███████████████ | (51/117 GB, 171 MB/s) [6m5s:6m29s] 43% |███████████████ | (51/117 GB, 171 MB/s) [6m5s:6m29s] 43% |███████████████ | (51/117 GB, 171 MB/s) [6m6s:6m29s] 43% |███████████████ | (51/117 GB, 171 MB/s) [6m6s:6m28s] 43% |███████████████ | (51/117 GB, 171 MB/s) [6m6s:6m28s] 43% |███████████████ | (51/117 GB, 169 MB/s) [6m6s:6m32s] 43% |███████████████ | (51/117 GB, 169 MB/s) [6m6s:6m32s] 43% |███████████████ | (51/117 GB, 169 MB/s) [6m6s:6m31s] 43% |███████████████ | (51/117 GB, 169 MB/s) [6m6s:6m31s] 43% |███████████████ | (51/117 GB, 169 MB/s) [6m6s:6m31s] 43% |███████████████ | (51/117 GB, 169 MB/s) [6m6s:6m31s] 43% |███████████████ | (51/117 GB, 169 MB/s) [6m6s:6m31s] 43% |███████████████ | (51/117 GB, 168 MB/s) [6m6s:6m35s] 43% |███████████████ | (51/117 GB, 168 MB/s) [6m6s:6m35s] 43% |███████████████ | (51/117 GB, 168 MB/s) [6m7s:6m34s] 43% |███████████████ | (51/117 GB, 168 MB/s) [6m7s:6m34s] 43% |███████████████ | (51/117 GB, 168 MB/s) [6m7s:6m34s] 43% |███████████████ | (51/117 GB, 168 MB/s) [6m7s:6m34s] 43% |███████████████ | (51/117 GB, 168 MB/s) [6m7s:6m34s] 43% |███████████████ | (51/117 GB, 175 MB/s) [6m7s:6m17s] 43% |███████████████ | (51/117 GB, 175 MB/s) [6m7s:6m17s] 43% |███████████████ | (51/117 GB, 175 MB/s) [6m7s:6m17s] 43% |███████████████ | (51/117 GB, 175 MB/s) [6m7s:6m17s] 43% |███████████████ | (51/117 GB, 175 MB/s) [6m7s:6m17s] 43% |███████████████ | (51/117 GB, 175 MB/s) [6m7s:6m17s] 43% |███████████████ | (51/117 GB, 168 MB/s) [6m7s:6m34s] 43% |███████████████ | (51/117 GB, 168 MB/s) [6m8s:6m34s] 43% |███████████████ | (51/117 GB, 168 MB/s) [6m8s:6m34s] 43% |███████████████ | (51/117 GB, 168 MB/s) [6m8s:6m34s] 43% |███████████████ | (51/117 GB, 168 MB/s) [6m8s:6m34s] 43% |███████████████ | (51/117 GB, 168 MB/s) [6m8s:6m34s] 43% |███████████████ | (51/117 GB, 167 MB/s) [6m8s:6m36s] 43% |███████████████ | (51/117 GB, 167 MB/s) [6m8s:6m36s] 43% |███████████████ | (51/117 GB, 167 MB/s) [6m8s:6m36s] 43% |███████████████ | (51/117 GB, 167 MB/s) [6m8s:6m35s] 43% |███████████████ | (51/117 GB, 167 MB/s) [6m8s:6m35s] 43% |███████████████ | (51/117 GB, 167 MB/s) [6m8s:6m35s] 43% |███████████████ | (51/117 GB, 176 MB/s) [6m9s:6m13s] 43% |███████████████ | (51/117 GB, 176 MB/s) [6m9s:6m13s] 43% |███████████████ | (51/117 GB, 176 MB/s) [6m9s:6m13s] 43% |███████████████ | (51/117 GB, 176 MB/s) [6m9s:6m13s] 43% |███████████████ | (51/117 GB, 171 MB/s) [6m9s:6m24s] 43% |███████████████ | (51/117 GB, 171 MB/s) [6m9s:6m24s] 43% |███████████████ | (51/117 GB, 171 MB/s) [6m9s:6m24s] 43% |███████████████ | (51/117 GB, 171 MB/s) [6m9s:6m24s] 43% |███████████████ | (51/117 GB, 159 MB/s) [6m10s:6m54s] 43% |███████████████ | (51/117 GB, 159 MB/s) [6m10s:6m54s] 43% |███████████████ | (51/117 GB, 159 MB/s) [6m10s:6m54s] 43% |███████████████ | (51/117 GB, 159 MB/s) [6m10s:6m54s] 43% |███████████████ | (51/117 GB, 159 MB/s) [6m10s:6m53s] 43% |███████████████ | (51/117 GB, 159 MB/s) [6m10s:6m53s] 43% |███████████████ | (51/117 GB, 159 MB/s) [6m10s:6m53s] 43% |███████████████ | (51/117 GB, 165 MB/s) [6m10s:6m37s] 43% |███████████████ | (51/117 GB, 165 MB/s) [6m10s:6m37s] 43% |███████████████ | (51/117 GB, 165 MB/s) [6m11s:6m37s] 43% |███████████████ | (51/117 GB, 165 MB/s) [6m11s:6m37s] 43% |███████████████ | (51/117 GB, 165 MB/s) [6m11s:6m37s] 43% |███████████████ | (51/117 GB, 158 MB/s) [6m11s:6m55s] 43% |███████████████ | (51/117 GB, 158 MB/s) [6m11s:6m54s] 43% |███████████████ | (52/117 GB, 158 MB/s) [6m11s:6m54s] 43% |███████████████ | (52/117 GB, 153 MB/s) [6m11s:7m9s] 43% |███████████████ | (52/117 GB, 153 MB/s) [6m11s:7m9s] 43% |███████████████ | (52/117 GB, 153 MB/s) [6m11s:7m9s] 43% |███████████████ | (52/117 GB, 153 MB/s) [6m11s:7m9s] 44% |███████████████ | (52/117 GB, 153 MB/s) [6m11s:7m9s] 44% |███████████████ | (52/117 GB, 153 MB/s) [6m12s:7m9s] 44% |███████████████ | (52/117 GB, 145 MB/s) [6m12s:7m31s] 44% |███████████████ | (52/117 GB, 145 MB/s) [6m12s:7m31s] 44% |███████████████ | (52/117 GB, 145 MB/s) [6m12s:7m31s] 44% |███████████████ | (52/117 GB, 145 MB/s) [6m12s:7m31s] 44% |███████████████ | (52/117 GB, 145 MB/s) [6m12s:7m31s] 44% |███████████████ | (52/117 GB, 133 MB/s) [6m12s:8m13s] 44% |███████████████ | (52/117 GB, 133 MB/s) [6m12s:8m13s] 44% |███████████████ | (52/117 GB, 133 MB/s) [6m12s:8m13s] 44% |███████████████ | (52/117 GB, 133 MB/s) [6m13s:8m13s] 44% |███████████████ | (52/117 GB, 133 MB/s) [6m13s:8m12s] 44% |███████████████ | (52/117 GB, 133 MB/s) [6m13s:8m12s] 44% |███████████████ | (52/117 GB, 133 MB/s) [6m13s:8m12s] 44% |███████████████ | (52/117 GB, 144 MB/s) [6m13s:7m32s] 44% |███████████████ | (52/117 GB, 144 MB/s) [6m13s:7m32s] 44% |███████████████ | (52/117 GB, 144 MB/s) [6m13s:7m32s] 44% |███████████████ | (52/117 GB, 134 MB/s) [6m13s:8m8s] 44% |███████████████ | (52/117 GB, 134 MB/s) [6m13s:8m8s] 44% |███████████████ | (52/117 GB, 134 MB/s) [6m14s:8m8s] 44% |███████████████ | (52/117 GB, 134 MB/s) [6m14s:8m8s] 44% |███████████████ | (52/117 GB, 134 MB/s) [6m14s:8m7s] 44% |███████████████ | (52/117 GB, 134 MB/s) [6m14s:8m7s] 44% |███████████████ | (52/117 GB, 133 MB/s) [6m14s:8m11s] 44% |███████████████ | (52/117 GB, 133 MB/s) [6m14s:8m11s] 44% |███████████████ | (52/117 GB, 133 MB/s) [6m14s:8m10s] 44% |███████████████ | (52/117 GB, 133 MB/s) [6m14s:8m10s] 44% |███████████████ | (52/117 GB, 133 MB/s) [6m14s:8m10s] 44% |███████████████ | (52/117 GB, 133 MB/s) [6m14s:8m10s] 44% |███████████████ | (52/117 GB, 140 MB/s) [6m15s:7m46s] 44% |███████████████ | (52/117 GB, 140 MB/s) [6m15s:7m46s] 44% |███████████████ | (52/117 GB, 140 MB/s) [6m15s:7m46s] 44% |███████████████ | (52/117 GB, 140 MB/s) [6m15s:7m46s] 44% |███████████████ | (52/117 GB, 140 MB/s) [6m15s:7m46s] 44% |███████████████ | (52/117 GB, 146 MB/s) [6m15s:7m24s] 44% |███████████████ | (52/117 GB, 146 MB/s) [6m15s:7m24s] 44% |███████████████ | (52/117 GB, 146 MB/s) [6m15s:7m24s] 44% |███████████████ | (52/117 GB, 146 MB/s) [6m15s:7m23s] 44% |███████████████ | (52/117 GB, 146 MB/s) [6m15s:7m23s] 44% |███████████████ | (52/117 GB, 146 MB/s) [6m15s:7m23s] 44% |███████████████ | (52/117 GB, 146 MB/s) [6m16s:7m23s] 44% |███████████████ | (52/117 GB, 146 MB/s) [6m16s:7m23s] 44% |███████████████ | (52/117 GB, 146 MB/s) [6m16s:7m23s] 44% |███████████████ | (52/117 GB, 146 MB/s) [6m16s:7m23s] 44% |███████████████ | (52/117 GB, 146 MB/s) [6m16s:7m23s] 44% |███████████████ | (52/117 GB, 146 MB/s) [6m16s:7m23s] 44% |███████████████ | (52/117 GB, 146 MB/s) [6m16s:7m23s] 44% |███████████████ | (52/117 GB, 146 MB/s) [6m16s:7m23s] 44% |███████████████ | (52/117 GB, 149 MB/s) [6m16s:7m14s] 44% |███████████████ | (52/117 GB, 149 MB/s) [6m16s:7m14s] 44% |███████████████ | (52/117 GB, 149 MB/s) [6m17s:7m14s] 44% |███████████████ | (52/117 GB, 149 MB/s) [6m17s:7m14s] 44% |███████████████ | (52/117 GB, 149 MB/s) [6m17s:7m14s] 44% |███████████████ | (52/117 GB, 157 MB/s) [6m17s:6m52s] 44% |███████████████ | (52/117 GB, 157 MB/s) [6m17s:6m52s] 44% |███████████████ | (52/117 GB, 157 MB/s) [6m17s:6m52s] 44% |███████████████ | (52/117 GB, 157 MB/s) [6m17s:6m52s] 44% |███████████████ | (52/117 GB, 157 MB/s) [6m17s:6m52s] 44% |███████████████ | (52/117 GB, 157 MB/s) [6m17s:6m52s] 44% |███████████████ | (52/117 GB, 157 MB/s) [6m17s:6m52s] 44% |███████████████ | (52/117 GB, 157 MB/s) [6m17s:6m51s] 44% |███████████████ | (52/117 GB, 166 MB/s) [6m17s:6m28s] 44% |███████████████ | (52/117 GB, 166 MB/s) [6m17s:6m28s] 44% |███████████████ | (52/117 GB, 166 MB/s) [6m17s:6m28s] 44% |███████████████ | (52/117 GB, 166 MB/s) [6m17s:6m27s] 44% |███████████████ | (52/117 GB, 166 MB/s) [6m18s:6m27s] 44% |███████████████ | (52/117 GB, 166 MB/s) [6m18s:6m27s] 44% |███████████████ | (52/117 GB, 170 MB/s) [6m18s:6m19s] 44% |███████████████ | (53/117 GB, 170 MB/s) [6m18s:6m19s] 44% |███████████████ | (53/117 GB, 170 MB/s) [6m18s:6m19s] 44% |███████████████ | (53/117 GB, 170 MB/s) [6m18s:6m19s] 44% |███████████████ | (53/117 GB, 170 MB/s) [6m18s:6m18s] 44% |███████████████ | (53/117 GB, 170 MB/s) [6m18s:6m18s] 44% |███████████████ | (53/117 GB, 170 MB/s) [6m18s:6m18s] 44% |███████████████ | (53/117 GB, 164 MB/s) [6m19s:6m31s] 44% |███████████████ | (53/117 GB, 164 MB/s) [6m19s:6m31s] 44% |███████████████ | (53/117 GB, 164 MB/s) [6m19s:6m31s] 45% |███████████████ | (53/117 GB, 164 MB/s) [6m19s:6m31s] 45% |███████████████ | (53/117 GB, 164 MB/s) [6m19s:6m31s] 45% |███████████████ | (53/117 GB, 164 MB/s) [6m19s:6m31s] 45% |███████████████ | (53/117 GB, 164 MB/s) [6m19s:6m31s] 45% |███████████████ | (53/117 GB, 185 MB/s) [6m19s:5m48s] 45% |███████████████ | (53/117 GB, 185 MB/s) [6m19s:5m48s] 45% |███████████████ | (53/117 GB, 185 MB/s) [6m19s:5m47s] 45% |███████████████ | (53/117 GB, 185 MB/s) [6m19s:5m47s] 45% |███████████████ | (53/117 GB, 185 MB/s) [6m19s:5m47s] 45% |███████████████ | (53/117 GB, 185 MB/s) [6m19s:5m47s] 45% |███████████████ | (53/117 GB, 185 MB/s) [6m19s:5m47s] 45% |███████████████ | (53/117 GB, 185 MB/s) [6m19s:5m47s] 45% |███████████████ | (53/117 GB, 193 MB/s) [6m20s:5m31s] 45% |███████████████ | (53/117 GB, 193 MB/s) [6m20s:5m31s] 45% |███████████████ | (53/117 GB, 193 MB/s) [6m20s:5m31s] 45% |███████████████ | (53/117 GB, 193 MB/s) [6m20s:5m31s] 45% |███████████████ | (53/117 GB, 193 MB/s) [6m20s:5m31s] 45% |███████████████ | (53/117 GB, 192 MB/s) [6m20s:5m33s] 45% |███████████████ | (53/117 GB, 192 MB/s) [6m20s:5m33s] 45% |███████████████ | (53/117 GB, 192 MB/s) [6m20s:5m33s] 45% |███████████████ | (53/117 GB, 192 MB/s) [6m20s:5m33s] 45% |███████████████ | (53/117 GB, 192 MB/s) [6m20s:5m32s] 45% |███████████████ | (53/117 GB, 192 MB/s) [6m20s:5m32s] 45% |███████████████ | (53/117 GB, 192 MB/s) [6m20s:5m32s] 45% |███████████████ | (53/117 GB, 196 MB/s) [6m21s:5m25s] 45% |███████████████ | (53/117 GB, 196 MB/s) [6m21s:5m25s] 45% |███████████████ | (53/117 GB, 196 MB/s) [6m21s:5m25s] 45% |███████████████ | (53/117 GB, 196 MB/s) [6m21s:5m25s] 45% |███████████████ | (53/117 GB, 196 MB/s) [6m21s:5m25s] 45% |███████████████ | (53/117 GB, 196 MB/s) [6m21s:5m25s] 45% |███████████████ | (53/117 GB, 196 MB/s) [6m21s:5m25s] 45% |███████████████ | (53/117 GB, 196 MB/s) [6m21s:5m25s] 45% |███████████████ | (53/117 GB, 203 MB/s) [6m21s:5m14s] 45% |███████████████ | (53/117 GB, 203 MB/s) [6m21s:5m14s] 45% |███████████████ | (53/117 GB, 203 MB/s) [6m21s:5m14s] 45% |███████████████ | (53/117 GB, 203 MB/s) [6m21s:5m14s] 45% |███████████████ | (53/117 GB, 203 MB/s) [6m21s:5m14s] 45% |███████████████ | (53/117 GB, 203 MB/s) [6m22s:5m14s] 45% |███████████████ | (53/117 GB, 198 MB/s) [6m22s:5m21s] 45% |███████████████ | (53/117 GB, 198 MB/s) [6m22s:5m21s] 45% |███████████████ | (53/117 GB, 198 MB/s) [6m22s:5m21s] 45% |███████████████ | (53/117 GB, 198 MB/s) [6m22s:5m21s] 45% |███████████████ | (53/117 GB, 198 MB/s) [6m22s:5m20s] 45% |███████████████ | (53/117 GB, 201 MB/s) [6m22s:5m16s] 45% |███████████████ | (53/117 GB, 201 MB/s) [6m22s:5m16s] 45% |███████████████ | (53/117 GB, 201 MB/s) [6m22s:5m16s] 45% |███████████████ | (53/117 GB, 201 MB/s) [6m22s:5m16s] 45% |███████████████ | (54/117 GB, 201 MB/s) [6m22s:5m16s] 45% |███████████████ | (54/117 GB, 201 MB/s) [6m22s:5m16s] 45% |███████████████ | (54/117 GB, 201 MB/s) [6m23s:5m16s] 45% |███████████████ | (54/117 GB, 193 MB/s) [6m23s:5m29s] 45% |███████████████ | (54/117 GB, 193 MB/s) [6m23s:5m29s] 45% |███████████████ | (54/117 GB, 193 MB/s) [6m23s:5m29s] 45% |███████████████ | (54/117 GB, 193 MB/s) [6m23s:5m29s] 45% |███████████████ | (54/117 GB, 193 MB/s) [6m23s:5m29s] 45% |███████████████ | (54/117 GB, 193 MB/s) [6m23s:5m29s] 45% |███████████████ | (54/117 GB, 193 MB/s) [6m23s:5m29s] 45% |███████████████ | (54/117 GB, 194 MB/s) [6m23s:5m27s] 45% |███████████████ | (54/117 GB, 194 MB/s) [6m23s:5m27s] 45% |███████████████ | (54/117 GB, 194 MB/s) [6m23s:5m27s] 45% |███████████████ | (54/117 GB, 194 MB/s) [6m23s:5m27s] 45% |███████████████ | (54/117 GB, 194 MB/s) [6m24s:5m26s] 45% |███████████████ | (54/117 GB, 194 MB/s) [6m24s:5m26s] 45% |███████████████ | (54/117 GB, 194 MB/s) [6m24s:5m26s] 45% |███████████████ | (54/117 GB, 194 MB/s) [6m24s:5m26s] 45% |███████████████ | (54/117 GB, 204 MB/s) [6m24s:5m10s] 45% |███████████████ | (54/117 GB, 204 MB/s) [6m24s:5m10s] 45% |███████████████ | (54/117 GB, 204 MB/s) [6m24s:5m10s] 45% |███████████████ | (54/117 GB, 204 MB/s) [6m24s:5m10s] 45% |███████████████ | (54/117 GB, 204 MB/s) [6m24s:5m10s] 45% |███████████████ | (54/117 GB, 193 MB/s) [6m24s:5m27s] 45% |███████████████ | (54/117 GB, 193 MB/s) [6m25s:5m27s] 45% |███████████████ | (54/117 GB, 193 MB/s) [6m25s:5m27s] 45% |███████████████ | (54/117 GB, 193 MB/s) [6m25s:5m27s] 45% |████████████████ | (54/117 GB, 175 MB/s) [6m25s:6m1s] 45% |████████████████ | (54/117 GB, 175 MB/s) [6m25s:6m1s] 45% |████████████████ | (54/117 GB, 175 MB/s) [6m25s:6m1s] 45% |████████████████ | (54/117 GB, 175 MB/s) [6m25s:6m1s] 46% |████████████████ | (54/117 GB, 175 MB/s) [6m25s:6m1s] 46% |████████████████ | (54/117 GB, 162 MB/s) [6m27s:6m30s] 46% |████████████████ | (54/117 GB, 162 MB/s) [6m27s:6m30s] 46% |████████████████ | (54/117 GB, 162 MB/s) [6m27s:6m30s] 46% |████████████████ | (54/117 GB, 162 MB/s) [6m27s:6m30s] 46% |████████████████ | (54/117 GB, 162 MB/s) [6m27s:6m30s] 46% |████████████████ | (54/117 GB, 162 MB/s) [6m27s:6m30s] 46% |████████████████ | (54/117 GB, 156 MB/s) [6m28s:6m45s] 46% |████████████████ | (54/117 GB, 156 MB/s) [6m28s:6m45s] 46% |████████████████ | (54/117 GB, 156 MB/s) [6m28s:6m45s] 46% |████████████████ | (54/117 GB, 156 MB/s) [6m28s:6m45s] 46% |████████████████ | (54/117 GB, 156 MB/s) [6m28s:6m44s] 46% |████████████████ | (54/117 GB, 156 MB/s) [6m28s:6m44s] 46% |████████████████ | (54/117 GB, 144 MB/s) [6m28s:7m16s] 46% |████████████████ | (54/117 GB, 144 MB/s) [6m28s:7m16s] 46% |████████████████ | (54/117 GB, 144 MB/s) [6m28s:7m16s] 46% |████████████████ | (54/117 GB, 144 MB/s) [6m28s:7m16s] 46% |████████████████ | (54/117 GB, 144 MB/s) [6m28s:7m16s] 46% |████████████████ | (54/117 GB, 144 MB/s) [6m28s:7m16s] 46% |████████████████ | (54/117 GB, 144 MB/s) [6m28s:7m16s] 46% |████████████████ | (54/117 GB, 145 MB/s) [6m29s:7m14s] 46% |████████████████ | (54/117 GB, 145 MB/s) [6m29s:7m14s] 46% |████████████████ | (54/117 GB, 145 MB/s) [6m29s:7m14s] 46% |████████████████ | (54/117 GB, 145 MB/s) [6m29s:7m14s] 46% |████████████████ | (54/117 GB, 145 MB/s) [6m29s:7m14s] 46% |████████████████ | (54/117 GB, 134 MB/s) [6m29s:7m49s] 46% |████████████████ | (54/117 GB, 134 MB/s) [6m29s:7m49s] 46% |████████████████ | (54/117 GB, 134 MB/s) [6m29s:7m49s] 46% |████████████████ | (54/117 GB, 134 MB/s) [6m29s:7m49s] 46% |████████████████ | (54/117 GB, 134 MB/s) [6m30s:7m49s] 46% |████████████████ | (54/117 GB, 124 MB/s) [6m30s:8m28s] 46% |████████████████ | (54/117 GB, 124 MB/s) [6m30s:8m27s] 46% |████████████████ | (54/117 GB, 124 MB/s) [6m30s:8m27s] 46% |████████████████ | (54/117 GB, 124 MB/s) [6m30s:8m27s] 46% |████████████████ | (54/117 GB, 124 MB/s) [6m30s:8m27s] 46% |████████████████ | (54/117 GB, 124 MB/s) [6m30s:8m27s] 46% |████████████████ | (54/117 GB, 124 MB/s) [6m30s:8m27s] 46% |████████████████ | (54/117 GB, 124 MB/s) [6m30s:8m27s] 46% |████████████████ | (54/117 GB, 132 MB/s) [6m30s:7m53s] 46% |████████████████ | (54/117 GB, 132 MB/s) [6m30s:7m53s] 46% |████████████████ | (54/117 GB, 132 MB/s) [6m30s:7m53s] 46% |████████████████ | (54/117 GB, 132 MB/s) [6m31s:7m53s] 46% |████████████████ | (54/117 GB, 132 MB/s) [6m31s:7m53s] 46% |████████████████ | (54/117 GB, 123 MB/s) [6m31s:8m30s] 46% |████████████████ | (54/117 GB, 123 MB/s) [6m31s:8m30s] 46% |████████████████ | (54/117 GB, 123 MB/s) [6m31s:8m30s] 46% |████████████████ | (54/117 GB, 123 MB/s) [6m31s:8m30s] 46% |████████████████ | (54/117 GB, 123 MB/s) [6m31s:8m30s] 46% |████████████████ | (54/117 GB, 123 MB/s) [6m31s:8m30s] 46% |████████████████ | (54/117 GB, 126 MB/s) [6m31s:8m14s] 46% |████████████████ | (54/117 GB, 126 MB/s) [6m31s:8m14s] 46% |████████████████ | (54/117 GB, 126 MB/s) [6m31s:8m14s] 46% |████████████████ | (54/117 GB, 126 MB/s) [6m31s:8m14s] 46% |████████████████ | (55/117 GB, 126 MB/s) [6m31s:8m14s] 46% |████████████████ | (55/117 GB, 136 MB/s) [6m32s:7m38s] 46% |████████████████ | (55/117 GB, 136 MB/s) [6m32s:7m38s] 46% |████████████████ | (55/117 GB, 136 MB/s) [6m32s:7m38s] 46% |████████████████ | (55/117 GB, 136 MB/s) [6m32s:7m38s] 46% |████████████████ | (55/117 GB, 136 MB/s) [6m32s:7m38s] 46% |████████████████ | (55/117 GB, 136 MB/s) [6m32s:7m38s] 46% |████████████████ | (55/117 GB, 136 MB/s) [6m32s:7m38s] 46% |████████████████ | (55/117 GB, 153 MB/s) [6m32s:6m48s] 46% |████████████████ | (55/117 GB, 153 MB/s) [6m32s:6m48s] 46% |████████████████ | (55/117 GB, 153 MB/s) [6m32s:6m48s] 46% |████████████████ | (55/117 GB, 153 MB/s) [6m32s:6m47s] 46% |████████████████ | (55/117 GB, 153 MB/s) [6m33s:6m47s] 46% |████████████████ | (55/117 GB, 153 MB/s) [6m33s:6m47s] 46% |████████████████ | (55/117 GB, 158 MB/s) [6m33s:6m35s] 46% |████████████████ | (55/117 GB, 158 MB/s) [6m33s:6m35s] 46% |████████████████ | (55/117 GB, 158 MB/s) [6m33s:6m35s] 46% |████████████████ | (55/117 GB, 158 MB/s) [6m33s:6m34s] 46% |████████████████ | (55/117 GB, 158 MB/s) [6m33s:6m34s] 46% |████████████████ | (55/117 GB, 158 MB/s) [6m33s:6m34s] 46% |████████████████ | (55/117 GB, 156 MB/s) [6m33s:6m38s] 46% |████████████████ | (55/117 GB, 156 MB/s) [6m33s:6m38s] 46% |████████████████ | (55/117 GB, 156 MB/s) [6m34s:6m38s] 46% |████████████████ | (55/117 GB, 156 MB/s) [6m34s:6m38s] 46% |████████████████ | (55/117 GB, 156 MB/s) [6m34s:6m38s] 46% |████████████████ | (55/117 GB, 147 MB/s) [6m34s:7m3s] 46% |████████████████ | (55/117 GB, 147 MB/s) [6m34s:7m3s] 46% |████████████████ | (55/117 GB, 147 MB/s) [6m34s:7m3s] 46% |████████████████ | (55/117 GB, 147 MB/s) [6m34s:7m3s] 46% |████████████████ | (55/117 GB, 147 MB/s) [6m34s:7m3s] 46% |████████████████ | (55/117 GB, 145 MB/s) [6m34s:7m7s] 46% |████████████████ | (55/117 GB, 145 MB/s) [6m35s:7m7s] 46% |████████████████ | (55/117 GB, 145 MB/s) [6m35s:7m7s] 46% |████████████████ | (55/117 GB, 145 MB/s) [6m35s:7m7s] 46% |████████████████ | (55/117 GB, 145 MB/s) [6m35s:7m7s] 46% |████████████████ | (55/117 GB, 142 MB/s) [6m35s:7m17s] 46% |████████████████ | (55/117 GB, 142 MB/s) [6m35s:7m16s] 46% |████████████████ | (55/117 GB, 142 MB/s) [6m35s:7m16s] 46% |████████████████ | (55/117 GB, 142 MB/s) [6m35s:7m16s] 46% |████████████████ | (55/117 GB, 142 MB/s) [6m35s:7m16s] 46% |████████████████ | (55/117 GB, 124 MB/s) [6m36s:8m20s] 46% |████████████████ | (55/117 GB, 124 MB/s) [6m36s:8m20s] 47% |████████████████ | (55/117 GB, 124 MB/s) [6m36s:8m20s] 47% |████████████████ | (55/117 GB, 124 MB/s) [6m36s:8m19s] 47% |████████████████ | (55/117 GB, 124 MB/s) [6m36s:8m19s] 47% |████████████████ | (55/117 GB, 124 MB/s) [6m36s:8m19s] 47% |████████████████ | (55/117 GB, 126 MB/s) [6m36s:8m10s] 47% |████████████████ | (55/117 GB, 126 MB/s) [6m36s:8m10s] 47% |████████████████ | (55/117 GB, 126 MB/s) [6m36s:8m10s] 47% |████████████████ | (55/117 GB, 126 MB/s) [6m36s:8m10s] 47% |████████████████ | (55/117 GB, 118 MB/s) [6m37s:8m44s] 47% |████████████████ | (55/117 GB, 118 MB/s) [6m37s:8m44s] 47% |████████████████ | (55/117 GB, 118 MB/s) [6m37s:8m44s] 47% |████████████████ | (55/117 GB, 118 MB/s) [6m37s:8m43s] 47% |████████████████ | (55/117 GB, 118 MB/s) [6m37s:8m43s] 47% |████████████████ | (55/117 GB, 118 MB/s) [6m37s:8m43s] 47% |████████████████ | (55/117 GB, 117 MB/s) [6m37s:8m47s] 47% |████████████████ | (55/117 GB, 117 MB/s) [6m37s:8m47s] 47% |████████████████ | (55/117 GB, 117 MB/s) [6m37s:8m47s] 47% |████████████████ | (55/117 GB, 117 MB/s) [6m37s:8m47s] 47% |████████████████ | (55/117 GB, 117 MB/s) [6m37s:8m47s] 47% |████████████████ | (55/117 GB, 117 MB/s) [6m37s:8m47s] 47% |████████████████ | (55/117 GB, 117 MB/s) [6m37s:8m46s] 47% |████████████████ | (55/117 GB, 122 MB/s) [6m38s:8m24s] 47% |████████████████ | (55/117 GB, 122 MB/s) [6m38s:8m24s] 47% |████████████████ | (55/117 GB, 122 MB/s) [6m38s:8m23s] 47% |████████████████ | (55/117 GB, 122 MB/s) [6m38s:8m23s] 47% |████████████████ | (55/117 GB, 122 MB/s) [6m38s:8m23s] 47% |████████████████ | (55/117 GB, 122 MB/s) [6m38s:8m23s] 47% |████████████████ | (55/117 GB, 122 MB/s) [6m38s:8m23s] 47% |████████████████ | (55/117 GB, 122 MB/s) [6m38s:8m23s] 47% |████████████████ | (55/117 GB, 128 MB/s) [6m38s:8m0s] 47% |████████████████ | (56/117 GB, 128 MB/s) [6m38s:8m0s] 47% |████████████████ | (56/117 GB, 128 MB/s) [6m38s:8m0s] 47% |████████████████ | (56/117 GB, 128 MB/s) [6m38s:8m0s] 47% |████████████████ | (56/117 GB, 128 MB/s) [6m38s:8m0s] 47% |████████████████ | (56/117 GB, 128 MB/s) [6m38s:8m0s] 47% |████████████████ | (56/117 GB, 128 MB/s) [6m38s:8m0s] 47% |████████████████ | (56/117 GB, 138 MB/s) [6m39s:7m26s] 47% |████████████████ | (56/117 GB, 138 MB/s) [6m39s:7m26s] 47% |████████████████ | (56/117 GB, 138 MB/s) [6m39s:7m26s] 47% |████████████████ | (56/117 GB, 138 MB/s) [6m39s:7m26s] 47% |████████████████ | (56/117 GB, 138 MB/s) [6m39s:7m26s] 47% |████████████████ | (56/117 GB, 138 MB/s) [6m39s:7m26s] 47% |████████████████ | (56/117 GB, 138 MB/s) [6m39s:7m26s] 47% |████████████████ | (56/117 GB, 156 MB/s) [6m39s:6m33s] 47% |████████████████ | (56/117 GB, 156 MB/s) [6m39s:6m33s] 47% |████████████████ | (56/117 GB, 156 MB/s) [6m39s:6m33s] 47% |████████████████ | (56/117 GB, 156 MB/s) [6m39s:6m33s] 47% |████████████████ | (56/117 GB, 156 MB/s) [6m39s:6m33s] 47% |████████████████ | (56/117 GB, 156 MB/s) [6m39s:6m33s] 47% |████████████████ | (56/117 GB, 160 MB/s) [6m40s:6m22s] 47% |████████████████ | (56/117 GB, 160 MB/s) [6m40s:6m22s] 47% |████████████████ | (56/117 GB, 160 MB/s) [6m40s:6m22s] 47% |████████████████ | (56/117 GB, 160 MB/s) [6m40s:6m22s] 47% |████████████████ | (56/117 GB, 160 MB/s) [6m40s:6m22s] 47% |████████████████ | (56/117 GB, 162 MB/s) [6m40s:6m17s] 47% |████████████████ | (56/117 GB, 162 MB/s) [6m41s:6m17s] 47% |████████████████ | (56/117 GB, 162 MB/s) [6m41s:6m17s] 47% |████████████████ | (56/117 GB, 162 MB/s) [6m41s:6m17s] 47% |████████████████ | (56/117 GB, 162 MB/s) [6m41s:6m17s] 47% |████████████████ | (56/117 GB, 162 MB/s) [6m41s:6m17s] 47% |████████████████ | (56/117 GB, 168 MB/s) [6m41s:6m3s] 47% |████████████████ | (56/117 GB, 168 MB/s) [6m41s:6m3s] 47% |████████████████ | (56/117 GB, 168 MB/s) [6m41s:6m2s] 47% |████████████████ | (56/117 GB, 168 MB/s) [6m41s:6m2s] 47% |████████████████ | (56/117 GB, 168 MB/s) [6m41s:6m2s] 47% |████████████████ | (56/117 GB, 168 MB/s) [6m41s:6m2s] 47% |████████████████ | (56/117 GB, 168 MB/s) [6m42s:6m3s] 47% |████████████████ | (56/117 GB, 168 MB/s) [6m42s:6m3s] 47% |████████████████ | (56/117 GB, 162 MB/s) [6m43s:6m16s] 47% |████████████████ | (56/117 GB, 162 MB/s) [6m43s:6m16s] 47% |████████████████ | (56/117 GB, 162 MB/s) [6m43s:6m16s] 47% |████████████████ | (56/117 GB, 162 MB/s) [6m43s:6m16s] 47% |████████████████ | (56/117 GB, 162 MB/s) [6m43s:6m16s] 47% |████████████████ | (56/117 GB, 162 MB/s) [6m43s:6m16s] 47% |████████████████ | (56/117 GB, 162 MB/s) [6m43s:6m16s] 47% |████████████████ | (56/117 GB, 160 MB/s) [6m44s:6m21s] 47% |████████████████ | (56/117 GB, 160 MB/s) [6m44s:6m21s] 47% |████████████████ | (56/117 GB, 160 MB/s) [6m44s:6m21s] 47% |████████████████ | (56/117 GB, 160 MB/s) [6m44s:6m21s] 47% |████████████████ | (56/117 GB, 148 MB/s) [6m44s:6m50s] 47% |████████████████ | (56/117 GB, 148 MB/s) [6m44s:6m50s] 47% |████████████████ | (56/117 GB, 148 MB/s) [6m44s:6m50s] 47% |████████████████ | (56/117 GB, 148 MB/s) [6m44s:6m50s] 47% |████████████████ | (56/117 GB, 148 MB/s) [6m44s:6m50s] 48% |████████████████ | (56/117 GB, 148 MB/s) [6m44s:6m50s] 48% |████████████████ | (56/117 GB, 148 MB/s) [6m44s:6m49s] 48% |████████████████ | (56/117 GB, 146 MB/s) [6m45s:6m57s] 48% |████████████████ | (56/117 GB, 146 MB/s) [6m45s:6m56s] 48% |████████████████ | (56/117 GB, 146 MB/s) [6m45s:6m56s] 48% |████████████████ | (56/117 GB, 146 MB/s) [6m45s:6m56s] 48% |████████████████ | (56/117 GB, 146 MB/s) [6m45s:6m56s] 48% |████████████████ | (56/117 GB, 146 MB/s) [6m45s:6m56s] 48% |████████████████ | (56/117 GB, 136 MB/s) [6m45s:7m25s] 48% |████████████████ | (56/117 GB, 136 MB/s) [6m45s:7m25s] 48% |████████████████ | (56/117 GB, 136 MB/s) [6m45s:7m25s] 48% |████████████████ | (56/117 GB, 136 MB/s) [6m45s:7m25s] 48% |████████████████ | (56/117 GB, 136 MB/s) [6m45s:7m25s] 48% |████████████████ | (56/117 GB, 127 MB/s) [6m46s:7m58s] 48% |████████████████ | (56/117 GB, 127 MB/s) [6m46s:7m58s] 48% |████████████████ | (56/117 GB, 127 MB/s) [6m46s:7m57s] 48% |████████████████ | (56/117 GB, 127 MB/s) [6m46s:7m57s] 48% |████████████████ | (56/117 GB, 127 MB/s) [6m46s:7m57s] 48% |████████████████ | (56/117 GB, 127 MB/s) [6m46s:7m57s] 48% |████████████████ | (56/117 GB, 127 MB/s) [6m46s:7m57s] 48% |█████████████████ | (56/117 GB, 142 MB/s) [6m46s:7m7s] 48% |█████████████████ | (56/117 GB, 142 MB/s) [6m46s:7m7s] 48% |█████████████████ | (56/117 GB, 142 MB/s) [6m46s:7m7s] 48% |█████████████████ | (56/117 GB, 142 MB/s) [6m46s:7m7s] 48% |█████████████████ | (56/117 GB, 142 MB/s) [6m46s:7m7s] 48% |█████████████████ | (57/117 GB, 142 MB/s) [6m46s:7m7s] 48% |█████████████████ | (57/117 GB, 142 MB/s) [6m47s:7m7s] 48% |████████████████ | (57/117 GB, 145 MB/s) [6m47s:6m56s] 48% |████████████████ | (57/117 GB, 145 MB/s) [6m47s:6m56s] 48% |████████████████ | (57/117 GB, 145 MB/s) [6m47s:6m56s] 48% |████████████████ | (57/117 GB, 145 MB/s) [6m47s:6m56s] 48% |████████████████ | (57/117 GB, 145 MB/s) [6m47s:6m56s] 48% |████████████████ | (57/117 GB, 147 MB/s) [6m47s:6m51s] 48% |████████████████ | (57/117 GB, 147 MB/s) [6m47s:6m51s] 48% |████████████████ | (57/117 GB, 147 MB/s) [6m47s:6m51s] 48% |████████████████ | (57/117 GB, 147 MB/s) [6m47s:6m51s] 48% |████████████████ | (57/117 GB, 147 MB/s) [6m47s:6m50s] 48% |████████████████ | (57/117 GB, 147 MB/s) [6m47s:6m50s] 48% |████████████████ | (57/117 GB, 147 MB/s) [6m47s:6m50s] 48% |████████████████ | (57/117 GB, 149 MB/s) [6m48s:6m45s] 48% |████████████████ | (57/117 GB, 149 MB/s) [6m48s:6m45s] 48% |████████████████ | (57/117 GB, 149 MB/s) [6m48s:6m45s] 48% |████████████████ | (57/117 GB, 149 MB/s) [6m48s:6m45s] 48% |████████████████ | (57/117 GB, 149 MB/s) [6m48s:6m45s] 48% |████████████████ | (57/117 GB, 150 MB/s) [6m49s:6m41s] 48% |████████████████ | (57/117 GB, 150 MB/s) [6m49s:6m41s] 48% |████████████████ | (57/117 GB, 150 MB/s) [6m49s:6m41s] 48% |████████████████ | (57/117 GB, 150 MB/s) [6m49s:6m40s] 48% |████████████████ | (57/117 GB, 150 MB/s) [6m49s:6m40s] 48% |████████████████ | (57/117 GB, 150 MB/s) [6m49s:6m40s] 48% |████████████████ | (57/117 GB, 150 MB/s) [6m49s:6m40s] 48% |████████████████ | (57/117 GB, 153 MB/s) [6m49s:6m32s] 48% |████████████████ | (57/117 GB, 153 MB/s) [6m49s:6m32s] 48% |████████████████ | (57/117 GB, 153 MB/s) [6m49s:6m32s] 48% |████████████████ | (57/117 GB, 153 MB/s) [6m50s:6m32s] 48% |████████████████ | (57/117 GB, 153 MB/s) [6m50s:6m32s] 48% |████████████████ | (57/117 GB, 153 MB/s) [6m50s:6m32s] 48% |████████████████ | (57/117 GB, 153 MB/s) [6m50s:6m32s] 48% |████████████████ | (57/117 GB, 144 MB/s) [6m52s:6m56s] 48% |████████████████ | (57/117 GB, 144 MB/s) [6m52s:6m56s] 48% |████████████████ | (57/117 GB, 144 MB/s) [6m52s:6m56s] 48% |████████████████ | (57/117 GB, 144 MB/s) [6m52s:6m56s] 48% |████████████████ | (57/117 GB, 144 MB/s) [6m52s:6m56s] 48% |████████████████ | (57/117 GB, 134 MB/s) [6m52s:7m28s] 48% |████████████████ | (57/117 GB, 134 MB/s) [6m52s:7m28s] 48% |████████████████ | (57/117 GB, 134 MB/s) [6m52s:7m28s] 48% |████████████████ | (57/117 GB, 134 MB/s) [6m52s:7m28s] 48% |████████████████ | (57/117 GB, 134 MB/s) [6m52s:7m28s] 48% |████████████████ | (57/117 GB, 134 MB/s) [6m53s:7m27s] 48% |████████████████ | (57/117 GB, 134 MB/s) [6m53s:7m27s] 48% |█████████████████ | (57/117 GB, 141 MB/s) [6m53s:7m3s] 48% |█████████████████ | (57/117 GB, 141 MB/s) [6m53s:7m3s] 48% |█████████████████ | (57/117 GB, 141 MB/s) [6m53s:7m3s] 48% |█████████████████ | (57/117 GB, 141 MB/s) [6m53s:7m3s] 48% |█████████████████ | (57/117 GB, 141 MB/s) [6m53s:7m3s] 48% |█████████████████ | (57/117 GB, 141 MB/s) [6m53s:7m3s] 48% |█████████████████ | (57/117 GB, 141 MB/s) [6m53s:7m3s] 48% |█████████████████ | (57/117 GB, 141 MB/s) [6m53s:7m2s] 48% |████████████████ | (57/117 GB, 145 MB/s) [6m53s:6m52s] 48% |████████████████ | (57/117 GB, 145 MB/s) [6m53s:6m52s] 48% |████████████████ | (57/117 GB, 145 MB/s) [6m53s:6m52s] 48% |████████████████ | (57/117 GB, 145 MB/s) [6m54s:6m52s] 48% |████████████████ | (57/117 GB, 145 MB/s) [6m54s:6m52s] 48% |████████████████ | (57/117 GB, 145 MB/s) [6m54s:6m52s] 48% |████████████████ | (57/117 GB, 145 MB/s) [6m54s:6m52s] 48% |█████████████████ | (57/117 GB, 139 MB/s) [6m54s:7m8s] 49% |█████████████████ | (57/117 GB, 139 MB/s) [6m54s:7m8s] 49% |█████████████████ | (57/117 GB, 139 MB/s) [6m54s:7m8s] 49% |█████████████████ | (57/117 GB, 139 MB/s) [6m54s:7m8s] 49% |█████████████████ | (57/117 GB, 139 MB/s) [6m54s:7m8s] 49% |█████████████████ | (57/117 GB, 139 MB/s) [6m54s:7m7s] 49% |█████████████████ | (57/117 GB, 145 MB/s) [6m54s:6m50s] 49% |█████████████████ | (58/117 GB, 145 MB/s) [6m54s:6m50s] 49% |█████████████████ | (58/117 GB, 145 MB/s) [6m55s:6m50s] 49% |█████████████████ | (58/117 GB, 145 MB/s) [6m55s:6m49s] 49% |█████████████████ | (58/117 GB, 145 MB/s) [6m55s:6m49s] 49% |█████████████████ | (58/117 GB, 145 MB/s) [6m55s:6m49s] 49% |█████████████████ | (58/117 GB, 145 MB/s) [6m55s:6m49s] 49% |█████████████████ | (58/117 GB, 144 MB/s) [6m55s:6m54s] 49% |█████████████████ | (58/117 GB, 144 MB/s) [6m55s:6m53s] 49% |█████████████████ | (58/117 GB, 144 MB/s) [6m55s:6m53s] 49% |█████████████████ | (58/117 GB, 144 MB/s) [6m55s:6m53s] 49% |█████████████████ | (58/117 GB, 144 MB/s) [6m55s:6m53s] 49% |█████████████████ | (58/117 GB, 144 MB/s) [6m55s:6m53s] 49% |█████████████████ | (58/117 GB, 140 MB/s) [6m55s:7m4s] 49% |█████████████████ | (58/117 GB, 140 MB/s) [6m55s:7m4s] 49% |█████████████████ | (58/117 GB, 140 MB/s) [6m56s:7m4s] 49% |█████████████████ | (58/117 GB, 140 MB/s) [6m56s:7m4s] 49% |█████████████████ | (58/117 GB, 140 MB/s) [6m56s:7m4s] 49% |█████████████████ | (58/117 GB, 140 MB/s) [6m56s:7m3s] 49% |█████████████████ | (58/117 GB, 140 MB/s) [6m56s:7m3s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [6m56s:6m23s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [6m56s:6m23s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [6m56s:6m23s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [6m56s:6m22s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [6m56s:6m22s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [6m56s:6m22s] 49% |█████████████████ | (58/117 GB, 158 MB/s) [6m56s:6m16s] 49% |█████████████████ | (58/117 GB, 158 MB/s) [6m57s:6m16s] 49% |█████████████████ | (58/117 GB, 158 MB/s) [6m57s:6m16s] 49% |█████████████████ | (58/117 GB, 158 MB/s) [6m57s:6m15s] 49% |█████████████████ | (58/117 GB, 158 MB/s) [6m57s:6m15s] 49% |█████████████████ | (58/117 GB, 158 MB/s) [6m57s:6m15s] 49% |█████████████████ | (58/117 GB, 169 MB/s) [6m57s:5m49s] 49% |█████████████████ | (58/117 GB, 169 MB/s) [6m57s:5m49s] 49% |█████████████████ | (58/117 GB, 169 MB/s) [6m57s:5m49s] 49% |█████████████████ | (58/117 GB, 169 MB/s) [6m57s:5m49s] 49% |█████████████████ | (58/117 GB, 169 MB/s) [6m57s:5m49s] 49% |█████████████████ | (58/117 GB, 169 MB/s) [6m57s:5m48s] 49% |█████████████████ | (58/117 GB, 180 MB/s) [6m57s:5m27s] 49% |█████████████████ | (58/117 GB, 180 MB/s) [6m58s:5m27s] 49% |█████████████████ | (58/117 GB, 180 MB/s) [6m58s:5m27s] 49% |█████████████████ | (58/117 GB, 180 MB/s) [6m58s:5m27s] 49% |█████████████████ | (58/117 GB, 180 MB/s) [6m58s:5m27s] 49% |█████████████████ | (58/117 GB, 171 MB/s) [6m58s:5m44s] 49% |█████████████████ | (58/117 GB, 171 MB/s) [6m58s:5m44s] 49% |█████████████████ | (58/117 GB, 171 MB/s) [6m58s:5m44s] 49% |█████████████████ | (58/117 GB, 171 MB/s) [6m58s:5m44s] 49% |█████████████████ | (58/117 GB, 171 MB/s) [6m58s:5m44s] 49% |█████████████████ | (58/117 GB, 165 MB/s) [6m59s:5m56s] 49% |█████████████████ | (58/117 GB, 165 MB/s) [6m59s:5m56s] 49% |█████████████████ | (58/117 GB, 165 MB/s) [6m59s:5m56s] 49% |█████████████████ | (58/117 GB, 150 MB/s) [7m0s:6m34s] 49% |█████████████████ | (58/117 GB, 150 MB/s) [7m0s:6m34s] 49% |█████████████████ | (58/117 GB, 150 MB/s) [7m0s:6m34s] 49% |█████████████████ | (58/117 GB, 150 MB/s) [7m0s:6m33s] 49% |█████████████████ | (58/117 GB, 150 MB/s) [7m0s:6m33s] 49% |█████████████████ | (58/117 GB, 145 MB/s) [7m0s:6m45s] 49% |█████████████████ | (58/117 GB, 145 MB/s) [7m0s:6m45s] 49% |█████████████████ | (58/117 GB, 145 MB/s) [7m0s:6m45s] 49% |█████████████████ | (58/117 GB, 145 MB/s) [7m1s:6m45s] 49% |█████████████████ | (58/117 GB, 145 MB/s) [7m1s:6m45s] 49% |█████████████████ | (58/117 GB, 145 MB/s) [7m1s:6m45s] 49% |█████████████████ | (58/117 GB, 145 MB/s) [7m1s:6m44s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [7m1s:6m18s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [7m1s:6m18s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [7m1s:6m18s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [7m1s:6m18s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [7m1s:6m18s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [7m1s:6m18s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [7m1s:6m18s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [7m1s:6m18s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [7m2s:6m18s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [7m2s:6m18s] 49% |█████████████████ | (58/117 GB, 155 MB/s) [7m2s:6m18s] 49% |█████████████████ | (58/117 GB, 153 MB/s) [7m2s:6m23s] 50% |██████████████████ | (58/117 GB, 153 MB/s) [7m2s:6m23s] 50% |██████████████████ | (59/117 GB, 153 MB/s) [7m2s:6m23s] 50% |██████████████████ | (59/117 GB, 153 MB/s) [7m2s:6m23s] 50% |██████████████████ | (59/117 GB, 153 MB/s) [7m2s:6m23s] 50% |██████████████████ | (59/117 GB, 153 MB/s) [7m2s:6m23s] 50% |██████████████████ | (59/117 GB, 147 MB/s) [7m2s:6m39s] 50% |██████████████████ | (59/117 GB, 147 MB/s) [7m2s:6m38s] 50% |██████████████████ | (59/117 GB, 147 MB/s) [7m2s:6m38s] 50% |██████████████████ | (59/117 GB, 147 MB/s) [7m3s:6m38s] 50% |██████████████████ | (59/117 GB, 147 MB/s) [7m3s:6m38s] 50% |██████████████████ | (59/117 GB, 147 MB/s) [7m3s:6m38s] 50% |██████████████████ | (59/117 GB, 147 MB/s) [7m3s:6m38s] 50% |██████████████████ | (59/117 GB, 147 MB/s) [7m3s:6m37s] 50% |██████████████████ | (59/117 GB, 147 MB/s) [7m3s:6m37s] 50% |██████████████████ | (59/117 GB, 147 MB/s) [7m3s:6m37s] 50% |██████████████████ | (59/117 GB, 147 MB/s) [7m3s:6m37s] 50% |██████████████████ | (59/117 GB, 147 MB/s) [7m3s:6m37s] 50% |██████████████████ | (59/117 GB, 147 MB/s) [7m3s:6m37s] 50% |██████████████████ | (59/117 GB, 143 MB/s) [7m3s:6m46s] 50% |██████████████████ | (59/117 GB, 143 MB/s) [7m3s:6m46s] 50% |██████████████████ | (59/117 GB, 143 MB/s) [7m4s:6m46s] 50% |██████████████████ | (59/117 GB, 143 MB/s) [7m4s:6m46s] 50% |██████████████████ | (59/117 GB, 143 MB/s) [7m4s:6m46s] 50% |██████████████████ | (59/117 GB, 143 MB/s) [7m4s:6m46s] 50% |██████████████████ | (59/117 GB, 146 MB/s) [7m4s:6m40s] 50% |██████████████████ | (59/117 GB, 146 MB/s) [7m4s:6m40s] 50% |██████████████████ | (59/117 GB, 146 MB/s) [7m4s:6m39s] 50% |██████████████████ | (59/117 GB, 146 MB/s) [7m4s:6m39s] 50% |██████████████████ | (59/117 GB, 146 MB/s) [7m4s:6m39s] 50% |██████████████████ | (59/117 GB, 146 MB/s) [7m4s:6m39s] 50% |██████████████████ | (59/117 GB, 143 MB/s) [7m4s:6m47s] 50% |██████████████████ | (59/117 GB, 143 MB/s) [7m5s:6m47s] 50% |██████████████████ | (59/117 GB, 143 MB/s) [7m5s:6m47s] 50% |██████████████████ | (59/117 GB, 143 MB/s) [7m5s:6m47s] 50% |██████████████████ | (59/117 GB, 143 MB/s) [7m5s:6m47s] 50% |██████████████████ | (59/117 GB, 143 MB/s) [7m5s:6m47s] 50% |██████████████████ | (59/117 GB, 143 MB/s) [7m5s:6m47s] 50% |██████████████████ | (59/117 GB, 156 MB/s) [7m5s:6m13s] 50% |██████████████████ | (59/117 GB, 156 MB/s) [7m5s:6m13s] 50% |██████████████████ | (59/117 GB, 156 MB/s) [7m5s:6m13s] 50% |██████████████████ | (59/117 GB, 156 MB/s) [7m5s:6m12s] 50% |██████████████████ | (59/117 GB, 155 MB/s) [7m5s:6m14s] 50% |██████████████████ | (59/117 GB, 155 MB/s) [7m6s:6m14s] 50% |██████████████████ | (59/117 GB, 155 MB/s) [7m6s:6m14s] 50% |██████████████████ | (59/117 GB, 155 MB/s) [7m6s:6m14s] 50% |██████████████████ | (59/117 GB, 155 MB/s) [7m6s:6m14s] 50% |██████████████████ | (59/117 GB, 155 MB/s) [7m6s:6m14s] 50% |██████████████████ | (59/117 GB, 146 MB/s) [7m6s:6m38s] 50% |██████████████████ | (59/117 GB, 146 MB/s) [7m6s:6m37s] 50% |██████████████████ | (59/117 GB, 146 MB/s) [7m6s:6m37s] 50% |██████████████████ | (59/117 GB, 146 MB/s) [7m6s:6m37s] 50% |██████████████████ | (59/117 GB, 146 MB/s) [7m6s:6m37s] 50% |██████████████████ | (59/117 GB, 146 MB/s) [7m6s:6m37s] 50% |██████████████████ | (59/117 GB, 146 MB/s) [7m6s:6m37s] 50% |██████████████████ | (59/117 GB, 146 MB/s) [7m6s:6m37s] 50% |██████████████████ | (59/117 GB, 153 MB/s) [7m7s:6m17s] 50% |██████████████████ | (59/117 GB, 153 MB/s) [7m7s:6m17s] 50% |██████████████████ | (59/117 GB, 153 MB/s) [7m7s:6m17s] 50% |██████████████████ | (59/117 GB, 153 MB/s) [7m7s:6m17s] 50% |██████████████████ | (59/117 GB, 153 MB/s) [7m7s:6m17s] 50% |██████████████████ | (59/117 GB, 150 MB/s) [7m7s:6m24s] 50% |██████████████████ | (59/117 GB, 150 MB/s) [7m7s:6m24s] 50% |██████████████████ | (59/117 GB, 150 MB/s) [7m7s:6m24s] 50% |██████████████████ | (59/117 GB, 150 MB/s) [7m7s:6m24s] 50% |██████████████████ | (59/117 GB, 150 MB/s) [7m7s:6m24s] 50% |██████████████████ | (59/117 GB, 150 MB/s) [7m7s:6m24s] 50% |██████████████████ | (59/117 GB, 157 MB/s) [7m8s:6m7s] 50% |██████████████████ | (59/117 GB, 157 MB/s) [7m8s:6m6s] 50% |██████████████████ | (59/117 GB, 157 MB/s) [7m8s:6m6s] 50% |██████████████████ | (59/117 GB, 157 MB/s) [7m8s:6m6s] 50% |██████████████████ | (59/117 GB, 157 MB/s) [7m8s:6m6s] 50% |██████████████████ | (60/117 GB, 157 MB/s) [7m8s:6m6s] 50% |██████████████████ | (60/117 GB, 151 MB/s) [7m8s:6m20s] 50% |██████████████████ | (60/117 GB, 151 MB/s) [7m8s:6m20s] 50% |██████████████████ | (60/117 GB, 151 MB/s) [7m8s:6m20s] 50% |██████████████████ | (60/117 GB, 151 MB/s) [7m8s:6m20s] 50% |██████████████████ | (60/117 GB, 151 MB/s) [7m8s:6m20s] 50% |██████████████████ | (60/117 GB, 151 MB/s) [7m8s:6m19s] 50% |██████████████████ | (60/117 GB, 151 MB/s) [7m9s:6m19s] 50% |██████████████████ | (60/117 GB, 156 MB/s) [7m9s:6m9s] 50% |██████████████████ | (60/117 GB, 156 MB/s) [7m9s:6m9s] 50% |██████████████████ | (60/117 GB, 156 MB/s) [7m9s:6m9s] 50% |██████████████████ | (60/117 GB, 156 MB/s) [7m9s:6m9s] 50% |██████████████████ | (60/117 GB, 149 MB/s) [7m9s:6m25s] 50% |██████████████████ | (60/117 GB, 149 MB/s) [7m9s:6m25s] 50% |██████████████████ | (60/117 GB, 149 MB/s) [7m9s:6m25s] 50% |██████████████████ | (60/117 GB, 149 MB/s) [7m9s:6m24s] 50% |██████████████████ | (60/117 GB, 149 MB/s) [7m9s:6m24s] 50% |█████████████████ | (60/117 GB, 149 MB/s) [7m10s:6m24s] 50% |██████████████████ | (60/117 GB, 155 MB/s) [7m10s:6m9s] 50% |██████████████████ | (60/117 GB, 155 MB/s) [7m10s:6m9s] 51% |██████████████████ | (60/117 GB, 155 MB/s) [7m10s:6m9s] 51% |██████████████████ | (60/117 GB, 155 MB/s) [7m10s:6m9s] 51% |██████████████████ | (60/117 GB, 155 MB/s) [7m10s:6m9s] 51% |██████████████████ | (60/117 GB, 155 MB/s) [7m10s:6m8s] 51% |██████████████████ | (60/117 GB, 155 MB/s) [7m10s:6m8s] 51% |██████████████████ | (60/117 GB, 155 MB/s) [7m10s:6m8s] 51% |██████████████████ | (60/117 GB, 155 MB/s) [7m10s:6m8s] 51% |██████████████████ | (60/117 GB, 155 MB/s) [7m11s:6m8s] 51% |██████████████████ | (60/117 GB, 155 MB/s) [7m11s:6m8s] 51% |██████████████████ | (60/117 GB, 157 MB/s) [7m11s:6m3s] 51% |██████████████████ | (60/117 GB, 157 MB/s) [7m11s:6m3s] 51% |██████████████████ | (60/117 GB, 157 MB/s) [7m11s:6m3s] 51% |██████████████████ | (60/117 GB, 157 MB/s) [7m11s:6m3s] 51% |██████████████████ | (60/117 GB, 156 MB/s) [7m11s:6m6s] 51% |██████████████████ | (60/117 GB, 156 MB/s) [7m11s:6m5s] 51% |██████████████████ | (60/117 GB, 156 MB/s) [7m11s:6m5s] 51% |██████████████████ | (60/117 GB, 156 MB/s) [7m11s:6m5s] 51% |█████████████████ | (60/117 GB, 145 MB/s) [7m12s:6m34s] 51% |█████████████████ | (60/117 GB, 145 MB/s) [7m12s:6m34s] 51% |█████████████████ | (60/117 GB, 145 MB/s) [7m12s:6m34s] 51% |█████████████████ | (60/117 GB, 145 MB/s) [7m12s:6m34s] 51% |█████████████████ | (60/117 GB, 145 MB/s) [7m12s:6m34s] 51% |█████████████████ | (60/117 GB, 145 MB/s) [7m12s:6m34s] 51% |█████████████████ | (60/117 GB, 145 MB/s) [7m12s:6m33s] 51% |█████████████████ | (60/117 GB, 150 MB/s) [7m12s:6m19s] 51% |█████████████████ | (60/117 GB, 150 MB/s) [7m12s:6m19s] 51% |█████████████████ | (60/117 GB, 150 MB/s) [7m12s:6m19s] 51% |█████████████████ | (60/117 GB, 150 MB/s) [7m12s:6m19s] 51% |█████████████████ | (60/117 GB, 150 MB/s) [7m13s:6m19s] 51% |█████████████████ | (60/117 GB, 150 MB/s) [7m13s:6m19s] 51% |█████████████████ | (60/117 GB, 150 MB/s) [7m13s:6m19s] 51% |█████████████████ | (60/117 GB, 151 MB/s) [7m13s:6m17s] 51% |█████████████████ | (60/117 GB, 151 MB/s) [7m13s:6m17s] 51% |█████████████████ | (60/117 GB, 151 MB/s) [7m13s:6m17s] 51% |█████████████████ | (60/117 GB, 151 MB/s) [7m13s:6m16s] 51% |█████████████████ | (60/117 GB, 151 MB/s) [7m13s:6m16s] 51% |█████████████████ | (60/117 GB, 151 MB/s) [7m13s:6m16s] 51% |█████████████████ | (60/117 GB, 150 MB/s) [7m14s:6m18s] 51% |█████████████████ | (60/117 GB, 150 MB/s) [7m14s:6m18s] 51% |█████████████████ | (60/117 GB, 150 MB/s) [7m14s:6m18s] 51% |█████████████████ | (60/117 GB, 150 MB/s) [7m14s:6m18s] 51% |█████████████████ | (60/117 GB, 150 MB/s) [7m14s:6m18s] 51% |█████████████████ | (60/117 GB, 140 MB/s) [7m14s:6m45s] 51% |█████████████████ | (60/117 GB, 140 MB/s) [7m14s:6m45s] 51% |█████████████████ | (60/117 GB, 140 MB/s) [7m14s:6m45s] 51% |█████████████████ | (60/117 GB, 140 MB/s) [7m14s:6m45s] 51% |█████████████████ | (60/117 GB, 140 MB/s) [7m14s:6m45s] 51% |█████████████████ | (60/117 GB, 140 MB/s) [7m14s:6m45s] 51% |█████████████████ | (60/117 GB, 140 MB/s) [7m15s:6m45s] 51% |█████████████████ | (60/117 GB, 149 MB/s) [7m15s:6m21s] 51% |█████████████████ | (60/117 GB, 149 MB/s) [7m15s:6m21s] 51% |█████████████████ | (60/117 GB, 149 MB/s) [7m15s:6m21s] 51% |█████████████████ | (60/117 GB, 149 MB/s) [7m15s:6m20s] 51% |█████████████████ | (60/117 GB, 149 MB/s) [7m15s:6m20s] 51% |█████████████████ | (60/117 GB, 143 MB/s) [7m15s:6m34s] 51% |█████████████████ | (60/117 GB, 143 MB/s) [7m15s:6m34s] 51% |█████████████████ | (60/117 GB, 143 MB/s) [7m15s:6m34s] 51% |█████████████████ | (60/117 GB, 143 MB/s) [7m16s:6m34s] 51% |█████████████████ | (60/117 GB, 143 MB/s) [7m16s:6m34s] 51% |█████████████████ | (60/117 GB, 138 MB/s) [7m16s:6m51s] 51% |█████████████████ | (60/117 GB, 138 MB/s) [7m16s:6m51s] 51% |█████████████████ | (61/117 GB, 138 MB/s) [7m16s:6m51s] 51% |█████████████████ | (61/117 GB, 138 MB/s) [7m16s:6m50s] 51% |█████████████████ | (61/117 GB, 138 MB/s) [7m16s:6m50s] 51% |█████████████████ | (61/117 GB, 138 MB/s) [7m16s:6m50s] 51% |█████████████████ | (61/117 GB, 139 MB/s) [7m16s:6m45s] 51% |█████████████████ | (61/117 GB, 139 MB/s) [7m16s:6m45s] 51% |██████████████████ | (61/117 GB, 132 MB/s) [7m17s:7m9s] 51% |██████████████████ | (61/117 GB, 132 MB/s) [7m17s:7m9s] 51% |██████████████████ | (61/117 GB, 132 MB/s) [7m17s:7m8s] 51% |██████████████████ | (61/117 GB, 132 MB/s) [7m17s:7m8s] 51% |██████████████████ | (61/117 GB, 132 MB/s) [7m17s:7m8s] 51% |█████████████████ | (61/117 GB, 126 MB/s) [7m17s:7m28s] 51% |█████████████████ | (61/117 GB, 126 MB/s) [7m18s:7m28s] 51% |█████████████████ | (61/117 GB, 126 MB/s) [7m18s:7m28s] 51% |█████████████████ | (61/117 GB, 126 MB/s) [7m18s:7m28s] 51% |█████████████████ | (61/117 GB, 126 MB/s) [7m18s:7m28s] 51% |█████████████████ | (61/117 GB, 126 MB/s) [7m18s:7m28s] 51% |█████████████████ | (61/117 GB, 126 MB/s) [7m18s:7m28s] 51% |█████████████████ | (61/117 GB, 127 MB/s) [7m18s:7m24s] 51% |█████████████████ | (61/117 GB, 127 MB/s) [7m18s:7m24s] 51% |█████████████████ | (61/117 GB, 127 MB/s) [7m18s:7m24s] 51% |█████████████████ | (61/117 GB, 127 MB/s) [7m18s:7m23s] 51% |█████████████████ | (61/117 GB, 127 MB/s) [7m18s:7m23s] 52% |██████████████████ | (61/117 GB, 127 MB/s) [7m18s:7m23s] 52% |██████████████████ | (61/117 GB, 127 MB/s) [7m18s:7m23s] 52% |██████████████████ | (61/117 GB, 130 MB/s) [7m18s:7m13s] 52% |██████████████████ | (61/117 GB, 130 MB/s) [7m19s:7m13s] 52% |██████████████████ | (61/117 GB, 121 MB/s) [7m20s:7m45s] 52% |██████████████████ | (61/117 GB, 121 MB/s) [7m20s:7m45s] 52% |██████████████████ | (61/117 GB, 121 MB/s) [7m21s:7m45s] 52% |██████████████████ | (61/117 GB, 121 MB/s) [7m21s:7m45s] 52% |██████████████████ | (61/117 GB, 121 MB/s) [7m21s:7m45s] 52% |██████████████████ | (61/117 GB, 121 MB/s) [7m21s:7m45s] 52% |██████████████████ | (61/117 GB, 121 MB/s) [7m21s:7m44s] 52% |██████████████████ | (61/117 GB, 121 MB/s) [7m21s:7m44s] 52% |██████████████████ | (61/117 GB, 121 MB/s) [7m21s:7m44s] 52% |██████████████████ | (61/117 GB, 110 MB/s) [7m21s:8m32s] 52% |██████████████████ | (61/117 GB, 110 MB/s) [7m21s:8m31s] 52% |██████████████████ | (61/117 GB, 110 MB/s) [7m22s:8m31s] 52% |██████████████████ | (61/117 GB, 110 MB/s) [7m22s:8m31s] 52% |██████████████████ | (61/117 GB, 110 MB/s) [7m22s:8m31s] 52% |██████████████████ | (61/117 GB, 110 MB/s) [7m22s:8m31s] 52% |██████████████████ | (61/117 GB, 110 MB/s) [7m22s:8m31s] 52% |██████████████████ | (61/117 GB, 124 MB/s) [7m22s:7m30s] 52% |██████████████████ | (61/117 GB, 124 MB/s) [7m22s:7m30s] 52% |██████████████████ | (61/117 GB, 124 MB/s) [7m22s:7m30s] 52% |██████████████████ | (61/117 GB, 124 MB/s) [7m22s:7m30s] 52% |██████████████████ | (61/117 GB, 124 MB/s) [7m22s:7m30s] 52% |██████████████████ | (61/117 GB, 124 MB/s) [7m22s:7m30s] 52% |██████████████████ | (61/117 GB, 129 MB/s) [7m22s:7m14s] 52% |██████████████████ | (61/117 GB, 129 MB/s) [7m23s:7m14s] 52% |██████████████████ | (61/117 GB, 129 MB/s) [7m23s:7m14s] 52% |██████████████████ | (61/117 GB, 129 MB/s) [7m23s:7m14s] 52% |██████████████████ | (61/117 GB, 129 MB/s) [7m23s:7m14s] 52% |██████████████████ | (61/117 GB, 129 MB/s) [7m23s:7m14s] 52% |██████████████████ | (61/117 GB, 125 MB/s) [7m23s:7m26s] 52% |██████████████████ | (61/117 GB, 125 MB/s) [7m23s:7m26s] 52% |██████████████████ | (61/117 GB, 125 MB/s) [7m23s:7m26s] 52% |██████████████████ | (61/117 GB, 125 MB/s) [7m23s:7m26s] 52% |██████████████████ | (61/117 GB, 125 MB/s) [7m23s:7m26s] 52% |██████████████████ | (61/117 GB, 125 MB/s) [7m23s:7m25s] 52% |██████████████████ | (61/117 GB, 125 MB/s) [7m23s:7m25s] 52% |██████████████████ | (61/117 GB, 125 MB/s) [7m23s:7m25s] 52% |██████████████████ | (61/117 GB, 145 MB/s) [7m23s:6m24s] 52% |██████████████████ | (61/117 GB, 145 MB/s) [7m24s:6m24s] 52% |██████████████████ | (61/117 GB, 145 MB/s) [7m24s:6m24s] 52% |██████████████████ | (61/117 GB, 145 MB/s) [7m24s:6m24s] 52% |██████████████████ | (62/117 GB, 145 MB/s) [7m24s:6m24s] 52% |██████████████████ | (62/117 GB, 152 MB/s) [7m24s:6m6s] 52% |██████████████████ | (62/117 GB, 152 MB/s) [7m24s:6m6s] 52% |██████████████████ | (62/117 GB, 152 MB/s) [7m24s:6m6s] 52% |██████████████████ | (62/117 GB, 152 MB/s) [7m24s:6m6s] 52% |██████████████████ | (62/117 GB, 152 MB/s) [7m24s:6m6s] 52% |██████████████████ | (62/117 GB, 152 MB/s) [7m24s:6m6s] 52% |██████████████████ | (62/117 GB, 152 MB/s) [7m24s:6m6s] 52% |██████████████████ | (62/117 GB, 151 MB/s) [7m25s:6m7s] 52% |██████████████████ | (62/117 GB, 151 MB/s) [7m25s:6m7s] 52% |██████████████████ | (62/117 GB, 151 MB/s) [7m25s:6m7s] 52% |██████████████████ | (62/117 GB, 151 MB/s) [7m25s:6m7s] 52% |██████████████████ | (62/117 GB, 141 MB/s) [7m25s:6m32s] 52% |██████████████████ | (62/117 GB, 141 MB/s) [7m25s:6m32s] 52% |██████████████████ | (62/117 GB, 141 MB/s) [7m25s:6m32s] 52% |██████████████████ | (62/117 GB, 141 MB/s) [7m25s:6m32s] 52% |██████████████████ | (62/117 GB, 141 MB/s) [7m25s:6m31s] 52% |██████████████████ | (62/117 GB, 141 MB/s) [7m25s:6m31s] 52% |██████████████████ | (62/117 GB, 149 MB/s) [7m26s:6m10s] 52% |██████████████████ | (62/117 GB, 149 MB/s) [7m26s:6m10s] 52% |██████████████████ | (62/117 GB, 149 MB/s) [7m26s:6m10s] 52% |██████████████████ | (62/117 GB, 149 MB/s) [7m26s:6m10s] 52% |██████████████████ | (62/117 GB, 149 MB/s) [7m26s:6m10s] 52% |██████████████████ | (62/117 GB, 149 MB/s) [7m26s:6m10s] 52% |██████████████████ | (62/117 GB, 157 MB/s) [7m26s:5m52s] 52% |██████████████████ | (62/117 GB, 157 MB/s) [7m26s:5m52s] 52% |██████████████████ | (62/117 GB, 157 MB/s) [7m26s:5m52s] 52% |██████████████████ | (62/117 GB, 157 MB/s) [7m26s:5m52s] 52% |██████████████████ | (62/117 GB, 157 MB/s) [7m26s:5m52s] 52% |██████████████████ | (62/117 GB, 157 MB/s) [7m26s:5m52s] 52% |██████████████████ | (62/117 GB, 157 MB/s) [7m27s:5m52s] 52% |██████████████████ | (62/117 GB, 165 MB/s) [7m27s:5m34s] 52% |██████████████████ | (62/117 GB, 165 MB/s) [7m27s:5m34s] 52% |██████████████████ | (62/117 GB, 165 MB/s) [7m27s:5m34s] 52% |██████████████████ | (62/117 GB, 165 MB/s) [7m27s:5m34s] 52% |██████████████████ | (62/117 GB, 165 MB/s) [7m27s:5m34s] 52% |██████████████████ | (62/117 GB, 165 MB/s) [7m27s:5m33s] 52% |██████████████████ | (62/117 GB, 165 MB/s) [7m27s:5m33s] 52% |██████████████████ | (62/117 GB, 165 MB/s) [7m27s:5m33s] 52% |██████████████████ | (62/117 GB, 168 MB/s) [7m27s:5m28s] 52% |██████████████████ | (62/117 GB, 168 MB/s) [7m27s:5m28s] 52% |██████████████████ | (62/117 GB, 168 MB/s) [7m27s:5m28s] 52% |██████████████████ | (62/117 GB, 168 MB/s) [7m27s:5m27s] 53% |██████████████████ | (62/117 GB, 168 MB/s) [7m28s:5m27s] 53% |██████████████████ | (62/117 GB, 168 MB/s) [7m28s:5m27s] 53% |██████████████████ | (62/117 GB, 171 MB/s) [7m28s:5m21s] 53% |██████████████████ | (62/117 GB, 171 MB/s) [7m28s:5m21s] 53% |██████████████████ | (62/117 GB, 171 MB/s) [7m28s:5m21s] 53% |██████████████████ | (62/117 GB, 171 MB/s) [7m28s:5m21s] 53% |██████████████████ | (62/117 GB, 171 MB/s) [7m28s:5m20s] 53% |██████████████████ | (62/117 GB, 172 MB/s) [7m28s:5m20s] 53% |██████████████████ | (62/117 GB, 172 MB/s) [7m28s:5m19s] 53% |██████████████████ | (62/117 GB, 172 MB/s) [7m28s:5m19s] 53% |██████████████████ | (62/117 GB, 172 MB/s) [7m28s:5m19s] 53% |██████████████████ | (62/117 GB, 172 MB/s) [7m29s:5m19s] 53% |██████████████████ | (62/117 GB, 160 MB/s) [7m29s:5m43s] 53% |██████████████████ | (62/117 GB, 147 MB/s) [7m31s:6m13s] 53% |██████████████████ | (62/117 GB, 147 MB/s) [7m31s:6m13s] 53% |██████████████████ | (62/117 GB, 147 MB/s) [7m31s:6m13s] 53% |██████████████████ | (62/117 GB, 147 MB/s) [7m31s:6m13s] 53% |██████████████████ | (62/117 GB, 147 MB/s) [7m31s:6m13s] 53% |██████████████████ | (62/117 GB, 147 MB/s) [7m31s:6m12s] 53% |██████████████████ | (62/117 GB, 147 MB/s) [7m31s:6m12s] 53% |██████████████████ | (62/117 GB, 144 MB/s) [7m31s:6m19s] 53% |██████████████████ | (62/117 GB, 144 MB/s) [7m31s:6m19s] 53% |██████████████████ | (62/117 GB, 144 MB/s) [7m31s:6m19s] 53% |██████████████████ | (62/117 GB, 144 MB/s) [7m31s:6m19s] 53% |██████████████████ | (62/117 GB, 144 MB/s) [7m31s:6m19s] 53% |██████████████████ | (62/117 GB, 144 MB/s) [7m31s:6m19s] 53% |███████████████████ | (62/117 GB, 148 MB/s) [7m32s:6m9s] 53% |███████████████████ | (62/117 GB, 148 MB/s) [7m32s:6m9s] 53% |███████████████████ | (62/117 GB, 148 MB/s) [7m32s:6m9s] 53% |███████████████████ | (62/117 GB, 148 MB/s) [7m32s:6m9s] 53% |███████████████████ | (62/117 GB, 148 MB/s) [7m32s:6m9s] 53% |███████████████████ | (62/117 GB, 148 MB/s) [7m32s:6m8s] 53% |██████████████████ | (62/117 GB, 153 MB/s) [7m32s:5m57s] 53% |██████████████████ | (62/117 GB, 153 MB/s) [7m32s:5m57s] 53% |██████████████████ | (62/117 GB, 153 MB/s) [7m32s:5m57s] 53% |██████████████████ | (62/117 GB, 153 MB/s) [7m32s:5m57s] 53% |██████████████████ | (63/117 GB, 153 MB/s) [7m33s:5m56s] 53% |██████████████████ | (63/117 GB, 153 MB/s) [7m33s:5m56s] 53% |██████████████████ | (63/117 GB, 153 MB/s) [7m33s:5m56s] 53% |██████████████████ | (63/117 GB, 160 MB/s) [7m33s:5m41s] 53% |██████████████████ | (63/117 GB, 160 MB/s) [7m33s:5m41s] 53% |██████████████████ | (63/117 GB, 160 MB/s) [7m33s:5m41s] 53% |██████████████████ | (63/117 GB, 160 MB/s) [7m33s:5m41s] 53% |██████████████████ | (63/117 GB, 160 MB/s) [7m33s:5m40s] 53% |██████████████████ | (63/117 GB, 155 MB/s) [7m33s:5m51s] 53% |██████████████████ | (63/117 GB, 155 MB/s) [7m33s:5m51s] 53% |██████████████████ | (63/117 GB, 155 MB/s) [7m33s:5m51s] 53% |██████████████████ | (63/117 GB, 155 MB/s) [7m34s:5m51s] 53% |██████████████████ | (63/117 GB, 155 MB/s) [7m34s:5m51s] 53% |██████████████████ | (63/117 GB, 136 MB/s) [7m34s:6m39s] 53% |██████████████████ | (63/117 GB, 136 MB/s) [7m34s:6m38s] 53% |██████████████████ | (63/117 GB, 136 MB/s) [7m34s:6m38s] 53% |██████████████████ | (63/117 GB, 136 MB/s) [7m34s:6m38s] 53% |██████████████████ | (63/117 GB, 136 MB/s) [7m34s:6m38s] 53% |██████████████████ | (63/117 GB, 136 MB/s) [7m34s:6m38s] 53% |██████████████████ | (63/117 GB, 136 MB/s) [7m34s:6m38s] 53% |██████████████████ | (63/117 GB, 136 MB/s) [7m34s:6m38s] 53% |██████████████████ | (63/117 GB, 145 MB/s) [7m34s:6m12s] 53% |██████████████████ | (63/117 GB, 145 MB/s) [7m34s:6m12s] 53% |██████████████████ | (63/117 GB, 145 MB/s) [7m35s:6m12s] 53% |██████████████████ | (63/117 GB, 145 MB/s) [7m35s:6m12s] 53% |██████████████████ | (63/117 GB, 145 MB/s) [7m35s:6m12s] 53% |██████████████████ | (63/117 GB, 145 MB/s) [7m35s:6m12s] 53% |███████████████████ | (63/117 GB, 148 MB/s) [7m35s:6m5s] 53% |███████████████████ | (63/117 GB, 148 MB/s) [7m35s:6m5s] 53% |███████████████████ | (63/117 GB, 148 MB/s) [7m35s:6m5s] 53% |███████████████████ | (63/117 GB, 148 MB/s) [7m35s:6m5s] 53% |███████████████████ | (63/117 GB, 148 MB/s) [7m35s:6m5s] 53% |███████████████████ | (63/117 GB, 150 MB/s) [7m35s:6m1s] 53% |███████████████████ | (63/117 GB, 150 MB/s) [7m35s:6m1s] 53% |███████████████████ | (63/117 GB, 150 MB/s) [7m36s:6m1s] 53% |███████████████████ | (63/117 GB, 150 MB/s) [7m36s:6m1s] 53% |██████████████████ | (63/117 GB, 157 MB/s) [7m36s:5m45s] 53% |██████████████████ | (63/117 GB, 157 MB/s) [7m36s:5m45s] 53% |██████████████████ | (63/117 GB, 157 MB/s) [7m36s:5m44s] 53% |██████████████████ | (63/117 GB, 157 MB/s) [7m36s:5m44s] 53% |██████████████████ | (63/117 GB, 157 MB/s) [7m36s:5m44s] 53% |██████████████████ | (63/117 GB, 157 MB/s) [7m36s:5m44s] 53% |██████████████████ | (63/117 GB, 157 MB/s) [7m36s:5m44s] 53% |██████████████████ | (63/117 GB, 155 MB/s) [7m36s:5m48s] 53% |██████████████████ | (63/117 GB, 155 MB/s) [7m37s:5m47s] 53% |██████████████████ | (63/117 GB, 155 MB/s) [7m37s:5m47s] 53% |██████████████████ | (63/117 GB, 155 MB/s) [7m37s:5m47s] 53% |██████████████████ | (63/117 GB, 155 MB/s) [7m37s:5m47s] 53% |██████████████████ | (63/117 GB, 155 MB/s) [7m37s:5m47s] 54% |██████████████████ | (63/117 GB, 155 MB/s) [7m37s:5m47s] 54% |██████████████████ | (63/117 GB, 160 MB/s) [7m37s:5m37s] 54% |██████████████████ | (63/117 GB, 160 MB/s) [7m37s:5m37s] 54% |██████████████████ | (63/117 GB, 160 MB/s) [7m37s:5m37s] 54% |██████████████████ | (63/117 GB, 160 MB/s) [7m37s:5m36s] 54% |██████████████████ | (63/117 GB, 160 MB/s) [7m37s:5m36s] 54% |██████████████████ | (63/117 GB, 160 MB/s) [7m37s:5m36s] 54% |██████████████████ | (63/117 GB, 164 MB/s) [7m37s:5m27s] 54% |██████████████████ | (63/117 GB, 164 MB/s) [7m38s:5m27s] 54% |██████████████████ | (63/117 GB, 164 MB/s) [7m38s:5m27s] 54% |██████████████████ | (63/117 GB, 164 MB/s) [7m38s:5m27s] 54% |███████████████████ | (63/117 GB, 147 MB/s) [7m38s:6m6s] 54% |███████████████████ | (63/117 GB, 147 MB/s) [7m38s:6m6s] 54% |███████████████████ | (63/117 GB, 147 MB/s) [7m38s:6m6s] 54% |███████████████████ | (63/117 GB, 147 MB/s) [7m38s:6m6s] 54% |███████████████████ | (63/117 GB, 147 MB/s) [7m38s:6m6s] 54% |███████████████████ | (63/117 GB, 147 MB/s) [7m38s:6m6s] 54% |███████████████████ | (63/117 GB, 149 MB/s) [7m38s:6m0s] 54% |███████████████████ | (64/117 GB, 149 MB/s) [7m39s:6m0s] 54% |███████████████████ | (64/117 GB, 149 MB/s) [7m39s:6m0s] 54% |███████████████████ | (64/117 GB, 149 MB/s) [7m39s:6m0s] 54% |███████████████████ | (64/117 GB, 149 MB/s) [7m39s:6m0s] 54% |██████████████████ | (64/117 GB, 156 MB/s) [7m39s:5m44s] 54% |██████████████████ | (64/117 GB, 156 MB/s) [7m39s:5m44s] 54% |██████████████████ | (64/117 GB, 156 MB/s) [7m39s:5m43s] 54% |██████████████████ | (64/117 GB, 156 MB/s) [7m39s:5m43s] 54% |██████████████████ | (64/117 GB, 156 MB/s) [7m39s:5m43s] 54% |██████████████████ | (64/117 GB, 156 MB/s) [7m39s:5m43s] 54% |██████████████████ | (64/117 GB, 156 MB/s) [7m39s:5m43s] 54% |██████████████████ | (64/117 GB, 142 MB/s) [7m40s:6m17s] 54% |██████████████████ | (64/117 GB, 142 MB/s) [7m40s:6m17s] 54% |██████████████████ | (64/117 GB, 142 MB/s) [7m40s:6m17s] 54% |██████████████████ | (64/117 GB, 142 MB/s) [7m40s:6m17s] 54% |██████████████████ | (64/117 GB, 142 MB/s) [7m40s:6m17s] 54% |██████████████████ | (64/117 GB, 142 MB/s) [7m40s:6m17s] 54% |██████████████████ | (64/117 GB, 142 MB/s) [7m40s:6m17s] 54% |██████████████████ | (64/117 GB, 142 MB/s) [7m40s:6m17s] 54% |██████████████████ | (64/117 GB, 152 MB/s) [7m40s:5m50s] 54% |██████████████████ | (64/117 GB, 152 MB/s) [7m40s:5m50s] 54% |██████████████████ | (64/117 GB, 152 MB/s) [7m40s:5m50s] 54% |██████████████████ | (64/117 GB, 152 MB/s) [7m40s:5m50s] 54% |██████████████████ | (64/117 GB, 152 MB/s) [7m40s:5m50s] 54% |██████████████████ | (64/117 GB, 152 MB/s) [7m40s:5m50s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m41s:5m45s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m41s:5m45s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m41s:5m44s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m41s:5m44s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m41s:5m44s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m41s:5m44s] 54% |██████████████████ | (64/117 GB, 162 MB/s) [7m41s:5m27s] 54% |██████████████████ | (64/117 GB, 162 MB/s) [7m41s:5m27s] 54% |██████████████████ | (64/117 GB, 162 MB/s) [7m41s:5m27s] 54% |██████████████████ | (64/117 GB, 162 MB/s) [7m41s:5m27s] 54% |██████████████████ | (64/117 GB, 162 MB/s) [7m41s:5m27s] 54% |██████████████████ | (64/117 GB, 162 MB/s) [7m42s:5m26s] 54% |██████████████████ | (64/117 GB, 161 MB/s) [7m42s:5m29s] 54% |██████████████████ | (64/117 GB, 161 MB/s) [7m42s:5m29s] 54% |██████████████████ | (64/117 GB, 161 MB/s) [7m42s:5m29s] 54% |██████████████████ | (64/117 GB, 161 MB/s) [7m42s:5m29s] 54% |██████████████████ | (64/117 GB, 161 MB/s) [7m42s:5m29s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m42s:5m45s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m42s:5m45s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m42s:5m45s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m42s:5m45s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m42s:5m44s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m42s:5m44s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m43s:5m44s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m43s:5m42s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m43s:5m42s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m43s:5m42s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m43s:5m42s] 54% |██████████████████ | (64/117 GB, 154 MB/s) [7m43s:5m42s] 54% |██████████████████ | (64/117 GB, 158 MB/s) [7m43s:5m33s] 54% |██████████████████ | (64/117 GB, 158 MB/s) [7m43s:5m33s] 54% |██████████████████ | (64/117 GB, 158 MB/s) [7m43s:5m33s] 54% |██████████████████ | (64/117 GB, 158 MB/s) [7m43s:5m33s] 54% |██████████████████ | (64/117 GB, 158 MB/s) [7m43s:5m33s] 54% |██████████████████ | (64/117 GB, 158 MB/s) [7m43s:5m33s] 54% |██████████████████ | (64/117 GB, 158 MB/s) [7m44s:5m33s] 54% |██████████████████ | (64/117 GB, 162 MB/s) [7m44s:5m25s] 54% |██████████████████ | (64/117 GB, 162 MB/s) [7m44s:5m25s] 54% |██████████████████ | (64/117 GB, 162 MB/s) [7m44s:5m25s] 54% |██████████████████ | (64/117 GB, 162 MB/s) [7m44s:5m25s] 54% |██████████████████ | (64/117 GB, 155 MB/s) [7m44s:5m40s] 54% |██████████████████ | (64/117 GB, 155 MB/s) [7m44s:5m40s] 54% |██████████████████ | (64/117 GB, 155 MB/s) [7m44s:5m40s] 54% |██████████████████ | (64/117 GB, 155 MB/s) [7m44s:5m40s] 54% |██████████████████ | (64/117 GB, 155 MB/s) [7m44s:5m40s] 54% |██████████████████ | (64/117 GB, 152 MB/s) [7m45s:5m47s] 54% |██████████████████ | (64/117 GB, 152 MB/s) [7m45s:5m47s] 54% |██████████████████ | (64/117 GB, 152 MB/s) [7m45s:5m47s] 55% |███████████████████ | (64/117 GB, 152 MB/s) [7m45s:5m47s] 55% |███████████████████ | (64/117 GB, 152 MB/s) [7m45s:5m47s] 55% |███████████████████ | (64/117 GB, 152 MB/s) [7m45s:5m47s] 55% |███████████████████ | (64/117 GB, 138 MB/s) [7m45s:6m20s] 55% |███████████████████ | (64/117 GB, 138 MB/s) [7m45s:6m20s] 55% |███████████████████ | (64/117 GB, 138 MB/s) [7m45s:6m20s] 55% |███████████████████ | (64/117 GB, 138 MB/s) [7m45s:6m20s] 55% |███████████████████ | (64/117 GB, 138 MB/s) [7m45s:6m20s] 55% |███████████████████ | (64/117 GB, 138 MB/s) [7m45s:6m20s] 55% |███████████████████ | (64/117 GB, 138 MB/s) [7m46s:6m19s] 55% |███████████████████ | (65/117 GB, 138 MB/s) [7m46s:6m19s] 55% |███████████████████ | (65/117 GB, 149 MB/s) [7m46s:5m52s] 55% |███████████████████ | (65/117 GB, 149 MB/s) [7m46s:5m51s] 55% |███████████████████ | (65/117 GB, 149 MB/s) [7m46s:5m51s] 55% |███████████████████ | (65/117 GB, 149 MB/s) [7m46s:5m51s] 55% |███████████████████ | (65/117 GB, 149 MB/s) [7m46s:5m51s] 55% |███████████████████ | (65/117 GB, 146 MB/s) [7m46s:5m59s] 55% |███████████████████ | (65/117 GB, 146 MB/s) [7m46s:5m59s] 55% |███████████████████ | (65/117 GB, 146 MB/s) [7m46s:5m59s] 55% |███████████████████ | (65/117 GB, 146 MB/s) [7m46s:5m59s] 55% |███████████████████ | (65/117 GB, 146 MB/s) [7m46s:5m59s] 55% |███████████████████ | (65/117 GB, 146 MB/s) [7m47s:5m59s] 55% |███████████████████ | (65/117 GB, 150 MB/s) [7m47s:5m48s] 55% |███████████████████ | (65/117 GB, 150 MB/s) [7m47s:5m48s] 55% |███████████████████ | (65/117 GB, 150 MB/s) [7m47s:5m47s] 55% |███████████████████ | (65/117 GB, 150 MB/s) [7m47s:5m47s] 55% |███████████████████ | (65/117 GB, 150 MB/s) [7m47s:5m47s] 55% |███████████████████ | (65/117 GB, 152 MB/s) [7m47s:5m45s] 55% |███████████████████ | (65/117 GB, 152 MB/s) [7m47s:5m45s] 55% |███████████████████ | (65/117 GB, 152 MB/s) [7m47s:5m44s] 55% |███████████████████ | (65/117 GB, 152 MB/s) [7m48s:5m44s] 55% |███████████████████ | (65/117 GB, 152 MB/s) [7m48s:5m44s] 55% |███████████████████ | (65/117 GB, 149 MB/s) [7m48s:5m50s] 55% |███████████████████ | (65/117 GB, 149 MB/s) [7m48s:5m49s] 55% |███████████████████ | (65/117 GB, 149 MB/s) [7m48s:5m49s] 55% |███████████████████ | (65/117 GB, 149 MB/s) [7m48s:5m49s] 55% |███████████████████ | (65/117 GB, 149 MB/s) [7m48s:5m49s] 55% |███████████████████ | (65/117 GB, 149 MB/s) [7m48s:5m49s] 55% |███████████████████ | (65/117 GB, 156 MB/s) [7m48s:5m34s] 55% |███████████████████ | (65/117 GB, 156 MB/s) [7m48s:5m34s] 55% |███████████████████ | (65/117 GB, 156 MB/s) [7m48s:5m34s] 55% |███████████████████ | (65/117 GB, 156 MB/s) [7m48s:5m34s] 55% |███████████████████ | (65/117 GB, 156 MB/s) [7m49s:5m34s] 55% |███████████████████ | (65/117 GB, 156 MB/s) [7m49s:5m33s] 55% |███████████████████ | (65/117 GB, 150 MB/s) [7m49s:5m47s] 55% |███████████████████ | (65/117 GB, 150 MB/s) [7m49s:5m47s] 55% |███████████████████ | (65/117 GB, 150 MB/s) [7m49s:5m47s] 55% |███████████████████ | (65/117 GB, 150 MB/s) [7m49s:5m47s] 55% |███████████████████ | (65/117 GB, 150 MB/s) [7m49s:5m47s] 55% |███████████████████ | (65/117 GB, 150 MB/s) [7m49s:5m47s] 55% |███████████████████ | (65/117 GB, 151 MB/s) [7m49s:5m45s] 55% |███████████████████ | (65/117 GB, 151 MB/s) [7m49s:5m45s] 55% |███████████████████ | (65/117 GB, 151 MB/s) [7m49s:5m44s] 55% |███████████████████ | (65/117 GB, 151 MB/s) [7m49s:5m44s] 55% |███████████████████ | (65/117 GB, 151 MB/s) [7m50s:5m44s] 55% |███████████████████ | (65/117 GB, 153 MB/s) [7m50s:5m39s] 55% |███████████████████ | (65/117 GB, 153 MB/s) [7m50s:5m39s] 55% |███████████████████ | (65/117 GB, 153 MB/s) [7m50s:5m39s] 55% |███████████████████ | (65/117 GB, 153 MB/s) [7m50s:5m39s] 55% |███████████████████ | (65/117 GB, 153 MB/s) [7m50s:5m39s] 55% |███████████████████ | (65/117 GB, 153 MB/s) [7m50s:5m39s] 55% |███████████████████ | (65/117 GB, 152 MB/s) [7m50s:5m42s] 55% |███████████████████ | (65/117 GB, 152 MB/s) [7m50s:5m41s] 55% |███████████████████ | (65/117 GB, 152 MB/s) [7m51s:5m41s] 55% |███████████████████ | (65/117 GB, 152 MB/s) [7m51s:5m41s] 55% |███████████████████ | (65/117 GB, 152 MB/s) [7m51s:5m41s] 55% |███████████████████ | (65/117 GB, 152 MB/s) [7m51s:5m41s] 55% |███████████████████ | (65/117 GB, 137 MB/s) [7m51s:6m18s] 55% |███████████████████ | (65/117 GB, 137 MB/s) [7m51s:6m18s] 55% |███████████████████ | (65/117 GB, 137 MB/s) [7m51s:6m18s] 55% |███████████████████ | (65/117 GB, 137 MB/s) [7m51s:6m18s] 55% |███████████████████ | (65/117 GB, 137 MB/s) [7m51s:6m18s] 55% |███████████████████ | (65/117 GB, 137 MB/s) [7m51s:6m18s] 55% |███████████████████ | (65/117 GB, 135 MB/s) [7m52s:6m23s] 55% |███████████████████ | (65/117 GB, 135 MB/s) [7m52s:6m22s] 55% |███████████████████ | (65/117 GB, 135 MB/s) [7m52s:6m22s] 55% |███████████████████ | (65/117 GB, 135 MB/s) [7m52s:6m22s] 55% |███████████████████ | (65/117 GB, 135 MB/s) [7m52s:6m22s] 55% |███████████████████ | (65/117 GB, 135 MB/s) [7m52s:6m22s] 55% |███████████████████ | (65/117 GB, 129 MB/s) [7m52s:6m39s] 55% |███████████████████ | (65/117 GB, 129 MB/s) [7m52s:6m39s] 55% |███████████████████ | (65/117 GB, 129 MB/s) [7m52s:6m39s] 55% |███████████████████ | (66/117 GB, 129 MB/s) [7m52s:6m38s] 55% |███████████████████ | (66/117 GB, 129 MB/s) [7m52s:6m38s] 55% |███████████████████ | (66/117 GB, 129 MB/s) [7m52s:6m38s] 55% |███████████████████ | (66/117 GB, 129 MB/s) [7m53s:6m38s] 55% |███████████████████ | (66/117 GB, 129 MB/s) [7m53s:6m38s] 55% |███████████████████ | (66/117 GB, 140 MB/s) [7m53s:6m8s] 56% |████████████████████ | (66/117 GB, 140 MB/s) [7m53s:6m8s] 56% |████████████████████ | (66/117 GB, 140 MB/s) [7m53s:6m7s] 56% |████████████████████ | (66/117 GB, 140 MB/s) [7m53s:6m7s] 56% |████████████████████ | (66/117 GB, 140 MB/s) [7m53s:6m7s] 56% |████████████████████ | (66/117 GB, 140 MB/s) [7m53s:6m7s] 56% |████████████████████ | (66/117 GB, 140 MB/s) [7m53s:6m7s] 56% |███████████████████ | (66/117 GB, 146 MB/s) [7m53s:5m51s] 56% |███████████████████ | (66/117 GB, 146 MB/s) [7m53s:5m51s] 56% |███████████████████ | (66/117 GB, 146 MB/s) [7m53s:5m51s] 56% |███████████████████ | (66/117 GB, 146 MB/s) [7m53s:5m51s] 56% |███████████████████ | (66/117 GB, 146 MB/s) [7m53s:5m50s] 56% |███████████████████ | (66/117 GB, 146 MB/s) [7m53s:5m50s] 56% |███████████████████ | (66/117 GB, 146 MB/s) [7m54s:5m50s] 56% |███████████████████ | (66/117 GB, 146 MB/s) [7m54s:5m50s] 56% |███████████████████ | (66/117 GB, 155 MB/s) [7m54s:5m30s] 56% |███████████████████ | (66/117 GB, 155 MB/s) [7m54s:5m30s] 56% |███████████████████ | (66/117 GB, 155 MB/s) [7m54s:5m30s] 56% |███████████████████ | (66/117 GB, 155 MB/s) [7m54s:5m30s] 56% |███████████████████ | (66/117 GB, 155 MB/s) [7m54s:5m30s] 56% |███████████████████ | (66/117 GB, 161 MB/s) [7m54s:5m17s] 56% |███████████████████ | (66/117 GB, 161 MB/s) [7m54s:5m17s] 56% |███████████████████ | (66/117 GB, 161 MB/s) [7m54s:5m17s] 56% |███████████████████ | (66/117 GB, 161 MB/s) [7m54s:5m17s] 56% |███████████████████ | (66/117 GB, 161 MB/s) [7m54s:5m16s] 56% |███████████████████ | (66/117 GB, 161 MB/s) [7m55s:5m16s] 56% |████████████████████ | (66/117 GB, 168 MB/s) [7m55s:5m4s] 56% |████████████████████ | (66/117 GB, 168 MB/s) [7m55s:5m4s] 56% |████████████████████ | (66/117 GB, 168 MB/s) [7m55s:5m4s] 56% |████████████████████ | (66/117 GB, 168 MB/s) [7m55s:5m4s] 56% |████████████████████ | (66/117 GB, 168 MB/s) [7m55s:5m4s] 56% |███████████████████ | (66/117 GB, 163 MB/s) [7m55s:5m13s] 56% |███████████████████ | (66/117 GB, 163 MB/s) [7m55s:5m13s] 56% |███████████████████ | (66/117 GB, 163 MB/s) [7m55s:5m13s] 56% |███████████████████ | (66/117 GB, 163 MB/s) [7m55s:5m13s] 56% |███████████████████ | (66/117 GB, 163 MB/s) [7m56s:5m13s] 56% |███████████████████ | (66/117 GB, 157 MB/s) [7m56s:5m25s] 56% |███████████████████ | (66/117 GB, 157 MB/s) [7m56s:5m25s] 56% |███████████████████ | (66/117 GB, 157 MB/s) [7m56s:5m25s] 56% |███████████████████ | (66/117 GB, 157 MB/s) [7m56s:5m25s] 56% |███████████████████ | (66/117 GB, 157 MB/s) [7m56s:5m25s] 56% |███████████████████ | (66/117 GB, 149 MB/s) [7m56s:5m42s] 56% |███████████████████ | (66/117 GB, 149 MB/s) [7m56s:5m42s] 56% |███████████████████ | (66/117 GB, 149 MB/s) [7m56s:5m41s] 56% |███████████████████ | (66/117 GB, 149 MB/s) [7m56s:5m41s] 56% |███████████████████ | (66/117 GB, 149 MB/s) [7m57s:5m41s] 56% |███████████████████ | (66/117 GB, 149 MB/s) [7m57s:5m41s] 56% |███████████████████ | (66/117 GB, 149 MB/s) [7m57s:5m41s] 56% |███████████████████ | (66/117 GB, 149 MB/s) [7m57s:5m41s] 56% |███████████████████ | (66/117 GB, 160 MB/s) [7m57s:5m17s] 56% |███████████████████ | (66/117 GB, 160 MB/s) [7m57s:5m17s] 56% |███████████████████ | (66/117 GB, 160 MB/s) [7m57s:5m17s] 56% |███████████████████ | (66/117 GB, 160 MB/s) [7m57s:5m17s] 56% |███████████████████ | (66/117 GB, 160 MB/s) [7m57s:5m17s] 56% |███████████████████ | (66/117 GB, 162 MB/s) [7m57s:5m14s] 56% |███████████████████ | (66/117 GB, 162 MB/s) [7m57s:5m14s] 56% |███████████████████ | (66/117 GB, 162 MB/s) [7m57s:5m13s] 56% |███████████████████ | (66/117 GB, 162 MB/s) [7m58s:5m13s] 56% |███████████████████ | (66/117 GB, 162 MB/s) [7m58s:5m13s] 56% |███████████████████ | (66/117 GB, 146 MB/s) [7m58s:5m47s] 56% |███████████████████ | (66/117 GB, 146 MB/s) [7m58s:5m47s] 56% |███████████████████ | (66/117 GB, 146 MB/s) [7m58s:5m47s] 56% |███████████████████ | (66/117 GB, 146 MB/s) [7m58s:5m47s] 56% |███████████████████ | (66/117 GB, 146 MB/s) [7m58s:5m47s] 56% |███████████████████ | (66/117 GB, 146 MB/s) [7m58s:5m47s] 56% |███████████████████ | (66/117 GB, 146 MB/s) [7m58s:5m46s] 56% |███████████████████ | (66/117 GB, 146 MB/s) [7m58s:5m46s] 56% |███████████████████ | (66/117 GB, 149 MB/s) [7m58s:5m40s] 56% |███████████████████ | (66/117 GB, 149 MB/s) [7m58s:5m40s] 56% |███████████████████ | (66/117 GB, 149 MB/s) [7m59s:5m40s] 56% |███████████████████ | (66/117 GB, 149 MB/s) [7m59s:5m39s] 56% |███████████████████ | (66/117 GB, 149 MB/s) [7m59s:5m39s] 56% |███████████████████ | (66/117 GB, 149 MB/s) [7m59s:5m39s] 56% |███████████████████ | (66/117 GB, 149 MB/s) [7m59s:5m39s] 56% |███████████████████ | (66/117 GB, 144 MB/s) [7m59s:5m49s] 56% |███████████████████ | (67/117 GB, 144 MB/s) [7m59s:5m49s] 56% |███████████████████ | (67/117 GB, 144 MB/s) [7m59s:5m49s] 56% |███████████████████ | (67/117 GB, 144 MB/s) [7m59s:5m49s] 56% |███████████████████ | (67/117 GB, 144 MB/s) [7m59s:5m49s] 56% |███████████████████ | (67/117 GB, 144 MB/s) [7m59s:5m49s] 56% |███████████████████ | (67/117 GB, 144 MB/s) [7m59s:5m49s] 56% |███████████████████ | (67/117 GB, 144 MB/s) [7m59s:5m49s] 56% |████████████████████ | (67/117 GB, 150 MB/s) [8m0s:5m36s] 56% |████████████████████ | (67/117 GB, 150 MB/s) [8m0s:5m36s] 56% |████████████████████ | (67/117 GB, 150 MB/s) [8m0s:5m36s] 56% |████████████████████ | (67/117 GB, 150 MB/s) [8m0s:5m36s] 56% |████████████████████ | (67/117 GB, 150 MB/s) [8m0s:5m36s] 57% |████████████████████ | (67/117 GB, 149 MB/s) [8m0s:5m37s] 57% |████████████████████ | (67/117 GB, 149 MB/s) [8m0s:5m37s] 57% |████████████████████ | (67/117 GB, 149 MB/s) [8m0s:5m37s] 57% |████████████████████ | (67/117 GB, 149 MB/s) [8m0s:5m36s] 57% |████████████████████ | (67/117 GB, 149 MB/s) [8m0s:5m36s] 57% |████████████████████ | (67/117 GB, 150 MB/s) [8m0s:5m35s] 57% |████████████████████ | (67/117 GB, 150 MB/s) [8m1s:5m35s] 57% |████████████████████ | (67/117 GB, 150 MB/s) [8m1s:5m35s] 57% |████████████████████ | (67/117 GB, 150 MB/s) [8m1s:5m35s] 57% |████████████████████ | (67/117 GB, 150 MB/s) [8m1s:5m35s] 57% |████████████████████ | (67/117 GB, 148 MB/s) [8m1s:5m40s] 57% |████████████████████ | (67/117 GB, 148 MB/s) [8m1s:5m40s] 57% |████████████████████ | (67/117 GB, 148 MB/s) [8m1s:5m40s] 57% |████████████████████ | (67/117 GB, 148 MB/s) [8m1s:5m39s] 57% |████████████████████ | (67/117 GB, 148 MB/s) [8m1s:5m39s] 57% |████████████████████ | (67/117 GB, 148 MB/s) [8m1s:5m39s] 57% |████████████████████ | (67/117 GB, 155 MB/s) [8m2s:5m23s] 57% |████████████████████ | (67/117 GB, 155 MB/s) [8m2s:5m22s] 57% |████████████████████ | (67/117 GB, 155 MB/s) [8m2s:5m22s] 57% |████████████████████ | (67/117 GB, 155 MB/s) [8m2s:5m22s] 57% |████████████████████ | (67/117 GB, 155 MB/s) [8m2s:5m22s] 57% |████████████████████ | (67/117 GB, 155 MB/s) [8m2s:5m22s] 57% |████████████████████ | (67/117 GB, 155 MB/s) [8m2s:5m22s] 57% |████████████████████ | (67/117 GB, 152 MB/s) [8m2s:5m28s] 57% |████████████████████ | (67/117 GB, 152 MB/s) [8m2s:5m28s] 57% |████████████████████ | (67/117 GB, 152 MB/s) [8m2s:5m28s] 57% |████████████████████ | (67/117 GB, 152 MB/s) [8m2s:5m28s] 57% |████████████████████ | (67/117 GB, 152 MB/s) [8m2s:5m28s] 57% |████████████████████ | (67/117 GB, 152 MB/s) [8m3s:5m28s] 57% |████████████████████ | (67/117 GB, 152 MB/s) [8m3s:5m28s] 57% |█████████████████████ | (67/117 GB, 162 MB/s) [8m3s:5m8s] 57% |█████████████████████ | (67/117 GB, 162 MB/s) [8m3s:5m8s] 57% |█████████████████████ | (67/117 GB, 162 MB/s) [8m3s:5m7s] 57% |█████████████████████ | (67/117 GB, 162 MB/s) [8m3s:5m7s] 57% |█████████████████████ | (67/117 GB, 164 MB/s) [8m3s:5m3s] 57% |█████████████████████ | (67/117 GB, 164 MB/s) [8m3s:5m3s] 57% |█████████████████████ | (67/117 GB, 164 MB/s) [8m3s:5m3s] 57% |█████████████████████ | (67/117 GB, 164 MB/s) [8m3s:5m3s] 57% |█████████████████████ | (67/117 GB, 164 MB/s) [8m4s:5m3s] 57% |████████████████████ | (67/117 GB, 154 MB/s) [8m4s:5m23s] 57% |████████████████████ | (67/117 GB, 154 MB/s) [8m4s:5m23s] 57% |████████████████████ | (67/117 GB, 154 MB/s) [8m4s:5m22s] 57% |████████████████████ | (67/117 GB, 154 MB/s) [8m4s:5m22s] 57% |████████████████████ | (67/117 GB, 154 MB/s) [8m4s:5m22s] 57% |████████████████████ | (67/117 GB, 154 MB/s) [8m4s:5m22s] 57% |████████████████████ | (67/117 GB, 154 MB/s) [8m4s:5m22s] 57% |████████████████████ | (67/117 GB, 152 MB/s) [8m4s:5m26s] 57% |████████████████████ | (67/117 GB, 152 MB/s) [8m4s:5m26s] 57% |████████████████████ | (67/117 GB, 152 MB/s) [8m5s:5m26s] 57% |████████████████████ | (67/117 GB, 139 MB/s) [8m5s:5m56s] 57% |████████████████████ | (67/117 GB, 139 MB/s) [8m5s:5m56s] 57% |████████████████████ | (67/117 GB, 139 MB/s) [8m5s:5m56s] 57% |████████████████████ | (67/117 GB, 139 MB/s) [8m5s:5m56s] 57% |████████████████████ | (67/117 GB, 132 MB/s) [8m5s:6m14s] 57% |████████████████████ | (67/117 GB, 132 MB/s) [8m5s:6m14s] 57% |████████████████████ | (68/117 GB, 132 MB/s) [8m5s:6m14s] 57% |████████████████████ | (68/117 GB, 132 MB/s) [8m6s:6m14s] 57% |████████████████████ | (68/117 GB, 132 MB/s) [8m6s:6m14s] 57% |████████████████████ | (68/117 GB, 134 MB/s) [8m6s:6m11s] 57% |████████████████████ | (68/117 GB, 134 MB/s) [8m6s:6m11s] 57% |████████████████████ | (68/117 GB, 134 MB/s) [8m6s:6m11s] 57% |████████████████████ | (68/117 GB, 134 MB/s) [8m6s:6m11s] 57% |████████████████████ | (68/117 GB, 134 MB/s) [8m6s:6m11s] 57% |████████████████████ | (68/117 GB, 141 MB/s) [8m6s:5m51s] 57% |████████████████████ | (68/117 GB, 141 MB/s) [8m6s:5m51s] 57% |████████████████████ | (68/117 GB, 141 MB/s) [8m7s:5m50s] 57% |████████████████████ | (68/117 GB, 141 MB/s) [8m7s:5m50s] 57% |████████████████████ | (68/117 GB, 141 MB/s) [8m7s:5m50s] 57% |████████████████████ | (68/117 GB, 141 MB/s) [8m7s:5m50s] 57% |████████████████████ | (68/117 GB, 138 MB/s) [8m7s:5m58s] 57% |████████████████████ | (68/117 GB, 138 MB/s) [8m7s:5m58s] 57% |████████████████████ | (68/117 GB, 138 MB/s) [8m7s:5m58s] 57% |████████████████████ | (68/117 GB, 138 MB/s) [8m7s:5m58s] 57% |████████████████████ | (68/117 GB, 138 MB/s) [8m7s:5m57s] 57% |████████████████████ | (68/117 GB, 138 MB/s) [8m7s:5m57s] 57% |████████████████████ | (68/117 GB, 138 MB/s) [8m7s:5m57s] 57% |████████████████████ | (68/117 GB, 138 MB/s) [8m7s:5m57s] 57% |████████████████████ | (68/117 GB, 143 MB/s) [8m7s:5m45s] 57% |████████████████████ | (68/117 GB, 143 MB/s) [8m8s:5m45s] 57% |████████████████████ | (68/117 GB, 143 MB/s) [8m8s:5m45s] 57% |████████████████████ | (68/117 GB, 143 MB/s) [8m8s:5m45s] 57% |████████████████████ | (68/117 GB, 143 MB/s) [8m8s:5m45s] 57% |████████████████████ | (68/117 GB, 143 MB/s) [8m8s:5m45s] 57% |████████████████████ | (68/117 GB, 143 MB/s) [8m8s:5m45s] 57% |████████████████████ | (68/117 GB, 142 MB/s) [8m8s:5m46s] 57% |████████████████████ | (68/117 GB, 142 MB/s) [8m8s:5m46s] 57% |████████████████████ | (68/117 GB, 142 MB/s) [8m8s:5m46s] 57% |████████████████████ | (68/117 GB, 142 MB/s) [8m8s:5m46s] 57% |████████████████████ | (68/117 GB, 142 MB/s) [8m8s:5m46s] 58% |████████████████████ | (68/117 GB, 142 MB/s) [8m8s:5m46s] 58% |████████████████████ | (68/117 GB, 142 MB/s) [8m8s:5m46s] 58% |████████████████████ | (68/117 GB, 153 MB/s) [8m8s:5m21s] 58% |████████████████████ | (68/117 GB, 153 MB/s) [8m9s:5m21s] 58% |████████████████████ | (68/117 GB, 153 MB/s) [8m9s:5m21s] 58% |████████████████████ | (68/117 GB, 153 MB/s) [8m9s:5m21s] 58% |████████████████████ | (68/117 GB, 153 MB/s) [8m9s:5m21s] 58% |████████████████████ | (68/117 GB, 153 MB/s) [8m9s:5m21s] 58% |█████████████████████ | (68/117 GB, 159 MB/s) [8m9s:5m8s] 58% |█████████████████████ | (68/117 GB, 159 MB/s) [8m9s:5m8s] 58% |█████████████████████ | (68/117 GB, 159 MB/s) [8m9s:5m8s] 58% |█████████████████████ | (68/117 GB, 159 MB/s) [8m9s:5m8s] 58% |█████████████████████ | (68/117 GB, 159 MB/s) [8m9s:5m8s] 58% |████████████████████ | (68/117 GB, 152 MB/s) [8m9s:5m22s] 58% |████████████████████ | (68/117 GB, 152 MB/s) [8m10s:5m22s] 58% |████████████████████ | (68/117 GB, 152 MB/s) [8m10s:5m22s] 58% |████████████████████ | (68/117 GB, 152 MB/s) [8m10s:5m21s] 58% |████████████████████ | (68/117 GB, 152 MB/s) [8m10s:5m21s] 58% |████████████████████ | (68/117 GB, 160 MB/s) [8m10s:5m5s] 58% |████████████████████ | (68/117 GB, 160 MB/s) [8m10s:5m5s] 58% |████████████████████ | (68/117 GB, 160 MB/s) [8m10s:5m5s] 58% |████████████████████ | (68/117 GB, 160 MB/s) [8m10s:5m5s] 58% |████████████████████ | (68/117 GB, 160 MB/s) [8m10s:5m4s] 58% |████████████████████ | (68/117 GB, 164 MB/s) [8m10s:4m56s] 58% |████████████████████ | (68/117 GB, 164 MB/s) [8m11s:4m56s] 58% |████████████████████ | (68/117 GB, 164 MB/s) [8m11s:4m56s] 58% |████████████████████ | (68/117 GB, 164 MB/s) [8m11s:4m56s] 58% |████████████████████ | (68/117 GB, 164 MB/s) [8m11s:4m56s] 58% |████████████████████ | (68/117 GB, 163 MB/s) [8m11s:4m58s] 58% |████████████████████ | (68/117 GB, 163 MB/s) [8m11s:4m58s] 58% |████████████████████ | (68/117 GB, 163 MB/s) [8m11s:4m58s] 58% |████████████████████ | (68/117 GB, 163 MB/s) [8m11s:4m58s] 58% |████████████████████ | (68/117 GB, 163 MB/s) [8m11s:4m58s] 58% |████████████████████ | (68/117 GB, 163 MB/s) [8m11s:4m58s] 58% |████████████████████ | (68/117 GB, 163 MB/s) [8m11s:4m57s] 58% |████████████████████ | (68/117 GB, 176 MB/s) [8m12s:4m36s] 58% |████████████████████ | (68/117 GB, 176 MB/s) [8m12s:4m35s] 58% |████████████████████ | (68/117 GB, 176 MB/s) [8m12s:4m35s] 58% |████████████████████ | (68/117 GB, 176 MB/s) [8m12s:4m35s] 58% |████████████████████ | (68/117 GB, 176 MB/s) [8m12s:4m35s] 58% |████████████████████ | (68/117 GB, 182 MB/s) [8m12s:4m26s] 58% |████████████████████ | (68/117 GB, 182 MB/s) [8m12s:4m26s] 58% |████████████████████ | (68/117 GB, 182 MB/s) [8m12s:4m26s] 58% |████████████████████ | (68/117 GB, 182 MB/s) [8m12s:4m26s] 58% |████████████████████ | (69/117 GB, 169 MB/s) [8m13s:4m46s] 58% |████████████████████ | (69/117 GB, 169 MB/s) [8m13s:4m46s] 58% |████████████████████ | (69/117 GB, 169 MB/s) [8m13s:4m46s] 58% |████████████████████ | (69/117 GB, 169 MB/s) [8m13s:4m46s] 58% |████████████████████ | (69/117 GB, 169 MB/s) [8m13s:4m46s] 58% |████████████████████ | (69/117 GB, 164 MB/s) [8m13s:4m55s] 58% |████████████████████ | (69/117 GB, 164 MB/s) [8m13s:4m55s] 58% |████████████████████ | (69/117 GB, 164 MB/s) [8m13s:4m55s] 58% |████████████████████ | (69/117 GB, 164 MB/s) [8m13s:4m55s] 58% |████████████████████ | (69/117 GB, 164 MB/s) [8m13s:4m55s] 58% |████████████████████ | (69/117 GB, 164 MB/s) [8m13s:4m55s] 58% |████████████████████ | (69/117 GB, 155 MB/s) [8m14s:5m12s] 58% |████████████████████ | (69/117 GB, 155 MB/s) [8m14s:5m12s] 58% |████████████████████ | (69/117 GB, 155 MB/s) [8m14s:5m12s] 58% |████████████████████ | (69/117 GB, 155 MB/s) [8m14s:5m12s] 58% |████████████████████ | (69/117 GB, 155 MB/s) [8m14s:5m12s] 58% |████████████████████ | (69/117 GB, 155 MB/s) [8m14s:5m12s] 58% |████████████████████ | (69/117 GB, 155 MB/s) [8m14s:5m11s] 58% |████████████████████ | (69/117 GB, 155 MB/s) [8m14s:5m11s] 58% |████████████████████ | (69/117 GB, 156 MB/s) [8m14s:5m8s] 58% |████████████████████ | (69/117 GB, 156 MB/s) [8m14s:5m8s] 58% |████████████████████ | (69/117 GB, 156 MB/s) [8m15s:5m8s] 58% |████████████████████ | (69/117 GB, 156 MB/s) [8m15s:5m8s] 58% |████████████████████ | (69/117 GB, 155 MB/s) [8m15s:5m10s] 58% |████████████████████ | (69/117 GB, 155 MB/s) [8m15s:5m9s] 58% |████████████████████ | (69/117 GB, 155 MB/s) [8m15s:5m9s] 58% |████████████████████ | (69/117 GB, 155 MB/s) [8m15s:5m9s] 58% |████████████████████ | (69/117 GB, 148 MB/s) [8m15s:5m25s] 58% |████████████████████ | (69/117 GB, 148 MB/s) [8m15s:5m24s] 58% |████████████████████ | (69/117 GB, 148 MB/s) [8m15s:5m24s] 58% |████████████████████ | (69/117 GB, 148 MB/s) [8m15s:5m24s] 58% |████████████████████ | (69/117 GB, 148 MB/s) [8m15s:5m24s] 58% |████████████████████ | (69/117 GB, 148 MB/s) [8m16s:5m24s] 58% |████████████████████ | (69/117 GB, 150 MB/s) [8m16s:5m20s] 58% |████████████████████ | (69/117 GB, 150 MB/s) [8m16s:5m20s] 58% |████████████████████ | (69/117 GB, 150 MB/s) [8m16s:5m19s] 59% |████████████████████ | (69/117 GB, 150 MB/s) [8m16s:5m19s] 59% |████████████████████ | (69/117 GB, 150 MB/s) [8m16s:5m19s] 59% |████████████████████ | (69/117 GB, 150 MB/s) [8m16s:5m19s] 59% |████████████████████ | (69/117 GB, 151 MB/s) [8m16s:5m17s] 59% |████████████████████ | (69/117 GB, 151 MB/s) [8m16s:5m17s] 59% |████████████████████ | (69/117 GB, 151 MB/s) [8m17s:5m17s] 59% |████████████████████ | (69/117 GB, 151 MB/s) [8m17s:5m17s] 59% |████████████████████ | (69/117 GB, 151 MB/s) [8m17s:5m17s] 59% |████████████████████ | (69/117 GB, 151 MB/s) [8m17s:5m17s] 59% |████████████████████ | (69/117 GB, 138 MB/s) [8m17s:5m47s] 59% |████████████████████ | (69/117 GB, 138 MB/s) [8m17s:5m47s] 59% |████████████████████ | (69/117 GB, 138 MB/s) [8m17s:5m46s] 59% |████████████████████ | (69/117 GB, 138 MB/s) [8m17s:5m46s] 59% |█████████████████████ | (69/117 GB, 132 MB/s) [8m17s:6m1s] 59% |█████████████████████ | (69/117 GB, 132 MB/s) [8m18s:6m1s] 59% |█████████████████████ | (69/117 GB, 132 MB/s) [8m18s:6m0s] 59% |█████████████████████ | (69/117 GB, 132 MB/s) [8m18s:6m0s] 59% |█████████████████████ | (69/117 GB, 132 MB/s) [8m18s:6m0s] 59% |█████████████████████ | (69/117 GB, 132 MB/s) [8m18s:6m0s] 59% |████████████████████ | (69/117 GB, 135 MB/s) [8m18s:5m54s] 59% |████████████████████ | (69/117 GB, 135 MB/s) [8m18s:5m54s] 59% |████████████████████ | (69/117 GB, 135 MB/s) [8m18s:5m54s] 59% |████████████████████ | (69/117 GB, 135 MB/s) [8m18s:5m53s] 59% |████████████████████ | (69/117 GB, 135 MB/s) [8m18s:5m53s] 59% |████████████████████ | (69/117 GB, 135 MB/s) [8m18s:5m53s] 59% |████████████████████ | (69/117 GB, 135 MB/s) [8m19s:5m52s] 59% |████████████████████ | (69/117 GB, 135 MB/s) [8m19s:5m52s] 59% |████████████████████ | (69/117 GB, 135 MB/s) [8m19s:5m52s] 59% |████████████████████ | (69/117 GB, 135 MB/s) [8m19s:5m52s] 59% |████████████████████ | (69/117 GB, 135 MB/s) [8m19s:5m52s] 59% |█████████████████████ | (69/117 GB, 130 MB/s) [8m19s:6m5s] 59% |█████████████████████ | (69/117 GB, 130 MB/s) [8m19s:6m5s] 59% |█████████████████████ | (70/117 GB, 130 MB/s) [8m19s:6m5s] 59% |█████████████████████ | (70/117 GB, 130 MB/s) [8m19s:6m5s] 59% |█████████████████████ | (70/117 GB, 130 MB/s) [8m19s:6m5s] 59% |████████████████████ | (70/117 GB, 119 MB/s) [8m20s:6m40s] 59% |████████████████████ | (70/117 GB, 119 MB/s) [8m20s:6m40s] 59% |████████████████████ | (70/117 GB, 119 MB/s) [8m20s:6m39s] 59% |████████████████████ | (70/117 GB, 119 MB/s) [8m20s:6m39s] 59% |████████████████████ | (70/117 GB, 119 MB/s) [8m20s:6m39s] 59% |████████████████████ | (70/117 GB, 119 MB/s) [8m20s:6m39s] 59% |████████████████████ | (70/117 GB, 119 MB/s) [8m20s:6m39s] 59% |████████████████████ | (70/117 GB, 123 MB/s) [8m20s:6m25s] 59% |████████████████████ | (70/117 GB, 123 MB/s) [8m20s:6m24s] 59% |████████████████████ | (70/117 GB, 123 MB/s) [8m20s:6m24s] 59% |████████████████████ | (70/117 GB, 123 MB/s) [8m21s:6m24s] 59% |████████████████████ | (70/117 GB, 123 MB/s) [8m21s:6m24s] 59% |████████████████████ | (70/117 GB, 123 MB/s) [8m21s:6m24s] 59% |█████████████████████ | (70/117 GB, 131 MB/s) [8m21s:6m0s] 59% |█████████████████████ | (70/117 GB, 131 MB/s) [8m21s:6m0s] 59% |█████████████████████ | (70/117 GB, 131 MB/s) [8m21s:6m0s] 59% |█████████████████████ | (70/117 GB, 131 MB/s) [8m21s:6m0s] 59% |█████████████████████ | (70/117 GB, 131 MB/s) [8m21s:6m0s] 59% |█████████████████████ | (70/117 GB, 128 MB/s) [8m21s:6m8s] 59% |█████████████████████ | (70/117 GB, 128 MB/s) [8m22s:6m8s] 59% |█████████████████████ | (70/117 GB, 128 MB/s) [8m22s:6m7s] 59% |█████████████████████ | (70/117 GB, 128 MB/s) [8m22s:6m7s] 59% |█████████████████████ | (70/117 GB, 128 MB/s) [8m22s:6m7s] 59% |████████████████████ | (70/117 GB, 132 MB/s) [8m22s:5m57s] 59% |████████████████████ | (70/117 GB, 132 MB/s) [8m22s:5m57s] 59% |████████████████████ | (70/117 GB, 132 MB/s) [8m22s:5m57s] 59% |████████████████████ | (70/117 GB, 132 MB/s) [8m22s:5m57s] 59% |████████████████████ | (70/117 GB, 132 MB/s) [8m22s:5m57s] 59% |████████████████████ | (70/117 GB, 132 MB/s) [8m22s:5m57s] 59% |████████████████████ | (70/117 GB, 132 MB/s) [8m22s:5m57s] 59% |████████████████████ | (70/117 GB, 138 MB/s) [8m23s:5m42s] 59% |████████████████████ | (70/117 GB, 138 MB/s) [8m23s:5m42s] 59% |████████████████████ | (70/117 GB, 138 MB/s) [8m23s:5m42s] 59% |████████████████████ | (70/117 GB, 138 MB/s) [8m23s:5m41s] 59% |████████████████████ | (70/117 GB, 138 MB/s) [8m23s:5m41s] 59% |████████████████████ | (70/117 GB, 138 MB/s) [8m23s:5m41s] 59% |████████████████████ | (70/117 GB, 142 MB/s) [8m23s:5m31s] 59% |████████████████████ | (70/117 GB, 142 MB/s) [8m23s:5m31s] 59% |████████████████████ | (70/117 GB, 142 MB/s) [8m23s:5m31s] 59% |████████████████████ | (70/117 GB, 142 MB/s) [8m23s:5m31s] 59% |████████████████████ | (70/117 GB, 142 MB/s) [8m24s:5m31s] 59% |████████████████████ | (70/117 GB, 142 MB/s) [8m24s:5m31s] 59% |████████████████████ | (70/117 GB, 142 MB/s) [8m24s:5m30s] 59% |████████████████████ | (70/117 GB, 147 MB/s) [8m24s:5m19s] 59% |████████████████████ | (70/117 GB, 147 MB/s) [8m24s:5m19s] 59% |████████████████████ | (70/117 GB, 147 MB/s) [8m24s:5m18s] 59% |████████████████████ | (70/117 GB, 147 MB/s) [8m24s:5m18s] 59% |████████████████████ | (70/117 GB, 147 MB/s) [8m24s:5m18s] 59% |████████████████████ | (70/117 GB, 147 MB/s) [8m24s:5m18s] 59% |████████████████████ | (70/117 GB, 144 MB/s) [8m24s:5m26s] 60% |█████████████████████ | (70/117 GB, 144 MB/s) [8m24s:5m26s] 60% |█████████████████████ | (70/117 GB, 144 MB/s) [8m25s:5m26s] 60% |█████████████████████ | (70/117 GB, 144 MB/s) [8m25s:5m26s] 60% |█████████████████████ | (70/117 GB, 144 MB/s) [8m25s:5m26s] 60% |█████████████████████ | (70/117 GB, 144 MB/s) [8m25s:5m26s] 60% |█████████████████████ | (70/117 GB, 147 MB/s) [8m25s:5m18s] 60% |█████████████████████ | (70/117 GB, 147 MB/s) [8m25s:5m18s] 60% |█████████████████████ | (70/117 GB, 147 MB/s) [8m25s:5m18s] 60% |█████████████████████ | (70/117 GB, 147 MB/s) [8m25s:5m17s] 60% |█████████████████████ | (70/117 GB, 147 MB/s) [8m25s:5m17s] 60% |█████████████████████ | (70/117 GB, 147 MB/s) [8m25s:5m17s] 60% |█████████████████████ | (70/117 GB, 145 MB/s) [8m25s:5m22s] 60% |█████████████████████ | (70/117 GB, 145 MB/s) [8m26s:5m22s] 60% |█████████████████████ | (70/117 GB, 145 MB/s) [8m26s:5m22s] 60% |█████████████████████ | (70/117 GB, 145 MB/s) [8m26s:5m22s] 60% |█████████████████████ | (70/117 GB, 145 MB/s) [8m26s:5m22s] 60% |█████████████████████ | (70/117 GB, 145 MB/s) [8m26s:5m22s] 60% |█████████████████████ | (70/117 GB, 145 MB/s) [8m26s:5m22s] 60% |█████████████████████ | (70/117 GB, 153 MB/s) [8m26s:5m4s] 60% |█████████████████████ | (70/117 GB, 153 MB/s) [8m26s:5m4s] 60% |█████████████████████ | (70/117 GB, 153 MB/s) [8m26s:5m4s] 60% |█████████████████████ | (70/117 GB, 153 MB/s) [8m26s:5m4s] 60% |█████████████████████ | (70/117 GB, 153 MB/s) [8m26s:5m4s] 60% |█████████████████████ | (70/117 GB, 153 MB/s) [8m26s:5m4s] 60% |█████████████████████ | (70/117 GB, 150 MB/s) [8m27s:5m10s] 60% |█████████████████████ | (71/117 GB, 150 MB/s) [8m27s:5m10s] 60% |█████████████████████ | (71/117 GB, 150 MB/s) [8m27s:5m10s] 60% |█████████████████████ | (71/117 GB, 150 MB/s) [8m27s:5m10s] 60% |█████████████████████ | (71/117 GB, 144 MB/s) [8m27s:5m21s] 60% |█████████████████████ | (71/117 GB, 144 MB/s) [8m27s:5m21s] 60% |█████████████████████ | (71/117 GB, 144 MB/s) [8m27s:5m21s] 60% |█████████████████████ | (71/117 GB, 144 MB/s) [8m27s:5m21s] 60% |█████████████████████ | (71/117 GB, 144 MB/s) [8m27s:5m21s] 60% |█████████████████████ | (71/117 GB, 144 MB/s) [8m27s:5m21s] 60% |█████████████████████ | (71/117 GB, 144 MB/s) [8m27s:5m21s] 60% |█████████████████████ | (71/117 GB, 150 MB/s) [8m28s:5m9s] 60% |█████████████████████ | (71/117 GB, 150 MB/s) [8m28s:5m8s] 60% |█████████████████████ | (71/117 GB, 150 MB/s) [8m28s:5m8s] 60% |█████████████████████ | (71/117 GB, 150 MB/s) [8m28s:5m8s] 60% |█████████████████████ | (71/117 GB, 150 MB/s) [8m28s:5m8s] 60% |█████████████████████ | (71/117 GB, 150 MB/s) [8m28s:5m8s] 60% |█████████████████████ | (71/117 GB, 150 MB/s) [8m28s:5m8s] 60% |█████████████████████ | (71/117 GB, 160 MB/s) [8m28s:4m49s] 60% |█████████████████████ | (71/117 GB, 160 MB/s) [8m28s:4m49s] 60% |█████████████████████ | (71/117 GB, 160 MB/s) [8m28s:4m49s] 60% |█████████████████████ | (71/117 GB, 160 MB/s) [8m28s:4m49s] 60% |█████████████████████ | (71/117 GB, 160 MB/s) [8m28s:4m48s] 60% |█████████████████████ | (71/117 GB, 160 MB/s) [8m28s:4m48s] 60% |█████████████████████ | (71/117 GB, 160 MB/s) [8m28s:4m48s] 60% |█████████████████████ | (71/117 GB, 171 MB/s) [8m28s:4m30s] 60% |█████████████████████ | (71/117 GB, 171 MB/s) [8m29s:4m30s] 60% |█████████████████████ | (71/117 GB, 171 MB/s) [8m29s:4m30s] 60% |█████████████████████ | (71/117 GB, 171 MB/s) [8m29s:4m30s] 60% |█████████████████████ | (71/117 GB, 171 MB/s) [8m29s:4m30s] 60% |█████████████████████ | (71/117 GB, 163 MB/s) [8m29s:4m42s] 60% |█████████████████████ | (71/117 GB, 163 MB/s) [8m29s:4m42s] 60% |█████████████████████ | (71/117 GB, 163 MB/s) [8m29s:4m42s] 60% |█████████████████████ | (71/117 GB, 163 MB/s) [8m29s:4m42s] 60% |█████████████████████ | (71/117 GB, 163 MB/s) [8m29s:4m42s] 60% |█████████████████████ | (71/117 GB, 163 MB/s) [8m29s:4m42s] 60% |█████████████████████ | (71/117 GB, 163 MB/s) [8m29s:4m42s] 60% |█████████████████████ | (71/117 GB, 165 MB/s) [8m29s:4m38s] 60% |█████████████████████ | (71/117 GB, 165 MB/s) [8m30s:4m38s] 60% |█████████████████████ | (71/117 GB, 165 MB/s) [8m30s:4m38s] 60% |█████████████████████ | (71/117 GB, 165 MB/s) [8m30s:4m38s] 60% |█████████████████████ | (71/117 GB, 165 MB/s) [8m30s:4m38s] 60% |█████████████████████ | (71/117 GB, 166 MB/s) [8m30s:4m36s] 60% |█████████████████████ | (71/117 GB, 166 MB/s) [8m30s:4m36s] 60% |█████████████████████ | (71/117 GB, 166 MB/s) [8m30s:4m36s] 60% |█████████████████████ | (71/117 GB, 166 MB/s) [8m30s:4m36s] 60% |█████████████████████ | (71/117 GB, 166 MB/s) [8m30s:4m35s] 60% |█████████████████████ | (71/117 GB, 166 MB/s) [8m30s:4m35s] 60% |█████████████████████ | (71/117 GB, 174 MB/s) [8m31s:4m23s] 60% |█████████████████████ | (71/117 GB, 174 MB/s) [8m31s:4m23s] 60% |█████████████████████ | (71/117 GB, 174 MB/s) [8m31s:4m22s] 60% |█████████████████████ | (71/117 GB, 174 MB/s) [8m31s:4m22s] 60% |█████████████████████ | (71/117 GB, 174 MB/s) [8m31s:4m22s] 60% |█████████████████████ | (71/117 GB, 164 MB/s) [8m31s:4m38s] 60% |█████████████████████ | (71/117 GB, 164 MB/s) [8m31s:4m38s] 60% |█████████████████████ | (71/117 GB, 164 MB/s) [8m31s:4m38s] 60% |█████████████████████ | (71/117 GB, 164 MB/s) [8m31s:4m38s] 60% |█████████████████████ | (71/117 GB, 164 MB/s) [8m31s:4m38s] 60% |█████████████████████ | (71/117 GB, 164 MB/s) [8m31s:4m38s] 60% |█████████████████████ | (71/117 GB, 158 MB/s) [8m32s:4m49s] 60% |█████████████████████ | (71/117 GB, 158 MB/s) [8m32s:4m49s] 60% |█████████████████████ | (71/117 GB, 158 MB/s) [8m32s:4m49s] 60% |█████████████████████ | (71/117 GB, 158 MB/s) [8m32s:4m49s] 61% |█████████████████████ | (71/117 GB, 158 MB/s) [8m32s:4m49s] 61% |█████████████████████ | (71/117 GB, 158 MB/s) [8m32s:4m49s] 61% |█████████████████████ | (71/117 GB, 167 MB/s) [8m32s:4m32s] 61% |█████████████████████ | (71/117 GB, 167 MB/s) [8m32s:4m32s] 61% |█████████████████████ | (72/117 GB, 167 MB/s) [8m32s:4m32s] 61% |█████████████████████ | (72/117 GB, 167 MB/s) [8m32s:4m32s] 61% |█████████████████████ | (72/117 GB, 167 MB/s) [8m32s:4m32s] 61% |█████████████████████ | (72/117 GB, 167 MB/s) [8m33s:4m32s] 61% |█████████████████████ | (72/117 GB, 167 MB/s) [8m33s:4m32s] 61% |█████████████████████ | (72/117 GB, 168 MB/s) [8m33s:4m30s] 61% |█████████████████████ | (72/117 GB, 168 MB/s) [8m33s:4m30s] 61% |█████████████████████ | (72/117 GB, 168 MB/s) [8m33s:4m30s] 61% |█████████████████████ | (72/117 GB, 168 MB/s) [8m33s:4m30s] 61% |█████████████████████ | (72/117 GB, 168 MB/s) [8m33s:4m30s] 61% |█████████████████████ | (72/117 GB, 156 MB/s) [8m33s:4m50s] 61% |█████████████████████ | (72/117 GB, 156 MB/s) [8m33s:4m50s] 61% |█████████████████████ | (72/117 GB, 156 MB/s) [8m33s:4m50s] 61% |█████████████████████ | (72/117 GB, 156 MB/s) [8m34s:4m50s] 61% |█████████████████████ | (72/117 GB, 156 MB/s) [8m34s:4m50s] 61% |█████████████████████ | (72/117 GB, 144 MB/s) [8m34s:5m14s] 61% |█████████████████████ | (72/117 GB, 144 MB/s) [8m34s:5m14s] 61% |█████████████████████ | (72/117 GB, 144 MB/s) [8m34s:5m14s] 61% |█████████████████████ | (72/117 GB, 144 MB/s) [8m34s:5m14s] 61% |█████████████████████ | (72/117 GB, 144 MB/s) [8m34s:5m14s] 61% |█████████████████████ | (72/117 GB, 147 MB/s) [8m34s:5m7s] 61% |█████████████████████ | (72/117 GB, 147 MB/s) [8m34s:5m7s] 61% |█████████████████████ | (72/117 GB, 147 MB/s) [8m34s:5m7s] 61% |█████████████████████ | (72/117 GB, 147 MB/s) [8m35s:5m7s] 61% |█████████████████████ | (72/117 GB, 136 MB/s) [8m35s:5m33s] 61% |█████████████████████ | (72/117 GB, 136 MB/s) [8m35s:5m33s] 61% |█████████████████████ | (72/117 GB, 136 MB/s) [8m35s:5m33s] 61% |█████████████████████ | (72/117 GB, 136 MB/s) [8m35s:5m32s] 61% |█████████████████████ | (72/117 GB, 136 MB/s) [8m35s:5m32s] 61% |█████████████████████ | (72/117 GB, 136 MB/s) [8m35s:5m32s] 61% |█████████████████████ | (72/117 GB, 136 MB/s) [8m35s:5m32s] 61% |█████████████████████ | (72/117 GB, 136 MB/s) [8m35s:5m32s] 61% |█████████████████████ | (72/117 GB, 147 MB/s) [8m35s:5m8s] 61% |█████████████████████ | (72/117 GB, 147 MB/s) [8m35s:5m8s] 61% |█████████████████████ | (72/117 GB, 147 MB/s) [8m35s:5m7s] 61% |█████████████████████ | (72/117 GB, 147 MB/s) [8m35s:5m7s] 61% |█████████████████████ | (72/117 GB, 147 MB/s) [8m36s:5m7s] 61% |█████████████████████ | (72/117 GB, 147 MB/s) [8m36s:5m7s] 61% |█████████████████████ | (72/117 GB, 151 MB/s) [8m36s:4m58s] 61% |█████████████████████ | (72/117 GB, 151 MB/s) [8m36s:4m58s] 61% |█████████████████████ | (72/117 GB, 151 MB/s) [8m36s:4m58s] 61% |█████████████████████ | (72/117 GB, 151 MB/s) [8m36s:4m57s] 61% |█████████████████████ | (72/117 GB, 151 MB/s) [8m36s:4m57s] 61% |█████████████████████ | (72/117 GB, 151 MB/s) [8m36s:4m57s] 61% |█████████████████████ | (72/117 GB, 151 MB/s) [8m36s:4m57s] 61% |█████████████████████ | (72/117 GB, 152 MB/s) [8m36s:4m55s] 61% |█████████████████████ | (72/117 GB, 152 MB/s) [8m36s:4m55s] 61% |█████████████████████ | (72/117 GB, 152 MB/s) [8m36s:4m55s] 61% |█████████████████████ | (72/117 GB, 152 MB/s) [8m37s:4m55s] 61% |█████████████████████ | (72/117 GB, 152 MB/s) [8m37s:4m55s] 61% |█████████████████████ | (72/117 GB, 152 MB/s) [8m37s:4m54s] 61% |█████████████████████ | (72/117 GB, 152 MB/s) [8m37s:4m54s] 61% |█████████████████████ | (72/117 GB, 162 MB/s) [8m37s:4m36s] 61% |█████████████████████ | (72/117 GB, 162 MB/s) [8m37s:4m35s] 61% |█████████████████████ | (72/117 GB, 162 MB/s) [8m37s:4m35s] 61% |█████████████████████ | (72/117 GB, 162 MB/s) [8m37s:4m35s] 61% |█████████████████████ | (72/117 GB, 162 MB/s) [8m37s:4m35s] 61% |█████████████████████ | (72/117 GB, 162 MB/s) [8m37s:4m35s] 61% |█████████████████████ | (72/117 GB, 160 MB/s) [8m37s:4m39s] 61% |█████████████████████ | (72/117 GB, 160 MB/s) [8m37s:4m39s] 61% |█████████████████████ | (72/117 GB, 160 MB/s) [8m38s:4m39s] 61% |█████████████████████ | (72/117 GB, 160 MB/s) [8m38s:4m39s] 61% |█████████████████████ | (72/117 GB, 160 MB/s) [8m38s:4m39s] 61% |█████████████████████ | (72/117 GB, 144 MB/s) [8m38s:5m10s] 61% |█████████████████████ | (72/117 GB, 144 MB/s) [8m38s:5m10s] 61% |█████████████████████ | (72/117 GB, 144 MB/s) [8m38s:5m10s] 61% |█████████████████████ | (72/117 GB, 144 MB/s) [8m38s:5m10s] 61% |█████████████████████ | (72/117 GB, 144 MB/s) [8m38s:5m10s] 61% |█████████████████████ | (72/117 GB, 144 MB/s) [8m38s:5m10s] 61% |█████████████████████ | (72/117 GB, 144 MB/s) [8m38s:5m10s] 61% |█████████████████████ | (72/117 GB, 144 MB/s) [8m38s:5m10s] 61% |█████████████████████ | (72/117 GB, 155 MB/s) [8m38s:4m48s] 61% |█████████████████████ | (72/117 GB, 155 MB/s) [8m39s:4m48s] 61% |█████████████████████ | (72/117 GB, 155 MB/s) [8m39s:4m48s] 61% |█████████████████████ | (72/117 GB, 155 MB/s) [8m39s:4m47s] 61% |█████████████████████ | (72/117 GB, 155 MB/s) [8m39s:4m47s] 61% |█████████████████████ | (72/117 GB, 153 MB/s) [8m39s:4m50s] 61% |█████████████████████ | (72/117 GB, 153 MB/s) [8m39s:4m50s] 61% |█████████████████████ | (72/117 GB, 153 MB/s) [8m39s:4m50s] 61% |█████████████████████ | (72/117 GB, 153 MB/s) [8m39s:4m50s] 61% |█████████████████████ | (72/117 GB, 153 MB/s) [8m39s:4m50s] 61% |█████████████████████ | (73/117 GB, 153 MB/s) [8m39s:4m50s] 61% |█████████████████████ | (73/117 GB, 158 MB/s) [8m39s:4m40s] 62% |█████████████████████ | (73/117 GB, 158 MB/s) [8m40s:4m40s] 62% |█████████████████████ | (73/117 GB, 158 MB/s) [8m40s:4m40s] 62% |█████████████████████ | (73/117 GB, 158 MB/s) [8m40s:4m40s] 62% |█████████████████████ | (73/117 GB, 158 MB/s) [8m40s:4m40s] 62% |█████████████████████ | (73/117 GB, 165 MB/s) [8m40s:4m29s] 62% |█████████████████████ | (73/117 GB, 165 MB/s) [8m40s:4m28s] 62% |█████████████████████ | (73/117 GB, 165 MB/s) [8m40s:4m28s] 62% |█████████████████████ | (73/117 GB, 165 MB/s) [8m40s:4m28s] 62% |█████████████████████ | (73/117 GB, 165 MB/s) [8m40s:4m28s] 62% |█████████████████████ | (73/117 GB, 165 MB/s) [8m40s:4m28s] 62% |█████████████████████ | (73/117 GB, 157 MB/s) [8m41s:4m42s] 62% |█████████████████████ | (73/117 GB, 157 MB/s) [8m41s:4m42s] 62% |█████████████████████ | (73/117 GB, 157 MB/s) [8m41s:4m42s] 62% |█████████████████████ | (73/117 GB, 157 MB/s) [8m41s:4m42s] 62% |█████████████████████ | (73/117 GB, 157 MB/s) [8m41s:4m42s] 62% |█████████████████████ | (73/117 GB, 142 MB/s) [8m41s:5m12s] 62% |█████████████████████ | (73/117 GB, 142 MB/s) [8m41s:5m12s] 62% |█████████████████████ | (73/117 GB, 142 MB/s) [8m41s:5m12s] 62% |█████████████████████ | (73/117 GB, 142 MB/s) [8m41s:5m12s] 62% |█████████████████████ | (73/117 GB, 142 MB/s) [8m41s:5m12s] 62% |█████████████████████ | (73/117 GB, 142 MB/s) [8m42s:5m12s] 62% |█████████████████████ | (73/117 GB, 140 MB/s) [8m42s:5m14s] 62% |█████████████████████ | (73/117 GB, 140 MB/s) [8m42s:5m14s] 62% |█████████████████████ | (73/117 GB, 140 MB/s) [8m42s:5m14s] 62% |█████████████████████ | (73/117 GB, 140 MB/s) [8m42s:5m14s] 62% |█████████████████████ | (73/117 GB, 140 MB/s) [8m42s:5m14s] 62% |█████████████████████ | (73/117 GB, 140 MB/s) [8m42s:5m14s] 62% |█████████████████████ | (73/117 GB, 142 MB/s) [8m42s:5m11s] 62% |█████████████████████ | (73/117 GB, 142 MB/s) [8m42s:5m11s] 62% |█████████████████████ | (73/117 GB, 142 MB/s) [8m42s:5m11s] 62% |█████████████████████ | (73/117 GB, 142 MB/s) [8m42s:5m11s] 62% |█████████████████████ | (73/117 GB, 142 MB/s) [8m42s:5m11s] 62% |█████████████████████ | (73/117 GB, 142 MB/s) [8m43s:5m11s] 62% |██████████████████████ | (73/117 GB, 144 MB/s) [8m43s:5m6s] 62% |██████████████████████ | (73/117 GB, 144 MB/s) [8m43s:5m6s] 62% |██████████████████████ | (73/117 GB, 144 MB/s) [8m43s:5m6s] 62% |██████████████████████ | (73/117 GB, 144 MB/s) [8m43s:5m6s] 62% |██████████████████████ | (73/117 GB, 144 MB/s) [8m43s:5m6s] 62% |█████████████████████ | (73/117 GB, 150 MB/s) [8m43s:4m53s] 62% |█████████████████████ | (73/117 GB, 150 MB/s) [8m43s:4m53s] 62% |█████████████████████ | (73/117 GB, 150 MB/s) [8m43s:4m53s] 62% |█████████████████████ | (73/117 GB, 150 MB/s) [8m43s:4m53s] 62% |█████████████████████ | (73/117 GB, 150 MB/s) [8m43s:4m53s] 62% |█████████████████████ | (73/117 GB, 150 MB/s) [8m44s:4m53s] 62% |█████████████████████ | (73/117 GB, 141 MB/s) [8m44s:5m11s] 62% |█████████████████████ | (73/117 GB, 141 MB/s) [8m44s:5m11s] 62% |█████████████████████ | (73/117 GB, 141 MB/s) [8m44s:5m11s] 62% |█████████████████████ | (73/117 GB, 141 MB/s) [8m44s:5m11s] 62% |█████████████████████ | (73/117 GB, 141 MB/s) [8m44s:5m10s] 62% |█████████████████████ | (73/117 GB, 141 MB/s) [8m44s:5m10s] 62% |█████████████████████ | (73/117 GB, 141 MB/s) [8m44s:5m10s] 62% |██████████████████████ | (73/117 GB, 145 MB/s) [8m44s:5m2s] 62% |██████████████████████ | (73/117 GB, 145 MB/s) [8m44s:5m2s] 62% |██████████████████████ | (73/117 GB, 145 MB/s) [8m44s:5m2s] 62% |██████████████████████ | (73/117 GB, 145 MB/s) [8m44s:5m2s] 62% |██████████████████████ | (73/117 GB, 145 MB/s) [8m45s:5m1s] 62% |█████████████████████ | (73/117 GB, 135 MB/s) [8m45s:5m23s] 62% |█████████████████████ | (73/117 GB, 135 MB/s) [8m45s:5m23s] 62% |█████████████████████ | (73/117 GB, 135 MB/s) [8m45s:5m23s] 62% |█████████████████████ | (73/117 GB, 125 MB/s) [8m47s:5m49s] 62% |█████████████████████ | (73/117 GB, 125 MB/s) [8m47s:5m49s] 62% |█████████████████████ | (73/117 GB, 125 MB/s) [8m47s:5m49s] 62% |█████████████████████ | (73/117 GB, 125 MB/s) [8m47s:5m49s] 62% |█████████████████████ | (73/117 GB, 125 MB/s) [8m47s:5m49s] 62% |█████████████████████ | (73/117 GB, 125 MB/s) [8m47s:5m49s] 62% |█████████████████████ | (73/117 GB, 125 MB/s) [8m47s:5m49s] 62% |█████████████████████ | (73/117 GB, 122 MB/s) [8m47s:5m59s] 62% |█████████████████████ | (73/117 GB, 122 MB/s) [8m47s:5m59s] 62% |█████████████████████ | (73/117 GB, 122 MB/s) [8m47s:5m58s] 62% |█████████████████████ | (73/117 GB, 122 MB/s) [8m47s:5m58s] 62% |█████████████████████ | (73/117 GB, 122 MB/s) [8m47s:5m58s] 62% |█████████████████████ | (73/117 GB, 127 MB/s) [8m48s:5m43s] 62% |█████████████████████ | (73/117 GB, 127 MB/s) [8m48s:5m42s] 62% |█████████████████████ | (74/117 GB, 127 MB/s) [8m48s:5m42s] 62% |█████████████████████ | (74/117 GB, 127 MB/s) [8m48s:5m42s] 62% |█████████████████████ | (74/117 GB, 127 MB/s) [8m48s:5m42s] 62% |█████████████████████ | (74/117 GB, 123 MB/s) [8m48s:5m53s] 62% |█████████████████████ | (74/117 GB, 123 MB/s) [8m48s:5m53s] 62% |█████████████████████ | (74/117 GB, 123 MB/s) [8m48s:5m53s] 62% |█████████████████████ | (74/117 GB, 123 MB/s) [8m48s:5m53s] 62% |█████████████████████ | (74/117 GB, 123 MB/s) [8m48s:5m53s] 62% |█████████████████████ | (74/117 GB, 111 MB/s) [8m49s:6m33s] 62% |█████████████████████ | (74/117 GB, 111 MB/s) [8m49s:6m33s] 62% |█████████████████████ | (74/117 GB, 111 MB/s) [8m49s:6m33s] 62% |█████████████████████ | (74/117 GB, 111 MB/s) [8m49s:6m32s] 62% |█████████████████████ | (74/117 GB, 111 MB/s) [8m49s:6m32s] 62% |█████████████████████ | (74/117 GB, 111 MB/s) [8m49s:6m32s] 62% |█████████████████████ | (74/117 GB, 112 MB/s) [8m49s:6m27s] 62% |█████████████████████ | (74/117 GB, 112 MB/s) [8m49s:6m27s] 62% |█████████████████████ | (74/117 GB, 112 MB/s) [8m49s:6m26s] 62% |█████████████████████ | (74/117 GB, 112 MB/s) [8m49s:6m26s] 62% |█████████████████████ | (74/117 GB, 112 MB/s) [8m49s:6m26s] 62% |█████████████████████ | (74/117 GB, 112 MB/s) [8m49s:6m26s] 62% |█████████████████████ | (74/117 GB, 112 MB/s) [8m50s:6m26s] 62% |█████████████████████ | (74/117 GB, 128 MB/s) [8m50s:5m38s] 63% |██████████████████████ | (74/117 GB, 128 MB/s) [8m50s:5m38s] 63% |██████████████████████ | (74/117 GB, 128 MB/s) [8m50s:5m38s] 63% |██████████████████████ | (74/117 GB, 128 MB/s) [8m50s:5m38s] 63% |██████████████████████ | (74/117 GB, 128 MB/s) [8m50s:5m38s] 63% |██████████████████████ | (74/117 GB, 128 MB/s) [8m50s:5m38s] 63% |██████████████████████ | (74/117 GB, 128 MB/s) [8m50s:5m37s] 63% |██████████████████████ | (74/117 GB, 128 MB/s) [8m50s:5m37s] 63% |██████████████████████ | (74/117 GB, 137 MB/s) [8m50s:5m14s] 63% |██████████████████████ | (74/117 GB, 137 MB/s) [8m50s:5m14s] 63% |██████████████████████ | (74/117 GB, 137 MB/s) [8m50s:5m14s] 63% |██████████████████████ | (74/117 GB, 137 MB/s) [8m50s:5m14s] 63% |██████████████████████ | (74/117 GB, 137 MB/s) [8m51s:5m14s] 63% |██████████████████████ | (74/117 GB, 137 MB/s) [8m51s:5m14s] 63% |██████████████████████ | (74/117 GB, 137 MB/s) [8m51s:5m14s] 63% |██████████████████████ | (74/117 GB, 137 MB/s) [8m51s:5m14s] 63% |██████████████████████ | (74/117 GB, 137 MB/s) [8m51s:5m13s] 63% |██████████████████████ | (74/117 GB, 137 MB/s) [8m51s:5m13s] 63% |██████████████████████ | (74/117 GB, 137 MB/s) [8m51s:5m13s] 63% |██████████████████████ | (74/117 GB, 142 MB/s) [8m51s:5m3s] 63% |██████████████████████ | (74/117 GB, 142 MB/s) [8m51s:5m3s] 63% |██████████████████████ | (74/117 GB, 142 MB/s) [8m51s:5m3s] 63% |██████████████████████ | (74/117 GB, 142 MB/s) [8m52s:5m3s] 63% |██████████████████████ | (74/117 GB, 142 MB/s) [8m52s:5m3s] 63% |██████████████████████ | (74/117 GB, 142 MB/s) [8m52s:5m2s] 63% |██████████████████████ | (74/117 GB, 152 MB/s) [8m52s:4m41s] 63% |██████████████████████ | (74/117 GB, 152 MB/s) [8m52s:4m41s] 63% |██████████████████████ | (74/117 GB, 152 MB/s) [8m52s:4m41s] 63% |██████████████████████ | (74/117 GB, 152 MB/s) [8m52s:4m41s] 63% |██████████████████████ | (74/117 GB, 152 MB/s) [8m52s:4m41s] 63% |██████████████████████ | (74/117 GB, 152 MB/s) [8m52s:4m41s] 63% |██████████████████████ | (74/117 GB, 158 MB/s) [8m52s:4m31s] 63% |██████████████████████ | (74/117 GB, 158 MB/s) [8m52s:4m31s] 63% |██████████████████████ | (74/117 GB, 158 MB/s) [8m52s:4m30s] 63% |██████████████████████ | (74/117 GB, 158 MB/s) [8m53s:4m30s] 63% |██████████████████████ | (74/117 GB, 158 MB/s) [8m53s:4m30s] 63% |██████████████████████ | (74/117 GB, 160 MB/s) [8m53s:4m28s] 63% |██████████████████████ | (74/117 GB, 160 MB/s) [8m53s:4m28s] 63% |██████████████████████ | (74/117 GB, 160 MB/s) [8m53s:4m28s] 63% |██████████████████████ | (74/117 GB, 160 MB/s) [8m53s:4m28s] 63% |██████████████████████ | (74/117 GB, 160 MB/s) [8m53s:4m27s] 63% |██████████████████████ | (74/117 GB, 160 MB/s) [8m53s:4m27s] 63% |██████████████████████ | (74/117 GB, 168 MB/s) [8m53s:4m15s] 63% |██████████████████████ | (74/117 GB, 168 MB/s) [8m53s:4m14s] 63% |██████████████████████ | (74/117 GB, 168 MB/s) [8m54s:4m14s] 63% |██████████████████████ | (74/117 GB, 168 MB/s) [8m54s:4m14s] 63% |██████████████████████ | (74/117 GB, 168 MB/s) [8m54s:4m14s] 63% |██████████████████████ | (74/117 GB, 168 MB/s) [8m54s:4m14s] 63% |██████████████████████ | (74/117 GB, 168 MB/s) [8m54s:4m14s] 63% |██████████████████████ | (74/117 GB, 181 MB/s) [8m54s:3m55s] 63% |██████████████████████ | (74/117 GB, 181 MB/s) [8m54s:3m55s] 63% |██████████████████████ | (74/117 GB, 181 MB/s) [8m54s:3m55s] 63% |██████████████████████ | (74/117 GB, 181 MB/s) [8m54s:3m55s] 63% |██████████████████████ | (74/117 GB, 181 MB/s) [8m54s:3m55s] 63% |██████████████████████ | (74/117 GB, 176 MB/s) [8m54s:4m1s] 63% |██████████████████████ | (75/117 GB, 176 MB/s) [8m55s:4m1s] 63% |██████████████████████ | (75/117 GB, 176 MB/s) [8m55s:4m1s] 63% |██████████████████████ | (75/117 GB, 176 MB/s) [8m55s:4m0s] 63% |██████████████████████ | (75/117 GB, 176 MB/s) [8m55s:4m0s] 63% |██████████████████████ | (75/117 GB, 163 MB/s) [8m55s:4m21s] 63% |██████████████████████ | (75/117 GB, 163 MB/s) [8m55s:4m21s] 63% |██████████████████████ | (75/117 GB, 163 MB/s) [8m55s:4m21s] 63% |██████████████████████ | (75/117 GB, 163 MB/s) [8m55s:4m21s] 63% |██████████████████████ | (75/117 GB, 141 MB/s) [8m55s:5m0s] 63% |██████████████████████ | (75/117 GB, 141 MB/s) [8m55s:5m0s] 63% |██████████████████████ | (75/117 GB, 141 MB/s) [8m56s:5m0s] 63% |██████████████████████ | (75/117 GB, 141 MB/s) [8m56s:5m0s] 63% |██████████████████████ | (75/117 GB, 141 MB/s) [8m56s:5m0s] 63% |██████████████████████ | (75/117 GB, 141 MB/s) [8m56s:5m0s] 63% |██████████████████████ | (75/117 GB, 138 MB/s) [8m56s:5m7s] 63% |██████████████████████ | (75/117 GB, 138 MB/s) [8m56s:5m7s] 63% |██████████████████████ | (75/117 GB, 138 MB/s) [8m56s:5m7s] 63% |██████████████████████ | (75/117 GB, 138 MB/s) [8m56s:5m7s] 63% |██████████████████████ | (75/117 GB, 138 MB/s) [8m56s:5m7s] 63% |██████████████████████ | (75/117 GB, 138 MB/s) [8m56s:5m7s] 63% |██████████████████████ | (75/117 GB, 138 MB/s) [8m56s:5m7s] 63% |██████████████████████ | (75/117 GB, 142 MB/s) [8m56s:4m58s] 63% |██████████████████████ | (75/117 GB, 142 MB/s) [8m57s:4m58s] 63% |██████████████████████ | (75/117 GB, 142 MB/s) [8m57s:4m58s] 63% |██████████████████████ | (75/117 GB, 142 MB/s) [8m57s:4m57s] 63% |██████████████████████ | (75/117 GB, 142 MB/s) [8m57s:4m57s] 63% |██████████████████████ | (75/117 GB, 144 MB/s) [8m57s:4m53s] 63% |██████████████████████ | (75/117 GB, 144 MB/s) [8m57s:4m53s] 63% |██████████████████████ | (75/117 GB, 144 MB/s) [8m57s:4m53s] 63% |██████████████████████ | (75/117 GB, 144 MB/s) [8m57s:4m53s] 64% |██████████████████████ | (75/117 GB, 144 MB/s) [8m57s:4m53s] 64% |██████████████████████ | (75/117 GB, 144 MB/s) [8m57s:4m53s] 64% |██████████████████████ | (75/117 GB, 144 MB/s) [8m57s:4m53s] 64% |██████████████████████ | (75/117 GB, 150 MB/s) [8m58s:4m41s] 64% |██████████████████████ | (75/117 GB, 150 MB/s) [8m58s:4m41s] 64% |██████████████████████ | (75/117 GB, 150 MB/s) [8m58s:4m41s] 64% |██████████████████████ | (75/117 GB, 150 MB/s) [8m58s:4m41s] 64% |██████████████████████ | (75/117 GB, 150 MB/s) [8m58s:4m41s] 64% |██████████████████████ | (75/117 GB, 150 MB/s) [8m58s:4m41s] 64% |██████████████████████ | (75/117 GB, 145 MB/s) [8m58s:4m50s] 64% |██████████████████████ | (75/117 GB, 145 MB/s) [8m58s:4m50s] 64% |██████████████████████ | (75/117 GB, 145 MB/s) [8m58s:4m50s] 64% |██████████████████████ | (75/117 GB, 145 MB/s) [8m58s:4m50s] 64% |██████████████████████ | (75/117 GB, 145 MB/s) [8m59s:4m50s] 64% |███████████████████████ | (75/117 GB, 137 MB/s) [8m59s:5m6s] 64% |███████████████████████ | (75/117 GB, 137 MB/s) [8m59s:5m6s] 64% |███████████████████████ | (75/117 GB, 137 MB/s) [8m59s:5m6s] 64% |███████████████████████ | (75/117 GB, 137 MB/s) [8m59s:5m6s] 64% |███████████████████████ | (75/117 GB, 137 MB/s) [8m59s:5m6s] 64% |███████████████████████ | (75/117 GB, 135 MB/s) [8m59s:5m9s] 64% |███████████████████████ | (75/117 GB, 135 MB/s) [8m59s:5m9s] 64% |███████████████████████ | (75/117 GB, 135 MB/s) [8m59s:5m9s] 64% |███████████████████████ | (75/117 GB, 135 MB/s) [8m59s:5m9s] 64% |███████████████████████ | (75/117 GB, 135 MB/s) [8m59s:5m9s] 64% |███████████████████████ | (75/117 GB, 135 MB/s) [8m59s:5m8s] 64% |███████████████████████ | (75/117 GB, 135 MB/s) [8m59s:5m8s] 64% |███████████████████████ | (75/117 GB, 135 MB/s) [9m0s:5m8s] 64% |███████████████████████ | (75/117 GB, 146 MB/s) [9m0s:4m45s] 64% |███████████████████████ | (75/117 GB, 146 MB/s) [9m0s:4m44s] 64% |███████████████████████ | (75/117 GB, 146 MB/s) [9m0s:4m44s] 64% |███████████████████████ | (75/117 GB, 146 MB/s) [9m0s:4m44s] 64% |███████████████████████ | (75/117 GB, 146 MB/s) [9m0s:4m44s] 64% |███████████████████████ | (75/117 GB, 146 MB/s) [9m0s:4m44s] 64% |███████████████████████ | (75/117 GB, 157 MB/s) [9m0s:4m25s] 64% |███████████████████████ | (75/117 GB, 157 MB/s) [9m0s:4m25s] 64% |███████████████████████ | (76/117 GB, 157 MB/s) [9m0s:4m25s] 64% |███████████████████████ | (76/117 GB, 157 MB/s) [9m0s:4m25s] 64% |███████████████████████ | (76/117 GB, 157 MB/s) [9m0s:4m25s] 64% |███████████████████████ | (76/117 GB, 157 MB/s) [9m0s:4m24s] 64% |███████████████████████ | (76/117 GB, 157 MB/s) [9m0s:4m24s] 64% |███████████████████████ | (76/117 GB, 157 MB/s) [9m1s:4m24s] 64% |███████████████████████ | (76/117 GB, 178 MB/s) [9m1s:3m53s] 64% |███████████████████████ | (76/117 GB, 178 MB/s) [9m1s:3m52s] 64% |███████████████████████ | (76/117 GB, 178 MB/s) [9m1s:3m52s] 64% |███████████████████████ | (76/117 GB, 178 MB/s) [9m1s:3m52s] 64% |███████████████████████ | (76/117 GB, 178 MB/s) [9m1s:3m52s] 64% |███████████████████████ | (76/117 GB, 178 MB/s) [9m1s:3m52s] 64% |███████████████████████ | (76/117 GB, 178 MB/s) [9m1s:3m52s] 64% |███████████████████████ | (76/117 GB, 190 MB/s) [9m1s:3m38s] 64% |███████████████████████ | (76/117 GB, 190 MB/s) [9m1s:3m38s] 64% |███████████████████████ | (76/117 GB, 190 MB/s) [9m1s:3m38s] 64% |███████████████████████ | (76/117 GB, 190 MB/s) [9m1s:3m38s] 64% |███████████████████████ | (76/117 GB, 190 MB/s) [9m1s:3m38s] 64% |███████████████████████ | (76/117 GB, 190 MB/s) [9m1s:3m38s] 64% |███████████████████████ | (76/117 GB, 189 MB/s) [9m2s:3m39s] 64% |███████████████████████ | (76/117 GB, 189 MB/s) [9m2s:3m39s] 64% |███████████████████████ | (76/117 GB, 189 MB/s) [9m2s:3m38s] 64% |███████████████████████ | (76/117 GB, 189 MB/s) [9m2s:3m38s] 64% |███████████████████████ | (76/117 GB, 189 MB/s) [9m2s:3m38s] 64% |███████████████████████ | (76/117 GB, 189 MB/s) [9m2s:3m38s] 64% |███████████████████████ | (76/117 GB, 193 MB/s) [9m2s:3m34s] 64% |███████████████████████ | (76/117 GB, 193 MB/s) [9m2s:3m34s] 64% |███████████████████████ | (76/117 GB, 193 MB/s) [9m2s:3m33s] 64% |███████████████████████ | (76/117 GB, 193 MB/s) [9m2s:3m33s] 64% |███████████████████████ | (76/117 GB, 193 MB/s) [9m2s:3m33s] 64% |███████████████████████ | (76/117 GB, 193 MB/s) [9m3s:3m33s] 64% |███████████████████████ | (76/117 GB, 182 MB/s) [9m3s:3m46s] 64% |███████████████████████ | (76/117 GB, 182 MB/s) [9m3s:3m46s] 64% |███████████████████████ | (76/117 GB, 182 MB/s) [9m3s:3m46s] 64% |███████████████████████ | (76/117 GB, 182 MB/s) [9m3s:3m46s] 64% |███████████████████████ | (76/117 GB, 182 MB/s) [9m3s:3m46s] 64% |███████████████████████ | (76/117 GB, 182 MB/s) [9m3s:3m46s] 64% |███████████████████████ | (76/117 GB, 184 MB/s) [9m3s:3m43s] 64% |███████████████████████ | (76/117 GB, 184 MB/s) [9m3s:3m43s] 64% |███████████████████████ | (76/117 GB, 184 MB/s) [9m3s:3m43s] 64% |███████████████████████ | (76/117 GB, 184 MB/s) [9m4s:3m43s] 64% |███████████████████████ | (76/117 GB, 184 MB/s) [9m4s:3m43s] 64% |███████████████████████ | (76/117 GB, 184 MB/s) [9m4s:3m43s] 64% |███████████████████████ | (76/117 GB, 184 MB/s) [9m4s:3m43s] 64% |███████████████████████ | (76/117 GB, 183 MB/s) [9m4s:3m44s] 64% |███████████████████████ | (76/117 GB, 183 MB/s) [9m4s:3m44s] 64% |███████████████████████ | (76/117 GB, 183 MB/s) [9m4s:3m44s] 64% |███████████████████████ | (76/117 GB, 183 MB/s) [9m4s:3m44s] 65% |███████████████████████ | (76/117 GB, 183 MB/s) [9m4s:3m44s] 65% |███████████████████████ | (76/117 GB, 183 MB/s) [9m4s:3m44s] 65% |███████████████████████ | (76/117 GB, 183 MB/s) [9m4s:3m43s] 65% |███████████████████████ | (76/117 GB, 188 MB/s) [9m4s:3m37s] 65% |███████████████████████ | (76/117 GB, 188 MB/s) [9m5s:3m37s] 65% |███████████████████████ | (76/117 GB, 188 MB/s) [9m5s:3m37s] 65% |███████████████████████ | (76/117 GB, 188 MB/s) [9m5s:3m37s] 65% |████████████████████████ | (76/117 GB, 165 MB/s) [9m5s:4m8s] 65% |████████████████████████ | (76/117 GB, 165 MB/s) [9m5s:4m8s] 65% |████████████████████████ | (76/117 GB, 165 MB/s) [9m5s:4m8s] 65% |████████████████████████ | (76/117 GB, 165 MB/s) [9m5s:4m8s] 65% |████████████████████████ | (76/117 GB, 165 MB/s) [9m5s:4m8s] 65% |███████████████████████ | (76/117 GB, 147 MB/s) [9m5s:4m37s] 65% |███████████████████████ | (76/117 GB, 147 MB/s) [9m6s:4m37s] 65% |███████████████████████ | (76/117 GB, 147 MB/s) [9m6s:4m37s] 65% |███████████████████████ | (76/117 GB, 147 MB/s) [9m6s:4m37s] 65% |███████████████████████ | (76/117 GB, 147 MB/s) [9m6s:4m37s] 65% |███████████████████████ | (76/117 GB, 147 MB/s) [9m6s:4m37s] 65% |███████████████████████ | (76/117 GB, 147 MB/s) [9m6s:4m37s] 65% |████████████████████████ | (76/117 GB, 135 MB/s) [9m6s:5m2s] 65% |████████████████████████ | (76/117 GB, 135 MB/s) [9m6s:5m2s] 65% |████████████████████████ | (76/117 GB, 135 MB/s) [9m6s:5m2s] 65% |████████████████████████ | (76/117 GB, 135 MB/s) [9m6s:5m2s] 65% |███████████████████████ | (76/117 GB, 121 MB/s) [9m7s:5m36s] 65% |███████████████████████ | (76/117 GB, 121 MB/s) [9m7s:5m36s] 65% |███████████████████████ | (76/117 GB, 121 MB/s) [9m7s:5m36s] 65% |███████████████████████ | (76/117 GB, 121 MB/s) [9m7s:5m36s] 65% |███████████████████████ | (76/117 GB, 121 MB/s) [9m7s:5m36s] 65% |███████████████████████ | (76/117 GB, 121 MB/s) [9m7s:5m36s] 65% |███████████████████████ | (76/117 GB, 118 MB/s) [9m7s:5m43s] 65% |███████████████████████ | (76/117 GB, 118 MB/s) [9m7s:5m43s] 65% |███████████████████████ | (76/117 GB, 118 MB/s) [9m7s:5m43s] 65% |███████████████████████ | (76/117 GB, 118 MB/s) [9m8s:5m43s] 65% |████████████████████████ | (76/117 GB, 111 MB/s) [9m8s:6m7s] 65% |████████████████████████ | (76/117 GB, 111 MB/s) [9m8s:6m6s] 65% |████████████████████████ | (76/117 GB, 111 MB/s) [9m8s:6m6s] 65% |████████████████████████ | (76/117 GB, 111 MB/s) [9m8s:6m6s] 65% |████████████████████████ | (76/117 GB, 111 MB/s) [9m8s:6m6s] 65% |████████████████████████ | (76/117 GB, 111 MB/s) [9m8s:6m6s] 65% |████████████████████████ | (76/117 GB, 111 MB/s) [9m8s:6m6s] 65% |███████████████████████ | (76/117 GB, 115 MB/s) [9m8s:5m52s] 65% |███████████████████████ | (77/117 GB, 115 MB/s) [9m8s:5m52s] 65% |███████████████████████ | (77/117 GB, 115 MB/s) [9m8s:5m51s] 65% |███████████████████████ | (77/117 GB, 115 MB/s) [9m8s:5m51s] 65% |███████████████████████ | (77/117 GB, 115 MB/s) [9m8s:5m51s] 65% |███████████████████████ | (77/117 GB, 115 MB/s) [9m9s:5m51s] 65% |███████████████████████ | (77/117 GB, 119 MB/s) [9m9s:5m39s] 65% |███████████████████████ | (77/117 GB, 119 MB/s) [9m9s:5m38s] 65% |███████████████████████ | (77/117 GB, 119 MB/s) [9m9s:5m38s] 65% |███████████████████████ | (77/117 GB, 119 MB/s) [9m9s:5m38s] 65% |███████████████████████ | (77/117 GB, 119 MB/s) [9m9s:5m38s] 65% |███████████████████████ | (77/117 GB, 119 MB/s) [9m9s:5m38s] 65% |███████████████████████ | (77/117 GB, 119 MB/s) [9m9s:5m38s] 65% |████████████████████████ | (77/117 GB, 132 MB/s) [9m9s:5m5s] 65% |████████████████████████ | (77/117 GB, 132 MB/s) [9m9s:5m5s] 65% |███████████████████████ | (77/117 GB, 132 MB/s) [9m10s:5m5s] 65% |███████████████████████ | (77/117 GB, 132 MB/s) [9m10s:5m5s] 65% |███████████████████████ | (77/117 GB, 132 MB/s) [9m10s:5m5s] 65% |██████████████████████ | (77/117 GB, 122 MB/s) [9m10s:5m31s] 65% |██████████████████████ | (77/117 GB, 122 MB/s) [9m10s:5m31s] 65% |██████████████████████ | (77/117 GB, 122 MB/s) [9m10s:5m31s] 65% |██████████████████████ | (77/117 GB, 122 MB/s) [9m10s:5m31s] 65% |██████████████████████ | (77/117 GB, 122 MB/s) [9m10s:5m31s] 65% |██████████████████████ | (77/117 GB, 122 MB/s) [9m10s:5m30s] 65% |██████████████████████ | (77/117 GB, 136 MB/s) [9m10s:4m54s] 65% |██████████████████████ | (77/117 GB, 136 MB/s) [9m10s:4m54s] 65% |██████████████████████ | (77/117 GB, 136 MB/s) [9m10s:4m54s] 65% |██████████████████████ | (77/117 GB, 136 MB/s) [9m11s:4m54s] 65% |██████████████████████ | (77/117 GB, 136 MB/s) [9m11s:4m54s] 65% |██████████████████████ | (77/117 GB, 142 MB/s) [9m11s:4m42s] 65% |██████████████████████ | (77/117 GB, 142 MB/s) [9m11s:4m42s] 65% |██████████████████████ | (77/117 GB, 142 MB/s) [9m11s:4m42s] 65% |██████████████████████ | (77/117 GB, 142 MB/s) [9m11s:4m42s] 65% |██████████████████████ | (77/117 GB, 136 MB/s) [9m11s:4m56s] 65% |██████████████████████ | (77/117 GB, 136 MB/s) [9m11s:4m55s] 65% |██████████████████████ | (77/117 GB, 136 MB/s) [9m11s:4m55s] 65% |██████████████████████ | (77/117 GB, 136 MB/s) [9m11s:4m55s] 65% |██████████████████████ | (77/117 GB, 136 MB/s) [9m12s:4m55s] 65% |██████████████████████ | (77/117 GB, 136 MB/s) [9m12s:4m55s] 65% |██████████████████████ | (77/117 GB, 136 MB/s) [9m12s:4m55s] 65% |██████████████████████ | (77/117 GB, 144 MB/s) [9m12s:4m36s] 65% |██████████████████████ | (77/117 GB, 144 MB/s) [9m12s:4m36s] 65% |██████████████████████ | (77/117 GB, 144 MB/s) [9m12s:4m36s] 65% |██████████████████████ | (77/117 GB, 144 MB/s) [9m12s:4m36s] 65% |██████████████████████ | (77/117 GB, 144 MB/s) [9m12s:4m36s] 65% |██████████████████████ | (77/117 GB, 144 MB/s) [9m12s:4m36s] 65% |██████████████████████ | (77/117 GB, 144 MB/s) [9m12s:4m36s] 65% |██████████████████████ | (77/117 GB, 151 MB/s) [9m12s:4m25s] 65% |██████████████████████ | (77/117 GB, 151 MB/s) [9m12s:4m24s] 65% |██████████████████████ | (77/117 GB, 151 MB/s) [9m12s:4m24s] 65% |██████████████████████ | (77/117 GB, 151 MB/s) [9m13s:4m24s] 65% |██████████████████████ | (77/117 GB, 151 MB/s) [9m13s:4m24s] 65% |██████████████████████ | (77/117 GB, 151 MB/s) [9m13s:4m24s] 66% |███████████████████████ | (77/117 GB, 151 MB/s) [9m13s:4m24s] 66% |███████████████████████ | (77/117 GB, 151 MB/s) [9m13s:4m24s] 66% |███████████████████████ | (77/117 GB, 164 MB/s) [9m13s:4m2s] 66% |███████████████████████ | (77/117 GB, 164 MB/s) [9m13s:4m2s] 66% |███████████████████████ | (77/117 GB, 164 MB/s) [9m13s:4m2s] 66% |███████████████████████ | (77/117 GB, 164 MB/s) [9m13s:4m2s] 66% |███████████████████████ | (77/117 GB, 164 MB/s) [9m13s:4m2s] 66% |███████████████████████ | (77/117 GB, 157 MB/s) [9m13s:4m12s] 66% |███████████████████████ | (77/117 GB, 157 MB/s) [9m13s:4m12s] 66% |███████████████████████ | (77/117 GB, 157 MB/s) [9m14s:4m12s] 66% |███████████████████████ | (77/117 GB, 157 MB/s) [9m14s:4m12s] 66% |███████████████████████ | (77/117 GB, 157 MB/s) [9m14s:4m12s] 66% |███████████████████████ | (77/117 GB, 149 MB/s) [9m14s:4m26s] 66% |███████████████████████ | (77/117 GB, 149 MB/s) [9m14s:4m26s] 66% |███████████████████████ | (77/117 GB, 129 MB/s) [9m15s:5m7s] 66% |███████████████████████ | (77/117 GB, 129 MB/s) [9m15s:5m7s] 66% |███████████████████████ | (77/117 GB, 129 MB/s) [9m15s:5m7s] 66% |███████████████████████ | (77/117 GB, 129 MB/s) [9m16s:5m7s] 66% |███████████████████████ | (77/117 GB, 129 MB/s) [9m16s:5m7s] 66% |███████████████████████ | (78/117 GB, 122 MB/s) [9m16s:5m23s] 66% |███████████████████████ | (78/117 GB, 122 MB/s) [9m16s:5m23s] 66% |███████████████████████ | (78/117 GB, 122 MB/s) [9m16s:5m23s] 66% |███████████████████████ | (78/117 GB, 122 MB/s) [9m16s:5m23s] 66% |███████████████████████ | (78/117 GB, 122 MB/s) [9m16s:5m23s] 66% |███████████████████████ | (78/117 GB, 122 MB/s) [9m16s:5m23s] 66% |███████████████████████ | (78/117 GB, 122 MB/s) [9m16s:5m22s] 66% |███████████████████████ | (78/117 GB, 122 MB/s) [9m16s:5m22s] 66% |███████████████████████ | (78/117 GB, 131 MB/s) [9m16s:5m0s] 66% |███████████████████████ | (78/117 GB, 131 MB/s) [9m16s:5m0s] 66% |███████████████████████ | (78/117 GB, 131 MB/s) [9m16s:5m0s] 66% |███████████████████████ | (78/117 GB, 131 MB/s) [9m17s:5m0s] 66% |███████████████████████ | (78/117 GB, 131 MB/s) [9m17s:5m0s] 66% |███████████████████████ | (78/117 GB, 131 MB/s) [9m17s:4m59s] 66% |███████████████████████ | (78/117 GB, 131 MB/s) [9m17s:4m59s] 66% |███████████████████████ | (78/117 GB, 145 MB/s) [9m17s:4m32s] 66% |███████████████████████ | (78/117 GB, 145 MB/s) [9m17s:4m32s] 66% |███████████████████████ | (78/117 GB, 145 MB/s) [9m17s:4m32s] 66% |███████████████████████ | (78/117 GB, 145 MB/s) [9m17s:4m31s] 66% |███████████████████████ | (78/117 GB, 145 MB/s) [9m17s:4m31s] 66% |███████████████████████ | (78/117 GB, 145 MB/s) [9m17s:4m31s] 66% |███████████████████████ | (78/117 GB, 145 MB/s) [9m17s:4m31s] 66% |███████████████████████ | (78/117 GB, 155 MB/s) [9m17s:4m12s] 66% |███████████████████████ | (78/117 GB, 155 MB/s) [9m17s:4m12s] 66% |███████████████████████ | (78/117 GB, 155 MB/s) [9m18s:4m12s] 66% |███████████████████████ | (78/117 GB, 155 MB/s) [9m18s:4m12s] 66% |███████████████████████ | (78/117 GB, 155 MB/s) [9m18s:4m12s] 66% |███████████████████████ | (78/117 GB, 143 MB/s) [9m18s:4m33s] 66% |███████████████████████ | (78/117 GB, 143 MB/s) [9m18s:4m33s] 66% |███████████████████████ | (78/117 GB, 143 MB/s) [9m18s:4m33s] 66% |███████████████████████ | (78/117 GB, 143 MB/s) [9m18s:4m33s] 66% |███████████████████████ | (78/117 GB, 143 MB/s) [9m18s:4m33s] 66% |███████████████████████ | (78/117 GB, 130 MB/s) [9m18s:5m2s] 66% |███████████████████████ | (78/117 GB, 130 MB/s) [9m19s:5m2s] 66% |███████████████████████ | (78/117 GB, 130 MB/s) [9m19s:5m2s] 66% |███████████████████████ | (78/117 GB, 130 MB/s) [9m19s:5m2s] 66% |███████████████████████ | (78/117 GB, 130 MB/s) [9m19s:5m2s] 66% |███████████████████████ | (78/117 GB, 130 MB/s) [9m19s:5m1s] 66% |███████████████████████ | (78/117 GB, 120 MB/s) [9m19s:5m26s] 66% |███████████████████████ | (78/117 GB, 120 MB/s) [9m19s:5m26s] 66% |███████████████████████ | (78/117 GB, 120 MB/s) [9m19s:5m26s] 66% |███████████████████████ | (78/117 GB, 120 MB/s) [9m19s:5m26s] 66% |███████████████████████ | (78/117 GB, 120 MB/s) [9m19s:5m25s] 66% |███████████████████████ | (78/117 GB, 123 MB/s) [9m20s:5m16s] 66% |███████████████████████ | (78/117 GB, 123 MB/s) [9m20s:5m16s] 66% |███████████████████████ | (78/117 GB, 123 MB/s) [9m20s:5m16s] 66% |███████████████████████ | (78/117 GB, 123 MB/s) [9m20s:5m16s] 66% |███████████████████████ | (78/117 GB, 123 MB/s) [9m20s:5m16s] 66% |███████████████████████ | (78/117 GB, 123 MB/s) [9m20s:5m16s] 66% |███████████████████████ | (78/117 GB, 123 MB/s) [9m20s:5m16s] 66% |███████████████████████ | (78/117 GB, 123 MB/s) [9m20s:5m15s] 66% |███████████████████████ | (78/117 GB, 141 MB/s) [9m20s:4m35s] 66% |███████████████████████ | (78/117 GB, 141 MB/s) [9m20s:4m35s] 66% |███████████████████████ | (78/117 GB, 141 MB/s) [9m20s:4m34s] 66% |███████████████████████ | (78/117 GB, 141 MB/s) [9m20s:4m34s] 66% |███████████████████████ | (78/117 GB, 141 MB/s) [9m20s:4m34s] 66% |███████████████████████ | (78/117 GB, 141 MB/s) [9m20s:4m34s] 66% |███████████████████████ | (78/117 GB, 141 MB/s) [9m21s:4m34s] 66% |███████████████████████ | (78/117 GB, 159 MB/s) [9m21s:4m3s] 66% |███████████████████████ | (78/117 GB, 159 MB/s) [9m21s:4m3s] 66% |███████████████████████ | (78/117 GB, 159 MB/s) [9m21s:4m3s] 66% |███████████████████████ | (78/117 GB, 159 MB/s) [9m21s:4m3s] 66% |███████████████████████ | (78/117 GB, 159 MB/s) [9m21s:4m3s] 66% |███████████████████████ | (78/117 GB, 159 MB/s) [9m21s:4m2s] 66% |███████████████████████ | (78/117 GB, 159 MB/s) [9m21s:4m2s] 66% |███████████████████████ | (78/117 GB, 175 MB/s) [9m21s:3m40s] 66% |███████████████████████ | (78/117 GB, 175 MB/s) [9m21s:3m40s] 66% |███████████████████████ | (78/117 GB, 175 MB/s) [9m21s:3m40s] 66% |███████████████████████ | (78/117 GB, 175 MB/s) [9m21s:3m40s] 66% |███████████████████████ | (78/117 GB, 175 MB/s) [9m21s:3m40s] 67% |███████████████████████ | (78/117 GB, 175 MB/s) [9m21s:3m40s] 67% |███████████████████████ | (78/117 GB, 175 MB/s) [9m22s:3m40s] 67% |███████████████████████ | (78/117 GB, 174 MB/s) [9m22s:3m42s] 67% |███████████████████████ | (78/117 GB, 174 MB/s) [9m22s:3m41s] 67% |███████████████████████ | (78/117 GB, 174 MB/s) [9m22s:3m41s] 67% |███████████████████████ | (78/117 GB, 174 MB/s) [9m22s:3m41s] 67% |███████████████████████ | (78/117 GB, 174 MB/s) [9m22s:3m41s] 67% |███████████████████████ | (78/117 GB, 174 MB/s) [9m22s:3m41s] 67% |███████████████████████ | (79/117 GB, 162 MB/s) [9m22s:3m57s] 67% |███████████████████████ | (79/117 GB, 162 MB/s) [9m22s:3m57s] 67% |███████████████████████ | (79/117 GB, 162 MB/s) [9m22s:3m57s] 67% |███████████████████████ | (79/117 GB, 162 MB/s) [9m22s:3m57s] 67% |███████████████████████ | (79/117 GB, 162 MB/s) [9m23s:3m56s] 67% |███████████████████████ | (79/117 GB, 152 MB/s) [9m23s:4m14s] 67% |███████████████████████ | (79/117 GB, 152 MB/s) [9m23s:4m14s] 67% |███████████████████████ | (79/117 GB, 152 MB/s) [9m23s:4m13s] 67% |███████████████████████ | (79/117 GB, 152 MB/s) [9m23s:4m13s] 67% |███████████████████████ | (79/117 GB, 152 MB/s) [9m23s:4m13s] 67% |███████████████████████ | (79/117 GB, 152 MB/s) [9m23s:4m13s] 67% |███████████████████████ | (79/117 GB, 152 MB/s) [9m23s:4m12s] 67% |███████████████████████ | (79/117 GB, 152 MB/s) [9m23s:4m12s] 67% |███████████████████████ | (79/117 GB, 152 MB/s) [9m23s:4m12s] 67% |███████████████████████ | (79/117 GB, 152 MB/s) [9m23s:4m12s] 67% |███████████████████████ | (79/117 GB, 152 MB/s) [9m24s:4m12s] 67% |███████████████████████ | (79/117 GB, 152 MB/s) [9m24s:4m12s] 67% |███████████████████████ | (79/117 GB, 152 MB/s) [9m24s:4m12s] 67% |███████████████████████ | (79/117 GB, 164 MB/s) [9m24s:3m53s] 67% |███████████████████████ | (79/117 GB, 164 MB/s) [9m24s:3m53s] 67% |███████████████████████ | (79/117 GB, 164 MB/s) [9m24s:3m53s] 67% |███████████████████████ | (79/117 GB, 164 MB/s) [9m24s:3m53s] 67% |███████████████████████ | (79/117 GB, 164 MB/s) [9m24s:3m53s] 67% |███████████████████████ | (79/117 GB, 164 MB/s) [9m24s:3m53s] 67% |███████████████████████ | (79/117 GB, 164 MB/s) [9m24s:3m53s] 67% |███████████████████████ | (79/117 GB, 168 MB/s) [9m24s:3m47s] 67% |███████████████████████ | (79/117 GB, 168 MB/s) [9m25s:3m46s] 67% |███████████████████████ | (79/117 GB, 168 MB/s) [9m25s:3m46s] 67% |███████████████████████ | (79/117 GB, 168 MB/s) [9m25s:3m46s] 67% |███████████████████████ | (79/117 GB, 168 MB/s) [9m25s:3m46s] 67% |███████████████████████ | (79/117 GB, 168 MB/s) [9m25s:3m46s] 67% |███████████████████████ | (79/117 GB, 168 MB/s) [9m25s:3m46s] 67% |███████████████████████ | (79/117 GB, 169 MB/s) [9m25s:3m45s] 67% |███████████████████████ | (79/117 GB, 169 MB/s) [9m25s:3m45s] 67% |███████████████████████ | (79/117 GB, 169 MB/s) [9m25s:3m45s] 67% |███████████████████████ | (79/117 GB, 169 MB/s) [9m25s:3m45s] 67% |███████████████████████ | (79/117 GB, 169 MB/s) [9m25s:3m45s] 67% |███████████████████████ | (79/117 GB, 169 MB/s) [9m25s:3m45s] 67% |████████████████████████ | (79/117 GB, 159 MB/s) [9m25s:4m0s] 67% |████████████████████████ | (79/117 GB, 159 MB/s) [9m26s:4m0s] 67% |███████████████████████ | (79/117 GB, 159 MB/s) [9m26s:3m59s] 67% |███████████████████████ | (79/117 GB, 159 MB/s) [9m26s:3m59s] 67% |███████████████████████ | (79/117 GB, 159 MB/s) [9m26s:3m59s] 67% |███████████████████████ | (79/117 GB, 159 MB/s) [9m26s:3m59s] 67% |███████████████████████ | (79/117 GB, 159 MB/s) [9m26s:3m59s] 67% |████████████████████████ | (79/117 GB, 155 MB/s) [9m26s:4m5s] 67% |████████████████████████ | (79/117 GB, 155 MB/s) [9m26s:4m5s] 67% |████████████████████████ | (79/117 GB, 155 MB/s) [9m26s:4m5s] 67% |████████████████████████ | (79/117 GB, 155 MB/s) [9m26s:4m5s] 67% |████████████████████████ | (79/117 GB, 155 MB/s) [9m26s:4m5s] 67% |███████████████████████ | (79/117 GB, 141 MB/s) [9m26s:4m29s] 67% |███████████████████████ | (79/117 GB, 141 MB/s) [9m27s:4m29s] 67% |███████████████████████ | (79/117 GB, 141 MB/s) [9m27s:4m29s] 67% |███████████████████████ | (79/117 GB, 141 MB/s) [9m27s:4m29s] 67% |███████████████████████ | (79/117 GB, 141 MB/s) [9m27s:4m28s] 67% |███████████████████████ | (79/117 GB, 141 MB/s) [9m27s:4m28s] 67% |███████████████████████ | (79/117 GB, 141 MB/s) [9m27s:4m28s] 67% |███████████████████████ | (79/117 GB, 141 MB/s) [9m27s:4m28s] 67% |███████████████████████ | (79/117 GB, 138 MB/s) [9m27s:4m34s] 67% |███████████████████████ | (79/117 GB, 138 MB/s) [9m27s:4m34s] 67% |███████████████████████ | (79/117 GB, 138 MB/s) [9m27s:4m34s] 67% |███████████████████████ | (79/117 GB, 138 MB/s) [9m27s:4m33s] 67% |███████████████████████ | (79/117 GB, 138 MB/s) [9m27s:4m33s] 67% |███████████████████████ | (79/117 GB, 138 MB/s) [9m27s:4m33s] 67% |███████████████████████ | (79/117 GB, 138 MB/s) [9m27s:4m33s] 67% |███████████████████████ | (79/117 GB, 141 MB/s) [9m28s:4m27s] 67% |███████████████████████ | (79/117 GB, 141 MB/s) [9m28s:4m27s] 67% |███████████████████████ | (79/117 GB, 141 MB/s) [9m28s:4m27s] 67% |███████████████████████ | (79/117 GB, 141 MB/s) [9m28s:4m26s] 67% |███████████████████████ | (79/117 GB, 141 MB/s) [9m28s:4m26s] 67% |███████████████████████ | (79/117 GB, 145 MB/s) [9m28s:4m19s] 67% |███████████████████████ | (79/117 GB, 145 MB/s) [9m28s:4m19s] 67% |███████████████████████ | (79/117 GB, 145 MB/s) [9m28s:4m19s] 67% |███████████████████████ | (79/117 GB, 145 MB/s) [9m28s:4m19s] 67% |███████████████████████ | (79/117 GB, 145 MB/s) [9m28s:4m19s] 67% |███████████████████████ | (79/117 GB, 145 MB/s) [9m29s:4m19s] 67% |███████████████████████ | (79/117 GB, 148 MB/s) [9m29s:4m13s] 67% |███████████████████████ | (80/117 GB, 148 MB/s) [9m29s:4m13s] 67% |███████████████████████ | (80/117 GB, 148 MB/s) [9m29s:4m13s] 67% |███████████████████████ | (80/117 GB, 148 MB/s) [9m29s:4m13s] 67% |███████████████████████ | (80/117 GB, 148 MB/s) [9m29s:4m13s] 67% |███████████████████████ | (80/117 GB, 148 MB/s) [9m29s:4m13s] 67% |███████████████████████ | (80/117 GB, 143 MB/s) [9m29s:4m22s] 67% |███████████████████████ | (80/117 GB, 143 MB/s) [9m29s:4m22s] 67% |███████████████████████ | (80/117 GB, 143 MB/s) [9m29s:4m22s] 67% |███████████████████████ | (80/117 GB, 143 MB/s) [9m29s:4m22s] 67% |███████████████████████ | (80/117 GB, 143 MB/s) [9m30s:4m22s] 67% |███████████████████████ | (80/117 GB, 138 MB/s) [9m30s:4m31s] 67% |███████████████████████ | (80/117 GB, 138 MB/s) [9m30s:4m31s] 67% |███████████████████████ | (80/117 GB, 138 MB/s) [9m30s:4m31s] 67% |███████████████████████ | (80/117 GB, 138 MB/s) [9m30s:4m31s] 68% |███████████████████████ | (80/117 GB, 138 MB/s) [9m30s:4m31s] 68% |███████████████████████ | (80/117 GB, 138 MB/s) [9m30s:4m31s] 68% |███████████████████████ | (80/117 GB, 138 MB/s) [9m30s:4m32s] 68% |███████████████████████ | (80/117 GB, 138 MB/s) [9m30s:4m31s] 68% |███████████████████████ | (80/117 GB, 138 MB/s) [9m30s:4m31s] 68% |███████████████████████ | (80/117 GB, 138 MB/s) [9m31s:4m31s] 68% |███████████████████████ | (80/117 GB, 138 MB/s) [9m31s:4m31s] 68% |███████████████████████ | (80/117 GB, 138 MB/s) [9m31s:4m31s] 68% |███████████████████████ | (80/117 GB, 136 MB/s) [9m31s:4m34s] 68% |███████████████████████ | (80/117 GB, 136 MB/s) [9m31s:4m34s] 68% |███████████████████████ | (80/117 GB, 136 MB/s) [9m31s:4m34s] 68% |███████████████████████ | (80/117 GB, 136 MB/s) [9m31s:4m34s] 68% |███████████████████████ | (80/117 GB, 125 MB/s) [9m31s:4m59s] 68% |███████████████████████ | (80/117 GB, 125 MB/s) [9m31s:4m59s] 68% |███████████████████████ | (80/117 GB, 125 MB/s) [9m31s:4m59s] 68% |███████████████████████ | (80/117 GB, 125 MB/s) [9m32s:4m59s] 68% |███████████████████████ | (80/117 GB, 125 MB/s) [9m32s:4m58s] 68% |███████████████████████ | (80/117 GB, 119 MB/s) [9m32s:5m13s] 68% |███████████████████████ | (80/117 GB, 119 MB/s) [9m32s:5m13s] 68% |███████████████████████ | (80/117 GB, 119 MB/s) [9m32s:5m13s] 68% |███████████████████████ | (80/117 GB, 119 MB/s) [9m32s:5m13s] 68% |███████████████████████ | (80/117 GB, 119 MB/s) [9m32s:5m13s] 68% |███████████████████████ | (80/117 GB, 119 MB/s) [9m32s:5m12s] 68% |███████████████████████ | (80/117 GB, 119 MB/s) [9m32s:5m12s] 68% |███████████████████████ | (80/117 GB, 115 MB/s) [9m32s:5m22s] 68% |███████████████████████ | (80/117 GB, 115 MB/s) [9m32s:5m22s] 68% |███████████████████████ | (80/117 GB, 115 MB/s) [9m32s:5m22s] 68% |███████████████████████ | (80/117 GB, 115 MB/s) [9m33s:5m22s] 68% |███████████████████████ | (80/117 GB, 115 MB/s) [9m33s:5m21s] 68% |███████████████████████ | (80/117 GB, 115 MB/s) [9m33s:5m21s] 68% |███████████████████████ | (80/117 GB, 115 MB/s) [9m33s:5m21s] 68% |███████████████████████ | (80/117 GB, 124 MB/s) [9m33s:4m57s] 68% |███████████████████████ | (80/117 GB, 124 MB/s) [9m33s:4m57s] 68% |███████████████████████ | (80/117 GB, 124 MB/s) [9m33s:4m57s] 68% |███████████████████████ | (80/117 GB, 124 MB/s) [9m33s:4m57s] 68% |███████████████████████ | (80/117 GB, 124 MB/s) [9m33s:4m57s] 68% |███████████████████████ | (80/117 GB, 124 MB/s) [9m33s:4m57s] 68% |███████████████████████ | (80/117 GB, 124 MB/s) [9m33s:4m57s] 68% |███████████████████████ | (80/117 GB, 136 MB/s) [9m33s:4m32s] 68% |███████████████████████ | (80/117 GB, 136 MB/s) [9m34s:4m32s] 68% |███████████████████████ | (80/117 GB, 136 MB/s) [9m34s:4m32s] 68% |███████████████████████ | (80/117 GB, 136 MB/s) [9m34s:4m32s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m34s:4m25s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m34s:4m25s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m34s:4m25s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m34s:4m24s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m34s:4m24s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m34s:4m24s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m34s:4m25s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m34s:4m25s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m34s:4m25s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m35s:4m24s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m35s:4m24s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m35s:4m24s] 68% |███████████████████████ | (80/117 GB, 137 MB/s) [9m35s:4m29s] 68% |███████████████████████ | (80/117 GB, 137 MB/s) [9m35s:4m29s] 68% |███████████████████████ | (80/117 GB, 137 MB/s) [9m35s:4m29s] 68% |███████████████████████ | (80/117 GB, 137 MB/s) [9m35s:4m28s] 68% |███████████████████████ | (80/117 GB, 137 MB/s) [9m35s:4m28s] 68% |███████████████████████ | (80/117 GB, 137 MB/s) [9m35s:4m28s] 68% |███████████████████████ | (80/117 GB, 137 MB/s) [9m35s:4m28s] 68% |███████████████████████ | (80/117 GB, 140 MB/s) [9m35s:4m22s] 68% |███████████████████████ | (80/117 GB, 140 MB/s) [9m36s:4m22s] 68% |███████████████████████ | (80/117 GB, 140 MB/s) [9m36s:4m22s] 68% |███████████████████████ | (80/117 GB, 140 MB/s) [9m36s:4m22s] 68% |███████████████████████ | (80/117 GB, 140 MB/s) [9m36s:4m22s] 68% |███████████████████████ | (80/117 GB, 140 MB/s) [9m36s:4m21s] 68% |███████████████████████ | (80/117 GB, 140 MB/s) [9m36s:4m21s] 68% |███████████████████████ | (80/117 GB, 140 MB/s) [9m36s:4m21s] 68% |███████████████████████ | (80/117 GB, 140 MB/s) [9m36s:4m21s] 68% |███████████████████████ | (80/117 GB, 140 MB/s) [9m36s:4m21s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m36s:4m22s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m37s:4m22s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m37s:4m22s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m37s:4m22s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m37s:4m22s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m37s:4m22s] 68% |███████████████████████ | (80/117 GB, 139 MB/s) [9m37s:4m22s] 68% |████████████████████████ | (80/117 GB, 148 MB/s) [9m37s:4m7s] 68% |████████████████████████ | (80/117 GB, 148 MB/s) [9m37s:4m6s] 68% |████████████████████████ | (80/117 GB, 148 MB/s) [9m37s:4m6s] 68% |████████████████████████ | (80/117 GB, 148 MB/s) [9m37s:4m6s] 68% |███████████████████████ | (81/117 GB, 135 MB/s) [9m38s:4m30s] 68% |███████████████████████ | (81/117 GB, 135 MB/s) [9m38s:4m30s] 68% |███████████████████████ | (81/117 GB, 135 MB/s) [9m38s:4m30s] 68% |███████████████████████ | (81/117 GB, 135 MB/s) [9m38s:4m30s] 68% |███████████████████████ | (81/117 GB, 135 MB/s) [9m38s:4m30s] 68% |███████████████████████ | (81/117 GB, 135 MB/s) [9m38s:4m30s] 68% |████████████████████████ | (81/117 GB, 119 MB/s) [9m38s:5m7s] 68% |████████████████████████ | (81/117 GB, 119 MB/s) [9m38s:5m7s] 68% |████████████████████████ | (81/117 GB, 119 MB/s) [9m38s:5m7s] 68% |████████████████████████ | (81/117 GB, 119 MB/s) [9m38s:5m6s] 68% |████████████████████████ | (81/117 GB, 119 MB/s) [9m39s:5m6s] 68% |███████████████████████ | (81/117 GB, 105 MB/s) [9m39s:5m48s] 68% |███████████████████████ | (81/117 GB, 105 MB/s) [9m39s:5m48s] 68% |███████████████████████ | (81/117 GB, 105 MB/s) [9m39s:5m48s] 68% |███████████████████████ | (81/117 GB, 105 MB/s) [9m39s:5m48s] 68% |███████████████████████ | (81/117 GB, 105 MB/s) [9m39s:5m48s] 68% |███████████████████████ | (81/117 GB, 105 MB/s) [9m39s:5m48s] 68% |███████████████████████ | (81/117 GB, 104 MB/s) [9m39s:5m47s] 68% |███████████████████████ | (81/117 GB, 104 MB/s) [9m39s:5m47s] 68% |███████████████████████ | (81/117 GB, 104 MB/s) [9m39s:5m47s] 68% |███████████████████████ | (81/117 GB, 104 MB/s) [9m40s:5m47s] 68% |███████████████████████ | (81/117 GB, 104 MB/s) [9m40s:5m47s] 69% |████████████████████████ | (81/117 GB, 108 MB/s) [9m40s:5m34s] 69% |████████████████████████ | (81/117 GB, 108 MB/s) [9m40s:5m34s] 69% |████████████████████████ | (81/117 GB, 108 MB/s) [9m40s:5m34s] 69% |████████████████████████ | (81/117 GB, 108 MB/s) [9m40s:5m34s] 69% |████████████████████████ | (81/117 GB, 108 MB/s) [9m40s:5m33s] 69% |████████████████████████ | (81/117 GB, 108 MB/s) [9m40s:5m33s] 69% |████████████████████████ | (81/117 GB, 115 MB/s) [9m40s:5m14s] 69% |████████████████████████ | (81/117 GB, 115 MB/s) [9m40s:5m14s] 69% |████████████████████████ | (81/117 GB, 115 MB/s) [9m40s:5m14s] 69% |████████████████████████ | (81/117 GB, 115 MB/s) [9m40s:5m14s] 69% |████████████████████████ | (81/117 GB, 115 MB/s) [9m41s:5m13s] 69% |████████████████████████ | (81/117 GB, 115 MB/s) [9m41s:5m13s] 69% |████████████████████████ | (81/117 GB, 114 MB/s) [9m41s:5m15s] 69% |████████████████████████ | (81/117 GB, 114 MB/s) [9m41s:5m15s] 69% |████████████████████████ | (81/117 GB, 114 MB/s) [9m41s:5m15s] 69% |████████████████████████ | (81/117 GB, 114 MB/s) [9m41s:5m15s] 69% |████████████████████████ | (81/117 GB, 114 MB/s) [9m41s:5m15s] 69% |████████████████████████ | (81/117 GB, 114 MB/s) [9m41s:5m15s] 69% |████████████████████████ | (81/117 GB, 114 MB/s) [9m41s:5m14s] 69% |████████████████████████ | (81/117 GB, 124 MB/s) [9m41s:4m51s] 69% |████████████████████████ | (81/117 GB, 124 MB/s) [9m41s:4m50s] 69% |████████████████████████ | (81/117 GB, 124 MB/s) [9m41s:4m50s] 69% |████████████████████████ | (81/117 GB, 124 MB/s) [9m41s:4m50s] 69% |████████████████████████ | (81/117 GB, 124 MB/s) [9m41s:4m50s] 69% |████████████████████████ | (81/117 GB, 124 MB/s) [9m42s:4m50s] 69% |████████████████████████ | (81/117 GB, 124 MB/s) [9m42s:4m50s] 69% |████████████████████████ | (81/117 GB, 132 MB/s) [9m42s:4m32s] 69% |████████████████████████ | (81/117 GB, 132 MB/s) [9m42s:4m31s] 69% |████████████████████████ | (81/117 GB, 132 MB/s) [9m42s:4m31s] 69% |████████████████████████ | (81/117 GB, 132 MB/s) [9m42s:4m31s] 69% |████████████████████████ | (81/117 GB, 129 MB/s) [9m42s:4m37s] 69% |████████████████████████ | (81/117 GB, 129 MB/s) [9m42s:4m37s] 69% |████████████████████████ | (81/117 GB, 129 MB/s) [9m42s:4m37s] 69% |████████████████████████ | (81/117 GB, 129 MB/s) [9m43s:4m37s] 69% |████████████████████████ | (81/117 GB, 129 MB/s) [9m43s:4m37s] 69% |████████████████████████ | (81/117 GB, 132 MB/s) [9m43s:4m32s] 69% |████████████████████████ | (81/117 GB, 132 MB/s) [9m43s:4m32s] 69% |████████████████████████ | (81/117 GB, 132 MB/s) [9m43s:4m31s] 69% |████████████████████████ | (81/117 GB, 132 MB/s) [9m43s:4m31s] 69% |████████████████████████ | (81/117 GB, 132 MB/s) [9m43s:4m31s] 69% |████████████████████████ | (81/117 GB, 132 MB/s) [9m43s:4m31s] 69% |████████████████████████ | (81/117 GB, 137 MB/s) [9m43s:4m20s] 69% |████████████████████████ | (81/117 GB, 137 MB/s) [9m43s:4m20s] 69% |████████████████████████ | (81/117 GB, 137 MB/s) [9m43s:4m20s] 69% |████████████████████████ | (81/117 GB, 137 MB/s) [9m43s:4m20s] 69% |████████████████████████ | (81/117 GB, 137 MB/s) [9m44s:4m19s] 69% |████████████████████████ | (81/117 GB, 137 MB/s) [9m44s:4m19s] 69% |████████████████████████ | (81/117 GB, 137 MB/s) [9m44s:4m19s] 69% |████████████████████████ | (81/117 GB, 137 MB/s) [9m44s:4m19s] 69% |████████████████████████ | (81/117 GB, 156 MB/s) [9m44s:3m47s] 69% |████████████████████████ | (82/117 GB, 156 MB/s) [9m44s:3m47s] 69% |████████████████████████ | (82/117 GB, 156 MB/s) [9m44s:3m47s] 69% |████████████████████████ | (82/117 GB, 156 MB/s) [9m44s:3m47s] 69% |████████████████████████ | (82/117 GB, 156 MB/s) [9m44s:3m47s] 69% |████████████████████████ | (82/117 GB, 156 MB/s) [9m44s:3m47s] 69% |████████████████████████ | (82/117 GB, 156 MB/s) [9m44s:3m47s] 69% |████████████████████████ | (82/117 GB, 169 MB/s) [9m44s:3m30s] 69% |████████████████████████ | (82/117 GB, 169 MB/s) [9m44s:3m30s] 69% |████████████████████████ | (82/117 GB, 169 MB/s) [9m44s:3m30s] 69% |████████████████████████ | (82/117 GB, 169 MB/s) [9m45s:3m30s] 69% |████████████████████████ | (82/117 GB, 169 MB/s) [9m45s:3m30s] 69% |████████████████████████ | (82/117 GB, 169 MB/s) [9m45s:3m30s] 69% |████████████████████████ | (82/117 GB, 163 MB/s) [9m45s:3m37s] 69% |████████████████████████ | (82/117 GB, 163 MB/s) [9m45s:3m37s] 69% |████████████████████████ | (82/117 GB, 163 MB/s) [9m45s:3m37s] 69% |████████████████████████ | (82/117 GB, 163 MB/s) [9m45s:3m37s] 69% |████████████████████████ | (82/117 GB, 163 MB/s) [9m45s:3m37s] 69% |████████████████████████ | (82/117 GB, 157 MB/s) [9m45s:3m45s] 69% |████████████████████████ | (82/117 GB, 157 MB/s) [9m45s:3m45s] 69% |████████████████████████ | (82/117 GB, 157 MB/s) [9m45s:3m45s] 69% |████████████████████████ | (82/117 GB, 157 MB/s) [9m46s:3m45s] 69% |████████████████████████ | (82/117 GB, 157 MB/s) [9m46s:3m45s] 69% |████████████████████████ | (82/117 GB, 154 MB/s) [9m46s:3m49s] 69% |████████████████████████ | (82/117 GB, 154 MB/s) [9m46s:3m49s] 69% |████████████████████████ | (82/117 GB, 154 MB/s) [9m46s:3m49s] 69% |████████████████████████ | (82/117 GB, 154 MB/s) [9m46s:3m49s] 69% |████████████████████████ | (82/117 GB, 154 MB/s) [9m46s:3m49s] 69% |████████████████████████ | (82/117 GB, 139 MB/s) [9m46s:4m13s] 69% |████████████████████████ | (82/117 GB, 139 MB/s) [9m46s:4m13s] 69% |████████████████████████ | (82/117 GB, 139 MB/s) [9m47s:4m13s] 69% |████████████████████████ | (82/117 GB, 139 MB/s) [9m47s:4m13s] 69% |████████████████████████ | (82/117 GB, 139 MB/s) [9m47s:4m13s] 69% |████████████████████████ | (82/117 GB, 133 MB/s) [9m47s:4m25s] 69% |████████████████████████ | (82/117 GB, 133 MB/s) [9m47s:4m25s] 69% |████████████████████████ | (82/117 GB, 133 MB/s) [9m47s:4m25s] 69% |████████████████████████ | (82/117 GB, 133 MB/s) [9m47s:4m25s] 69% |████████████████████████ | (82/117 GB, 133 MB/s) [9m47s:4m25s] 69% |████████████████████████ | (82/117 GB, 131 MB/s) [9m47s:4m28s] 69% |████████████████████████ | (82/117 GB, 131 MB/s) [9m48s:4m28s] 69% |████████████████████████ | (82/117 GB, 131 MB/s) [9m48s:4m28s] 69% |████████████████████████ | (82/117 GB, 131 MB/s) [9m48s:4m28s] 69% |████████████████████████ | (82/117 GB, 131 MB/s) [9m48s:4m28s] 69% |████████████████████████ | (82/117 GB, 127 MB/s) [9m48s:4m36s] 69% |████████████████████████ | (82/117 GB, 127 MB/s) [9m48s:4m36s] 69% |████████████████████████ | (82/117 GB, 127 MB/s) [9m48s:4m36s] 69% |████████████████████████ | (82/117 GB, 127 MB/s) [9m48s:4m36s] 69% |████████████████████████ | (82/117 GB, 127 MB/s) [9m48s:4m36s] 69% |████████████████████████ | (82/117 GB, 127 MB/s) [9m48s:4m36s] 69% |████████████████████████ | (82/117 GB, 124 MB/s) [9m49s:4m43s] 70% |████████████████████████ | (82/117 GB, 124 MB/s) [9m49s:4m42s] 70% |████████████████████████ | (82/117 GB, 124 MB/s) [9m49s:4m42s] 70% |████████████████████████ | (82/117 GB, 124 MB/s) [9m49s:4m42s] 70% |████████████████████████ | (82/117 GB, 124 MB/s) [9m49s:4m42s] 70% |████████████████████████ | (82/117 GB, 124 MB/s) [9m49s:4m42s] 70% |████████████████████████ | (82/117 GB, 124 MB/s) [9m49s:4m42s] 70% |████████████████████████ | (82/117 GB, 124 MB/s) [9m49s:4m43s] 70% |████████████████████████ | (82/117 GB, 124 MB/s) [9m49s:4m42s] 70% |████████████████████████ | (82/117 GB, 124 MB/s) [9m49s:4m42s] 70% |████████████████████████ | (82/117 GB, 124 MB/s) [9m49s:4m42s] 70% |████████████████████████ | (82/117 GB, 124 MB/s) [9m49s:4m42s] 70% |████████████████████████ | (82/117 GB, 124 MB/s) [9m49s:4m42s] 70% |████████████████████████ | (82/117 GB, 124 MB/s) [9m49s:4m42s] 70% |████████████████████████ | (82/117 GB, 124 MB/s) [9m49s:4m42s] 70% |████████████████████████ | (82/117 GB, 125 MB/s) [9m50s:4m38s] 70% |████████████████████████ | (82/117 GB, 125 MB/s) [9m50s:4m38s] 70% |████████████████████████ | (82/117 GB, 125 MB/s) [9m50s:4m38s] 70% |████████████████████████ | (82/117 GB, 125 MB/s) [9m50s:4m38s] 70% |████████████████████████ | (82/117 GB, 125 MB/s) [9m50s:4m38s] 70% |████████████████████████ | (82/117 GB, 126 MB/s) [9m50s:4m37s] 70% |████████████████████████ | (82/117 GB, 126 MB/s) [9m50s:4m37s] 70% |████████████████████████ | (82/117 GB, 126 MB/s) [9m50s:4m37s] 70% |████████████████████████ | (82/117 GB, 126 MB/s) [9m50s:4m37s] 70% |████████████████████████ | (82/117 GB, 126 MB/s) [9m50s:4m37s] 70% |████████████████████████ | (82/117 GB, 126 MB/s) [9m50s:4m36s] 70% |████████████████████████ | (82/117 GB, 132 MB/s) [9m51s:4m23s] 70% |████████████████████████ | (82/117 GB, 132 MB/s) [9m51s:4m23s] 70% |████████████████████████ | (82/117 GB, 132 MB/s) [9m51s:4m23s] 70% |████████████████████████ | (82/117 GB, 132 MB/s) [9m51s:4m23s] 70% |████████████████████████ | (82/117 GB, 132 MB/s) [9m51s:4m23s] 70% |████████████████████████ | (82/117 GB, 132 MB/s) [9m51s:4m23s] 70% |████████████████████████ | (82/117 GB, 132 MB/s) [9m51s:4m23s] 70% |████████████████████████ | (82/117 GB, 136 MB/s) [9m51s:4m15s] 70% |████████████████████████ | (82/117 GB, 136 MB/s) [9m51s:4m15s] 70% |████████████████████████ | (82/117 GB, 136 MB/s) [9m51s:4m14s] 70% |████████████████████████ | (82/117 GB, 136 MB/s) [9m51s:4m14s] 70% |████████████████████████ | (82/117 GB, 136 MB/s) [9m51s:4m14s] 70% |████████████████████████ | (82/117 GB, 136 MB/s) [9m51s:4m14s] 70% |████████████████████████ | (83/117 GB, 136 MB/s) [9m52s:4m14s] 70% |████████████████████████ | (83/117 GB, 147 MB/s) [9m52s:3m54s] 70% |████████████████████████ | (83/117 GB, 147 MB/s) [9m52s:3m54s] 70% |████████████████████████ | (83/117 GB, 147 MB/s) [9m52s:3m54s] 70% |████████████████████████ | (83/117 GB, 147 MB/s) [9m52s:3m54s] 70% |████████████████████████ | (83/117 GB, 147 MB/s) [9m52s:3m54s] 70% |████████████████████████ | (83/117 GB, 155 MB/s) [9m52s:3m42s] 70% |████████████████████████ | (83/117 GB, 155 MB/s) [9m52s:3m42s] 70% |████████████████████████ | (83/117 GB, 155 MB/s) [9m52s:3m42s] 70% |████████████████████████ | (83/117 GB, 155 MB/s) [9m52s:3m41s] 70% |████████████████████████ | (83/117 GB, 155 MB/s) [9m52s:3m41s] 70% |████████████████████████ | (83/117 GB, 155 MB/s) [9m52s:3m41s] 70% |████████████████████████ | (83/117 GB, 166 MB/s) [9m53s:3m26s] 70% |████████████████████████ | (83/117 GB, 166 MB/s) [9m53s:3m26s] 70% |████████████████████████ | (83/117 GB, 166 MB/s) [9m53s:3m26s] 70% |████████████████████████ | (83/117 GB, 166 MB/s) [9m53s:3m26s] 70% |████████████████████████ | (83/117 GB, 166 MB/s) [9m53s:3m26s] 70% |████████████████████████ | (83/117 GB, 174 MB/s) [9m53s:3m16s] 70% |████████████████████████ | (83/117 GB, 174 MB/s) [9m53s:3m16s] 70% |████████████████████████ | (83/117 GB, 174 MB/s) [9m53s:3m16s] 70% |████████████████████████ | (83/117 GB, 174 MB/s) [9m54s:3m16s] 70% |████████████████████████ | (83/117 GB, 174 MB/s) [9m54s:3m16s] 70% |████████████████████████ | (83/117 GB, 174 MB/s) [9m54s:3m16s] 70% |████████████████████████ | (83/117 GB, 174 MB/s) [9m54s:3m16s] 70% |████████████████████████ | (83/117 GB, 174 MB/s) [9m54s:3m16s] 70% |████████████████████████ | (83/117 GB, 174 MB/s) [9m54s:3m16s] 70% |████████████████████████ | (83/117 GB, 174 MB/s) [9m54s:3m16s] 70% |████████████████████████ | (83/117 GB, 174 MB/s) [9m54s:3m16s] 70% |████████████████████████ | (83/117 GB, 174 MB/s) [9m54s:3m16s] 70% |████████████████████████ | (83/117 GB, 165 MB/s) [9m54s:3m27s] 70% |████████████████████████ | (83/117 GB, 165 MB/s) [9m54s:3m27s] 70% |████████████████████████ | (83/117 GB, 165 MB/s) [9m54s:3m27s] 70% |████████████████████████ | (83/117 GB, 165 MB/s) [9m54s:3m27s] 70% |████████████████████████ | (83/117 GB, 165 MB/s) [9m55s:3m27s] 70% |████████████████████████ | (83/117 GB, 165 MB/s) [9m55s:3m26s] 70% |████████████████████████ | (83/117 GB, 154 MB/s) [9m55s:3m40s] 70% |████████████████████████ | (83/117 GB, 154 MB/s) [9m55s:3m40s] 70% |████████████████████████ | (83/117 GB, 154 MB/s) [9m55s:3m40s] 70% |████████████████████████ | (83/117 GB, 154 MB/s) [9m55s:3m40s] 70% |████████████████████████ | (83/117 GB, 154 MB/s) [9m55s:3m40s] 70% |████████████████████████ | (83/117 GB, 159 MB/s) [9m55s:3m33s] 70% |████████████████████████ | (83/117 GB, 159 MB/s) [9m55s:3m33s] 71% |████████████████████████ | (83/117 GB, 159 MB/s) [9m55s:3m33s] 71% |████████████████████████ | (83/117 GB, 159 MB/s) [9m55s:3m33s] 71% |████████████████████████ | (83/117 GB, 159 MB/s) [9m56s:3m32s] 71% |████████████████████████ | (83/117 GB, 159 MB/s) [9m56s:3m32s] 71% |████████████████████████ | (83/117 GB, 159 MB/s) [9m56s:3m32s] 71% |████████████████████████ | (83/117 GB, 159 MB/s) [9m56s:3m32s] 71% |████████████████████████ | (83/117 GB, 160 MB/s) [9m56s:3m30s] 71% |████████████████████████ | (83/117 GB, 160 MB/s) [9m56s:3m30s] 71% |████████████████████████ | (83/117 GB, 160 MB/s) [9m56s:3m30s] 71% |████████████████████████ | (83/117 GB, 160 MB/s) [9m56s:3m30s] 71% |████████████████████████ | (83/117 GB, 160 MB/s) [9m56s:3m30s] 71% |████████████████████████ | (83/117 GB, 160 MB/s) [9m56s:3m30s] 71% |████████████████████████ | (83/117 GB, 160 MB/s) [9m56s:3m30s] 71% |████████████████████████ | (83/117 GB, 147 MB/s) [9m58s:3m49s] 71% |████████████████████████ | (83/117 GB, 147 MB/s) [9m59s:3m49s] 71% |████████████████████████ | (83/117 GB, 147 MB/s) [9m59s:3m49s] 71% |████████████████████████ | (83/117 GB, 147 MB/s) [9m59s:3m49s] 71% |████████████████████████ | (83/117 GB, 147 MB/s) [9m59s:3m49s] 71% |████████████████████████ | (83/117 GB, 147 MB/s) [9m59s:3m49s] 71% |████████████████████████ | (83/117 GB, 140 MB/s) [9m59s:3m59s] 71% |████████████████████████ | (83/117 GB, 140 MB/s) [9m59s:3m59s] 71% |████████████████████████ | (83/117 GB, 140 MB/s) [9m59s:3m59s] 71% |████████████████████████ | (84/117 GB, 140 MB/s) [9m59s:3m59s] 71% |████████████████████████ | (84/117 GB, 140 MB/s) [9m59s:3m59s] 71% |████████████████████████ | (84/117 GB, 140 MB/s) [9m59s:3m58s] 71% |████████████████████████ | (84/117 GB, 143 MB/s) [9m59s:3m54s] 71% |████████████████████████ | (84/117 GB, 143 MB/s) [10m0s:3m54s] 71% |████████████████████████ | (84/117 GB, 143 MB/s) [10m0s:3m54s] 71% |████████████████████████ | (84/117 GB, 143 MB/s) [10m0s:3m54s] 71% |████████████████████████ | (84/117 GB, 143 MB/s) [10m0s:3m54s] 71% |████████████████████████ | (84/117 GB, 143 MB/s) [10m0s:3m54s] 71% |████████████████████████ | (84/117 GB, 141 MB/s) [10m0s:3m57s] 71% |████████████████████████ | (84/117 GB, 141 MB/s) [10m0s:3m57s] 71% |████████████████████████ | (84/117 GB, 141 MB/s) [10m0s:3m57s] 71% |████████████████████████ | (84/117 GB, 141 MB/s) [10m0s:3m57s] 71% |████████████████████████ | (84/117 GB, 141 MB/s) [10m0s:3m57s] 71% |████████████████████████ | (84/117 GB, 141 MB/s) [10m0s:3m57s] 71% |████████████████████████ | (84/117 GB, 146 MB/s) [10m0s:3m47s] 71% |████████████████████████ | (84/117 GB, 146 MB/s) [10m1s:3m47s] 71% |████████████████████████ | (84/117 GB, 146 MB/s) [10m1s:3m47s] 71% |████████████████████████ | (84/117 GB, 146 MB/s) [10m1s:3m47s] 71% |████████████████████████ | (84/117 GB, 146 MB/s) [10m1s:3m47s] 71% |████████████████████████ | (84/117 GB, 146 MB/s) [10m1s:3m47s] 71% |████████████████████████ | (84/117 GB, 146 MB/s) [10m1s:3m47s] 71% |████████████████████████ | (84/117 GB, 155 MB/s) [10m1s:3m34s] 71% |████████████████████████ | (84/117 GB, 155 MB/s) [10m1s:3m34s] 71% |████████████████████████ | (84/117 GB, 155 MB/s) [10m1s:3m34s] 71% |████████████████████████ | (84/117 GB, 155 MB/s) [10m1s:3m33s] 71% |████████████████████████ | (84/117 GB, 155 MB/s) [10m1s:3m33s] 71% |████████████████████████ | (84/117 GB, 155 MB/s) [10m1s:3m33s] 71% |████████████████████████ | (84/117 GB, 151 MB/s) [10m2s:3m39s] 71% |████████████████████████ | (84/117 GB, 151 MB/s) [10m2s:3m39s] 71% |████████████████████████ | (84/117 GB, 151 MB/s) [10m2s:3m39s] 71% |████████████████████████ | (84/117 GB, 151 MB/s) [10m2s:3m39s] 71% |████████████████████████ | (84/117 GB, 151 MB/s) [10m2s:3m39s] 71% |████████████████████████ | (84/117 GB, 142 MB/s) [10m2s:3m53s] 71% |████████████████████████ | (84/117 GB, 142 MB/s) [10m2s:3m53s] 71% |████████████████████████ | (84/117 GB, 142 MB/s) [10m2s:3m53s] 71% |████████████████████████ | (84/117 GB, 142 MB/s) [10m2s:3m53s] 71% |████████████████████████ | (84/117 GB, 142 MB/s) [10m3s:3m53s] 71% |█████████████████████████ | (84/117 GB, 133 MB/s) [10m3s:4m9s] 71% |█████████████████████████ | (84/117 GB, 133 MB/s) [10m3s:4m9s] 71% |█████████████████████████ | (84/117 GB, 133 MB/s) [10m3s:4m9s] 71% |█████████████████████████ | (84/117 GB, 133 MB/s) [10m3s:4m9s] 71% |█████████████████████████ | (84/117 GB, 133 MB/s) [10m3s:4m9s] 71% |█████████████████████████ | (84/117 GB, 133 MB/s) [10m3s:4m9s] 71% |████████████████████████ | (84/117 GB, 131 MB/s) [10m3s:4m11s] 71% |████████████████████████ | (84/117 GB, 131 MB/s) [10m3s:4m11s] 71% |████████████████████████ | (84/117 GB, 131 MB/s) [10m3s:4m11s] 71% |████████████████████████ | (84/117 GB, 131 MB/s) [10m3s:4m11s] 71% |████████████████████████ | (84/117 GB, 131 MB/s) [10m3s:4m11s] 71% |████████████████████████ | (84/117 GB, 131 MB/s) [10m4s:4m10s] 71% |████████████████████████ | (84/117 GB, 131 MB/s) [10m4s:4m10s] 71% |████████████████████████ | (84/117 GB, 142 MB/s) [10m4s:3m52s] 71% |████████████████████████ | (84/117 GB, 142 MB/s) [10m4s:3m52s] 71% |████████████████████████ | (84/117 GB, 142 MB/s) [10m4s:3m52s] 71% |████████████████████████ | (84/117 GB, 142 MB/s) [10m4s:3m51s] 71% |████████████████████████ | (84/117 GB, 142 MB/s) [10m4s:3m51s] 71% |████████████████████████ | (84/117 GB, 142 MB/s) [10m4s:3m51s] 71% |████████████████████████ | (84/117 GB, 142 MB/s) [10m4s:3m51s] 71% |████████████████████████ | (84/117 GB, 148 MB/s) [10m4s:3m42s] 71% |████████████████████████ | (84/117 GB, 148 MB/s) [10m4s:3m42s] 71% |████████████████████████ | (84/117 GB, 148 MB/s) [10m4s:3m42s] 71% |████████████████████████ | (84/117 GB, 148 MB/s) [10m5s:3m42s] 71% |████████████████████████ | (84/117 GB, 148 MB/s) [10m5s:3m42s] 71% |████████████████████████ | (84/117 GB, 148 MB/s) [10m5s:3m42s] 72% |█████████████████████████ | (84/117 GB, 148 MB/s) [10m5s:3m41s] 72% |█████████████████████████ | (84/117 GB, 148 MB/s) [10m5s:3m41s] 72% |█████████████████████████ | (84/117 GB, 148 MB/s) [10m5s:3m41s] 72% |█████████████████████████ | (84/117 GB, 148 MB/s) [10m5s:3m41s] 72% |█████████████████████████ | (84/117 GB, 146 MB/s) [10m5s:3m44s] 72% |█████████████████████████ | (84/117 GB, 146 MB/s) [10m5s:3m44s] 72% |█████████████████████████ | (84/117 GB, 146 MB/s) [10m5s:3m43s] 72% |█████████████████████████ | (84/117 GB, 146 MB/s) [10m5s:3m43s] 72% |█████████████████████████ | (84/117 GB, 146 MB/s) [10m6s:3m43s] 72% |█████████████████████████ | (84/117 GB, 146 MB/s) [10m6s:3m43s] 72% |█████████████████████████ | (84/117 GB, 142 MB/s) [10m6s:3m49s] 72% |█████████████████████████ | (84/117 GB, 142 MB/s) [10m6s:3m49s] 72% |█████████████████████████ | (84/117 GB, 142 MB/s) [10m6s:3m48s] 72% |█████████████████████████ | (84/117 GB, 142 MB/s) [10m6s:3m48s] 72% |█████████████████████████ | (84/117 GB, 142 MB/s) [10m6s:3m48s] 72% |█████████████████████████ | (84/117 GB, 142 MB/s) [10m6s:3m48s] 72% |█████████████████████████ | (84/117 GB, 142 MB/s) [10m6s:3m48s] 72% |█████████████████████████ | (85/117 GB, 146 MB/s) [10m6s:3m42s] 72% |█████████████████████████ | (85/117 GB, 146 MB/s) [10m6s:3m42s] 72% |█████████████████████████ | (85/117 GB, 146 MB/s) [10m6s:3m42s] 72% |█████████████████████████ | (85/117 GB, 146 MB/s) [10m7s:3m42s] 72% |█████████████████████████ | (85/117 GB, 146 MB/s) [10m7s:3m42s] 72% |█████████████████████████ | (85/117 GB, 145 MB/s) [10m7s:3m43s] 72% |█████████████████████████ | (85/117 GB, 145 MB/s) [10m7s:3m43s] 72% |█████████████████████████ | (85/117 GB, 145 MB/s) [10m7s:3m43s] 72% |█████████████████████████ | (85/117 GB, 139 MB/s) [10m9s:3m53s] 72% |█████████████████████████ | (85/117 GB, 139 MB/s) [10m9s:3m53s] 72% |█████████████████████████ | (85/117 GB, 139 MB/s) [10m9s:3m53s] 72% |█████████████████████████ | (85/117 GB, 139 MB/s) [10m9s:3m53s] 72% |█████████████████████████ | (85/117 GB, 139 MB/s) [10m9s:3m53s] 72% |█████████████████████████ | (85/117 GB, 139 MB/s) [10m9s:3m53s] 72% |█████████████████████████ | (85/117 GB, 139 MB/s) [10m9s:3m53s] 72% |█████████████████████████ | (85/117 GB, 139 MB/s) [10m9s:3m53s] 72% |█████████████████████████ | (85/117 GB, 155 MB/s) [10m9s:3m28s] 72% |█████████████████████████ | (85/117 GB, 155 MB/s) [10m9s:3m28s] 72% |████████████████████████ | (85/117 GB, 155 MB/s) [10m10s:3m28s] 72% |████████████████████████ | (85/117 GB, 155 MB/s) [10m10s:3m28s] 72% |████████████████████████ | (85/117 GB, 145 MB/s) [10m10s:3m42s] 72% |████████████████████████ | (85/117 GB, 145 MB/s) [10m10s:3m42s] 72% |████████████████████████ | (85/117 GB, 145 MB/s) [10m10s:3m41s] 72% |████████████████████████ | (85/117 GB, 145 MB/s) [10m10s:3m41s] 72% |████████████████████████ | (85/117 GB, 145 MB/s) [10m10s:3m41s] 72% |████████████████████████ | (85/117 GB, 138 MB/s) [10m10s:3m52s] 72% |████████████████████████ | (85/117 GB, 138 MB/s) [10m10s:3m52s] 72% |████████████████████████ | (85/117 GB, 138 MB/s) [10m10s:3m52s] 72% |████████████████████████ | (85/117 GB, 138 MB/s) [10m11s:3m52s] 72% |████████████████████████ | (85/117 GB, 138 MB/s) [10m11s:3m52s] 72% |████████████████████████ | (85/117 GB, 127 MB/s) [10m11s:4m14s] 72% |████████████████████████ | (85/117 GB, 127 MB/s) [10m11s:4m14s] 72% |████████████████████████ | (85/117 GB, 127 MB/s) [10m11s:4m13s] 72% |████████████████████████ | (85/117 GB, 127 MB/s) [10m11s:4m13s] 72% |████████████████████████ | (85/117 GB, 127 MB/s) [10m11s:4m13s] 72% |████████████████████████ | (85/117 GB, 127 MB/s) [10m11s:4m13s] 72% |████████████████████████ | (85/117 GB, 127 MB/s) [10m11s:4m13s] 72% |████████████████████████ | (85/117 GB, 127 MB/s) [10m11s:4m13s] 72% |█████████████████████████ | (85/117 GB, 131 MB/s) [10m11s:4m4s] 72% |█████████████████████████ | (85/117 GB, 131 MB/s) [10m12s:4m4s] 72% |█████████████████████████ | (85/117 GB, 131 MB/s) [10m12s:4m4s] 72% |█████████████████████████ | (85/117 GB, 131 MB/s) [10m12s:4m3s] 72% |████████████████████████ | (85/117 GB, 126 MB/s) [10m12s:4m13s] 72% |████████████████████████ | (85/117 GB, 126 MB/s) [10m12s:4m13s] 72% |████████████████████████ | (85/117 GB, 126 MB/s) [10m12s:4m13s] 72% |████████████████████████ | (85/117 GB, 126 MB/s) [10m12s:4m13s] 72% |████████████████████████ | (85/117 GB, 126 MB/s) [10m12s:4m13s] 72% |████████████████████████ | (85/117 GB, 120 MB/s) [10m12s:4m27s] 72% |████████████████████████ | (85/117 GB, 120 MB/s) [10m12s:4m27s] 72% |████████████████████████ | (85/117 GB, 120 MB/s) [10m13s:4m27s] 72% |████████████████████████ | (85/117 GB, 120 MB/s) [10m13s:4m27s] 72% |████████████████████████ | (85/117 GB, 120 MB/s) [10m13s:4m27s] 72% |████████████████████████ | (85/117 GB, 101 MB/s) [10m13s:5m15s] 72% |████████████████████████ | (85/117 GB, 101 MB/s) [10m13s:5m15s] 72% |████████████████████████ | (85/117 GB, 101 MB/s) [10m13s:5m15s] 72% |████████████████████████ | (85/117 GB, 101 MB/s) [10m13s:5m15s] 72% |█████████████████████████ | (85/117 GB, 94 MB/s) [10m13s:5m38s] 72% |█████████████████████████ | (85/117 GB, 94 MB/s) [10m14s:5m38s] 72% |█████████████████████████ | (85/117 GB, 94 MB/s) [10m14s:5m38s] 72% |█████████████████████████ | (85/117 GB, 94 MB/s) [10m14s:5m38s] 72% |█████████████████████████ | (85/117 GB, 94 MB/s) [10m14s:5m38s] 72% |█████████████████████████ | (85/117 GB, 94 MB/s) [10m14s:5m38s] 72% |█████████████████████████ | (85/117 GB, 106 MB/s) [10m14s:5m2s] 72% |█████████████████████████ | (85/117 GB, 106 MB/s) [10m14s:5m2s] 72% |█████████████████████████ | (85/117 GB, 106 MB/s) [10m14s:5m1s] 72% |█████████████████████████ | (85/117 GB, 106 MB/s) [10m14s:5m1s] 72% |█████████████████████████ | (85/117 GB, 106 MB/s) [10m14s:5m1s] 72% |█████████████████████████ | (85/117 GB, 106 MB/s) [10m14s:5m1s] 72% |█████████████████████████ | (85/117 GB, 106 MB/s) [10m14s:5m1s] 72% |████████████████████████ | (85/117 GB, 108 MB/s) [10m14s:4m53s] 72% |████████████████████████ | (85/117 GB, 108 MB/s) [10m14s:4m53s] 72% |████████████████████████ | (85/117 GB, 108 MB/s) [10m15s:4m53s] 72% |████████████████████████ | (85/117 GB, 108 MB/s) [10m15s:4m53s] 72% |████████████████████████ | (85/117 GB, 108 MB/s) [10m15s:4m53s] 72% |████████████████████████ | (85/117 GB, 108 MB/s) [10m15s:4m53s] 72% |████████████████████████ | (85/117 GB, 108 MB/s) [10m15s:4m52s] 72% |████████████████████████ | (85/117 GB, 108 MB/s) [10m15s:4m52s] 72% |████████████████████████ | (85/117 GB, 125 MB/s) [10m15s:4m12s] 72% |████████████████████████ | (86/117 GB, 125 MB/s) [10m15s:4m12s] 72% |████████████████████████ | (86/117 GB, 125 MB/s) [10m15s:4m12s] 73% |████████████████████████ | (86/117 GB, 125 MB/s) [10m15s:4m11s] 73% |████████████████████████ | (86/117 GB, 125 MB/s) [10m15s:4m11s] 73% |████████████████████████ | (86/117 GB, 125 MB/s) [10m15s:4m11s] 73% |████████████████████████ | (86/117 GB, 134 MB/s) [10m15s:3m56s] 73% |████████████████████████ | (86/117 GB, 134 MB/s) [10m15s:3m56s] 73% |████████████████████████ | (86/117 GB, 134 MB/s) [10m16s:3m55s] 73% |████████████████████████ | (86/117 GB, 134 MB/s) [10m16s:3m55s] 73% |████████████████████████ | (86/117 GB, 134 MB/s) [10m16s:3m55s] 73% |████████████████████████ | (86/117 GB, 134 MB/s) [10m16s:3m55s] 73% |████████████████████████ | (86/117 GB, 144 MB/s) [10m16s:3m39s] 73% |████████████████████████ | (86/117 GB, 144 MB/s) [10m16s:3m38s] 73% |████████████████████████ | (86/117 GB, 144 MB/s) [10m16s:3m38s] 73% |████████████████████████ | (86/117 GB, 144 MB/s) [10m16s:3m38s] 73% |████████████████████████ | (86/117 GB, 144 MB/s) [10m16s:3m38s] 73% |████████████████████████ | (86/117 GB, 144 MB/s) [10m16s:3m38s] 73% |████████████████████████ | (86/117 GB, 144 MB/s) [10m16s:3m38s] 73% |████████████████████████ | (86/117 GB, 140 MB/s) [10m17s:3m43s] 73% |████████████████████████ | (86/117 GB, 140 MB/s) [10m17s:3m43s] 73% |████████████████████████ | (86/117 GB, 140 MB/s) [10m17s:3m43s] 73% |████████████████████████ | (86/117 GB, 140 MB/s) [10m17s:3m43s] 73% |████████████████████████ | (86/117 GB, 140 MB/s) [10m17s:3m42s] 73% |████████████████████████ | (86/117 GB, 140 MB/s) [10m17s:3m42s] 73% |████████████████████████ | (86/117 GB, 146 MB/s) [10m17s:3m33s] 73% |████████████████████████ | (86/117 GB, 146 MB/s) [10m17s:3m33s] 73% |████████████████████████ | (86/117 GB, 146 MB/s) [10m17s:3m33s] 73% |████████████████████████ | (86/117 GB, 146 MB/s) [10m17s:3m33s] 73% |████████████████████████ | (86/117 GB, 146 MB/s) [10m18s:3m33s] 73% |████████████████████████ | (86/117 GB, 147 MB/s) [10m18s:3m31s] 73% |████████████████████████ | (86/117 GB, 147 MB/s) [10m18s:3m31s] 73% |████████████████████████ | (86/117 GB, 147 MB/s) [10m18s:3m31s] 73% |████████████████████████ | (86/117 GB, 147 MB/s) [10m18s:3m31s] 73% |████████████████████████ | (86/117 GB, 147 MB/s) [10m18s:3m31s] 73% |████████████████████████ | (86/117 GB, 147 MB/s) [10m18s:3m31s] 73% |████████████████████████ | (86/117 GB, 151 MB/s) [10m18s:3m26s] 73% |████████████████████████ | (86/117 GB, 151 MB/s) [10m18s:3m26s] 73% |████████████████████████ | (86/117 GB, 151 MB/s) [10m18s:3m26s] 73% |████████████████████████ | (86/117 GB, 151 MB/s) [10m19s:3m26s] 73% |████████████████████████ | (86/117 GB, 151 MB/s) [10m19s:3m26s] 73% |████████████████████████ | (86/117 GB, 154 MB/s) [10m19s:3m21s] 73% |████████████████████████ | (86/117 GB, 154 MB/s) [10m19s:3m21s] 73% |████████████████████████ | (86/117 GB, 154 MB/s) [10m19s:3m21s] 73% |████████████████████████ | (86/117 GB, 154 MB/s) [10m19s:3m21s] 73% |████████████████████████ | (86/117 GB, 154 MB/s) [10m19s:3m21s] 73% |████████████████████████ | (86/117 GB, 153 MB/s) [10m19s:3m23s] 73% |████████████████████████ | (86/117 GB, 153 MB/s) [10m19s:3m23s] 73% |████████████████████████ | (86/117 GB, 153 MB/s) [10m19s:3m22s] 73% |████████████████████████ | (86/117 GB, 153 MB/s) [10m19s:3m22s] 73% |████████████████████████ | (86/117 GB, 153 MB/s) [10m19s:3m22s] 73% |████████████████████████ | (86/117 GB, 153 MB/s) [10m20s:3m22s] 73% |████████████████████████ | (86/117 GB, 153 MB/s) [10m20s:3m22s] 73% |████████████████████████ | (86/117 GB, 153 MB/s) [10m20s:3m22s] 73% |████████████████████████ | (86/117 GB, 145 MB/s) [10m20s:3m32s] 73% |████████████████████████ | (86/117 GB, 145 MB/s) [10m20s:3m32s] 73% |████████████████████████ | (86/117 GB, 145 MB/s) [10m20s:3m32s] 73% |████████████████████████ | (86/117 GB, 145 MB/s) [10m20s:3m32s] 73% |████████████████████████ | (86/117 GB, 145 MB/s) [10m20s:3m32s] 73% |████████████████████████ | (86/117 GB, 145 MB/s) [10m20s:3m32s] 73% |████████████████████████ | (86/117 GB, 145 MB/s) [10m20s:3m32s] 73% |████████████████████████ | (86/117 GB, 146 MB/s) [10m20s:3m31s] 73% |████████████████████████ | (86/117 GB, 146 MB/s) [10m20s:3m31s] 73% |████████████████████████ | (86/117 GB, 146 MB/s) [10m20s:3m31s] 73% |████████████████████████ | (86/117 GB, 146 MB/s) [10m20s:3m31s] 73% |████████████████████████ | (86/117 GB, 146 MB/s) [10m21s:3m31s] 73% |████████████████████████ | (86/117 GB, 146 MB/s) [10m21s:3m31s] 73% |████████████████████████ | (86/117 GB, 143 MB/s) [10m21s:3m35s] 73% |████████████████████████ | (86/117 GB, 143 MB/s) [10m21s:3m35s] 73% |████████████████████████ | (86/117 GB, 143 MB/s) [10m21s:3m34s] 73% |████████████████████████ | (86/117 GB, 143 MB/s) [10m21s:3m34s] 73% |████████████████████████ | (86/117 GB, 143 MB/s) [10m21s:3m34s] 73% |████████████████████████ | (86/117 GB, 143 MB/s) [10m21s:3m34s] 73% |████████████████████████ | (86/117 GB, 148 MB/s) [10m21s:3m27s] 73% |████████████████████████ | (86/117 GB, 148 MB/s) [10m21s:3m27s] 73% |████████████████████████ | (86/117 GB, 148 MB/s) [10m21s:3m27s] 73% |████████████████████████ | (86/117 GB, 148 MB/s) [10m21s:3m27s] 73% |████████████████████████ | (86/117 GB, 148 MB/s) [10m21s:3m27s] 73% |████████████████████████ | (86/117 GB, 148 MB/s) [10m22s:3m27s] 73% |████████████████████████ | (86/117 GB, 148 MB/s) [10m22s:3m26s] 73% |████████████████████████ | (86/117 GB, 148 MB/s) [10m22s:3m27s] 73% |████████████████████████ | (86/117 GB, 148 MB/s) [10m22s:3m27s] 73% |████████████████████████ | (86/117 GB, 148 MB/s) [10m22s:3m27s] 73% |████████████████████████ | (86/117 GB, 148 MB/s) [10m22s:3m26s] 73% |████████████████████████ | (86/117 GB, 141 MB/s) [10m22s:3m36s] 73% |████████████████████████ | (86/117 GB, 141 MB/s) [10m22s:3m36s] 73% |████████████████████████ | (86/117 GB, 141 MB/s) [10m22s:3m36s] 73% |████████████████████████ | (87/117 GB, 141 MB/s) [10m23s:3m36s] 73% |████████████████████████ | (87/117 GB, 141 MB/s) [10m23s:3m36s] 73% |████████████████████████ | (87/117 GB, 141 MB/s) [10m23s:3m35s] 73% |████████████████████████ | (87/117 GB, 141 MB/s) [10m23s:3m35s] 73% |████████████████████████ | (87/117 GB, 141 MB/s) [10m23s:3m35s] 73% |████████████████████████ | (87/117 GB, 141 MB/s) [10m23s:3m35s] 73% |████████████████████████ | (87/117 GB, 141 MB/s) [10m23s:3m35s] 73% |████████████████████████ | (87/117 GB, 141 MB/s) [10m23s:3m35s] 73% |████████████████████████ | (87/117 GB, 141 MB/s) [10m23s:3m35s] 74% |█████████████████████████ | (87/117 GB, 141 MB/s) [10m23s:3m35s] 74% |█████████████████████████ | (87/117 GB, 141 MB/s) [10m24s:3m35s] 74% |█████████████████████████ | (87/117 GB, 141 MB/s) [10m24s:3m34s] 74% |█████████████████████████ | (87/117 GB, 141 MB/s) [10m24s:3m34s] 74% |█████████████████████████ | (87/117 GB, 141 MB/s) [10m24s:3m34s] 74% |█████████████████████████ | (87/117 GB, 153 MB/s) [10m24s:3m17s] 74% |█████████████████████████ | (87/117 GB, 153 MB/s) [10m24s:3m17s] 74% |█████████████████████████ | (87/117 GB, 153 MB/s) [10m24s:3m17s] 74% |█████████████████████████ | (87/117 GB, 153 MB/s) [10m24s:3m17s] 74% |█████████████████████████ | (87/117 GB, 153 MB/s) [10m24s:3m17s] 74% |█████████████████████████ | (87/117 GB, 153 MB/s) [10m24s:3m17s] 74% |█████████████████████████ | (87/117 GB, 153 MB/s) [10m24s:3m17s] 74% |█████████████████████████ | (87/117 GB, 153 MB/s) [10m24s:3m17s] 74% |█████████████████████████ | (87/117 GB, 169 MB/s) [10m24s:2m58s] 74% |█████████████████████████ | (87/117 GB, 169 MB/s) [10m25s:2m58s] 74% |█████████████████████████ | (87/117 GB, 169 MB/s) [10m25s:2m58s] 74% |█████████████████████████ | (87/117 GB, 169 MB/s) [10m25s:2m58s] 74% |█████████████████████████ | (87/117 GB, 169 MB/s) [10m25s:2m58s] 74% |█████████████████████████ | (87/117 GB, 168 MB/s) [10m25s:2m59s] 74% |█████████████████████████ | (87/117 GB, 168 MB/s) [10m25s:2m59s] 74% |█████████████████████████ | (87/117 GB, 168 MB/s) [10m25s:2m59s] 74% |█████████████████████████ | (87/117 GB, 168 MB/s) [10m25s:2m59s] 74% |█████████████████████████ | (87/117 GB, 168 MB/s) [10m25s:2m58s] 74% |█████████████████████████ | (87/117 GB, 168 MB/s) [10m25s:2m58s] 74% |█████████████████████████ | (87/117 GB, 162 MB/s) [10m25s:3m5s] 74% |█████████████████████████ | (87/117 GB, 162 MB/s) [10m25s:3m5s] 74% |█████████████████████████ | (87/117 GB, 162 MB/s) [10m25s:3m5s] 74% |█████████████████████████ | (87/117 GB, 162 MB/s) [10m26s:3m5s] 74% |█████████████████████████ | (87/117 GB, 162 MB/s) [10m26s:3m5s] 74% |█████████████████████████ | (87/117 GB, 162 MB/s) [10m26s:3m5s] 74% |█████████████████████████ | (87/117 GB, 163 MB/s) [10m26s:3m3s] 74% |█████████████████████████ | (87/117 GB, 163 MB/s) [10m26s:3m3s] 74% |█████████████████████████ | (87/117 GB, 163 MB/s) [10m26s:3m3s] 74% |█████████████████████████ | (87/117 GB, 163 MB/s) [10m26s:3m3s] 74% |█████████████████████████ | (87/117 GB, 163 MB/s) [10m26s:3m3s] 74% |█████████████████████████ | (87/117 GB, 163 MB/s) [10m26s:3m3s] 74% |█████████████████████████ | (87/117 GB, 162 MB/s) [10m26s:3m4s] 74% |█████████████████████████ | (87/117 GB, 162 MB/s) [10m26s:3m3s] 74% |█████████████████████████ | (87/117 GB, 162 MB/s) [10m26s:3m3s] 74% |█████████████████████████ | (87/117 GB, 162 MB/s) [10m27s:3m3s] 74% |█████████████████████████ | (87/117 GB, 162 MB/s) [10m27s:3m3s] 74% |█████████████████████████ | (87/117 GB, 162 MB/s) [10m27s:3m3s] 74% |█████████████████████████ | (87/117 GB, 162 MB/s) [10m27s:3m3s] 74% |█████████████████████████ | (87/117 GB, 161 MB/s) [10m27s:3m5s] 74% |█████████████████████████ | (87/117 GB, 161 MB/s) [10m27s:3m5s] 74% |█████████████████████████ | (87/117 GB, 161 MB/s) [10m27s:3m5s] 74% |█████████████████████████ | (87/117 GB, 161 MB/s) [10m27s:3m5s] 74% |█████████████████████████ | (87/117 GB, 161 MB/s) [10m27s:3m5s] 74% |█████████████████████████ | (87/117 GB, 160 MB/s) [10m27s:3m6s] 74% |█████████████████████████ | (87/117 GB, 160 MB/s) [10m27s:3m6s] 74% |█████████████████████████ | (87/117 GB, 160 MB/s) [10m28s:3m6s] 74% |█████████████████████████ | (87/117 GB, 160 MB/s) [10m28s:3m6s] 74% |█████████████████████████ | (87/117 GB, 156 MB/s) [10m28s:3m10s] 74% |█████████████████████████ | (87/117 GB, 156 MB/s) [10m28s:3m10s] 74% |█████████████████████████ | (87/117 GB, 156 MB/s) [10m28s:3m10s] 74% |█████████████████████████ | (87/117 GB, 156 MB/s) [10m28s:3m10s] 74% |█████████████████████████ | (87/117 GB, 156 MB/s) [10m28s:3m10s] 74% |█████████████████████████ | (87/117 GB, 156 MB/s) [10m28s:3m10s] 74% |█████████████████████████ | (88/117 GB, 156 MB/s) [10m28s:3m10s] 74% |█████████████████████████ | (88/117 GB, 168 MB/s) [10m28s:2m56s] 74% |█████████████████████████ | (88/117 GB, 168 MB/s) [10m29s:2m56s] 74% |█████████████████████████ | (88/117 GB, 168 MB/s) [10m29s:2m56s] 74% |█████████████████████████ | (88/117 GB, 168 MB/s) [10m29s:2m56s] 74% |█████████████████████████ | (88/117 GB, 156 MB/s) [10m29s:3m9s] 74% |█████████████████████████ | (88/117 GB, 156 MB/s) [10m29s:3m8s] 74% |█████████████████████████ | (88/117 GB, 156 MB/s) [10m29s:3m8s] 74% |█████████████████████████ | (88/117 GB, 156 MB/s) [10m29s:3m8s] 74% |█████████████████████████ | (88/117 GB, 156 MB/s) [10m29s:3m8s] 74% |█████████████████████████ | (88/117 GB, 140 MB/s) [10m30s:3m29s] 74% |█████████████████████████ | (88/117 GB, 140 MB/s) [10m30s:3m29s] 74% |█████████████████████████ | (88/117 GB, 140 MB/s) [10m30s:3m29s] 74% |█████████████████████████ | (88/117 GB, 140 MB/s) [10m30s:3m29s] 74% |█████████████████████████ | (88/117 GB, 140 MB/s) [10m30s:3m29s] 74% |█████████████████████████ | (88/117 GB, 133 MB/s) [10m30s:3m40s] 74% |█████████████████████████ | (88/117 GB, 133 MB/s) [10m30s:3m40s] 74% |█████████████████████████ | (88/117 GB, 133 MB/s) [10m30s:3m40s] 74% |█████████████████████████ | (88/117 GB, 133 MB/s) [10m30s:3m40s] 74% |█████████████████████████ | (88/117 GB, 133 MB/s) [10m30s:3m40s] 74% |█████████████████████████ | (88/117 GB, 133 MB/s) [10m31s:3m39s] 74% |█████████████████████████ | (88/117 GB, 133 MB/s) [10m31s:3m39s] 74% |█████████████████████████ | (88/117 GB, 140 MB/s) [10m31s:3m29s] 74% |█████████████████████████ | (88/117 GB, 140 MB/s) [10m31s:3m29s] 74% |█████████████████████████ | (88/117 GB, 140 MB/s) [10m31s:3m29s] 75% |█████████████████████████ | (88/117 GB, 140 MB/s) [10m31s:3m29s] 75% |█████████████████████████ | (88/117 GB, 140 MB/s) [10m31s:3m29s] 75% |█████████████████████████ | (88/117 GB, 140 MB/s) [10m31s:3m29s] 75% |█████████████████████████ | (88/117 GB, 140 MB/s) [10m31s:3m28s] 75% |█████████████████████████ | (88/117 GB, 146 MB/s) [10m31s:3m19s] 75% |█████████████████████████ | (88/117 GB, 146 MB/s) [10m31s:3m19s] 75% |█████████████████████████ | (88/117 GB, 128 MB/s) [10m33s:3m47s] 75% |█████████████████████████ | (88/117 GB, 128 MB/s) [10m33s:3m47s] 75% |█████████████████████████ | (88/117 GB, 128 MB/s) [10m33s:3m47s] 75% |█████████████████████████ | (88/117 GB, 128 MB/s) [10m34s:3m47s] 75% |█████████████████████████ | (88/117 GB, 128 MB/s) [10m34s:3m47s] 75% |█████████████████████████ | (88/117 GB, 128 MB/s) [10m34s:3m47s] 75% |██████████████████████████ | (88/117 GB, 119 MB/s) [10m34s:4m4s] 75% |██████████████████████████ | (88/117 GB, 119 MB/s) [10m34s:4m4s] 75% |██████████████████████████ | (88/117 GB, 119 MB/s) [10m34s:4m4s] 75% |██████████████████████████ | (88/117 GB, 119 MB/s) [10m34s:4m4s] 75% |██████████████████████████ | (88/117 GB, 119 MB/s) [10m34s:4m3s] 75% |██████████████████████████ | (88/117 GB, 119 MB/s) [10m34s:4m3s] 75% |█████████████████████████ | (88/117 GB, 127 MB/s) [10m34s:3m49s] 75% |█████████████████████████ | (88/117 GB, 127 MB/s) [10m34s:3m49s] 75% |█████████████████████████ | (88/117 GB, 127 MB/s) [10m34s:3m49s] 75% |█████████████████████████ | (88/117 GB, 127 MB/s) [10m35s:3m49s] 75% |█████████████████████████ | (88/117 GB, 127 MB/s) [10m35s:3m49s] 75% |█████████████████████████ | (88/117 GB, 127 MB/s) [10m35s:3m48s] 75% |█████████████████████████ | (88/117 GB, 138 MB/s) [10m35s:3m29s] 75% |█████████████████████████ | (88/117 GB, 138 MB/s) [10m35s:3m29s] 75% |█████████████████████████ | (88/117 GB, 138 MB/s) [10m35s:3m29s] 75% |█████████████████████████ | (88/117 GB, 138 MB/s) [10m35s:3m29s] 75% |█████████████████████████ | (88/117 GB, 138 MB/s) [10m35s:3m29s] 75% |█████████████████████████ | (88/117 GB, 138 MB/s) [10m35s:3m29s] 75% |█████████████████████████ | (88/117 GB, 136 MB/s) [10m35s:3m32s] 75% |█████████████████████████ | (88/117 GB, 136 MB/s) [10m35s:3m32s] 75% |█████████████████████████ | (88/117 GB, 136 MB/s) [10m35s:3m32s] 75% |█████████████████████████ | (88/117 GB, 136 MB/s) [10m36s:3m32s] 75% |█████████████████████████ | (88/117 GB, 136 MB/s) [10m36s:3m31s] 75% |█████████████████████████ | (88/117 GB, 136 MB/s) [10m36s:3m31s] 75% |█████████████████████████ | (88/117 GB, 142 MB/s) [10m36s:3m22s] 75% |█████████████████████████ | (88/117 GB, 142 MB/s) [10m36s:3m22s] 75% |█████████████████████████ | (88/117 GB, 142 MB/s) [10m36s:3m22s] 75% |█████████████████████████ | (88/117 GB, 142 MB/s) [10m36s:3m22s] 75% |█████████████████████████ | (88/117 GB, 142 MB/s) [10m36s:3m22s] 75% |█████████████████████████ | (88/117 GB, 142 MB/s) [10m36s:3m21s] 75% |█████████████████████████ | (88/117 GB, 150 MB/s) [10m36s:3m11s] 75% |█████████████████████████ | (88/117 GB, 150 MB/s) [10m36s:3m11s] 75% |█████████████████████████ | (88/117 GB, 150 MB/s) [10m37s:3m11s] 75% |█████████████████████████ | (88/117 GB, 150 MB/s) [10m37s:3m11s] 75% |█████████████████████████ | (88/117 GB, 150 MB/s) [10m37s:3m11s] 75% |█████████████████████████ | (88/117 GB, 150 MB/s) [10m37s:3m11s] 75% |██████████████████████████ | (88/117 GB, 158 MB/s) [10m37s:3m1s] 75% |██████████████████████████ | (88/117 GB, 158 MB/s) [10m37s:3m1s] 75% |██████████████████████████ | (88/117 GB, 158 MB/s) [10m37s:3m1s] 75% |██████████████████████████ | (88/117 GB, 158 MB/s) [10m37s:3m1s] 75% |██████████████████████████ | (88/117 GB, 158 MB/s) [10m37s:3m1s] 75% |██████████████████████████ | (88/117 GB, 158 MB/s) [10m37s:3m1s] 75% |█████████████████████████ | (88/117 GB, 148 MB/s) [10m37s:3m13s] 75% |█████████████████████████ | (89/117 GB, 148 MB/s) [10m37s:3m13s] 75% |█████████████████████████ | (89/117 GB, 148 MB/s) [10m37s:3m13s] 75% |█████████████████████████ | (89/117 GB, 148 MB/s) [10m38s:3m13s] 75% |█████████████████████████ | (89/117 GB, 148 MB/s) [10m38s:3m13s] 75% |█████████████████████████ | (89/117 GB, 148 MB/s) [10m38s:3m13s] 75% |█████████████████████████ | (89/117 GB, 136 MB/s) [10m38s:3m29s] 75% |█████████████████████████ | (89/117 GB, 136 MB/s) [10m38s:3m29s] 75% |█████████████████████████ | (89/117 GB, 136 MB/s) [10m38s:3m29s] 75% |█████████████████████████ | (89/117 GB, 136 MB/s) [10m38s:3m29s] 75% |█████████████████████████ | (89/117 GB, 141 MB/s) [10m38s:3m21s] 75% |█████████████████████████ | (89/117 GB, 141 MB/s) [10m38s:3m21s] 75% |█████████████████████████ | (89/117 GB, 141 MB/s) [10m39s:3m21s] 75% |█████████████████████████ | (89/117 GB, 141 MB/s) [10m39s:3m21s] 75% |█████████████████████████ | (89/117 GB, 141 MB/s) [10m39s:3m21s] 75% |█████████████████████████ | (89/117 GB, 140 MB/s) [10m39s:3m22s] 75% |█████████████████████████ | (89/117 GB, 140 MB/s) [10m39s:3m22s] 75% |█████████████████████████ | (89/117 GB, 140 MB/s) [10m39s:3m22s] 75% |█████████████████████████ | (89/117 GB, 140 MB/s) [10m39s:3m21s] 75% |█████████████████████████ | (89/117 GB, 140 MB/s) [10m39s:3m21s] 75% |█████████████████████████ | (89/117 GB, 136 MB/s) [10m39s:3m29s] 75% |█████████████████████████ | (89/117 GB, 136 MB/s) [10m39s:3m28s] 75% |█████████████████████████ | (89/117 GB, 136 MB/s) [10m40s:3m28s] 75% |█████████████████████████ | (89/117 GB, 136 MB/s) [10m40s:3m28s] 75% |█████████████████████████ | (89/117 GB, 136 MB/s) [10m40s:3m28s] 75% |█████████████████████████ | (89/117 GB, 136 MB/s) [10m40s:3m28s] 75% |█████████████████████████ | (89/117 GB, 136 MB/s) [10m40s:3m28s] 75% |█████████████████████████ | (89/117 GB, 139 MB/s) [10m40s:3m23s] 75% |█████████████████████████ | (89/117 GB, 139 MB/s) [10m40s:3m23s] 75% |█████████████████████████ | (89/117 GB, 139 MB/s) [10m40s:3m23s] 75% |█████████████████████████ | (89/117 GB, 139 MB/s) [10m40s:3m23s] 75% |█████████████████████████ | (89/117 GB, 139 MB/s) [10m40s:3m23s] 75% |█████████████████████████ | (89/117 GB, 139 MB/s) [10m40s:3m22s] 75% |█████████████████████████ | (89/117 GB, 139 MB/s) [10m40s:3m22s] 75% |█████████████████████████ | (89/117 GB, 147 MB/s) [10m40s:3m11s] 75% |█████████████████████████ | (89/117 GB, 147 MB/s) [10m41s:3m11s] 76% |█████████████████████████ | (89/117 GB, 147 MB/s) [10m41s:3m11s] 76% |█████████████████████████ | (89/117 GB, 147 MB/s) [10m41s:3m11s] 76% |█████████████████████████ | (89/117 GB, 147 MB/s) [10m41s:3m11s] 76% |█████████████████████████ | (89/117 GB, 147 MB/s) [10m41s:3m11s] 76% |██████████████████████████ | (89/117 GB, 149 MB/s) [10m41s:3m8s] 76% |██████████████████████████ | (89/117 GB, 149 MB/s) [10m41s:3m7s] 76% |██████████████████████████ | (89/117 GB, 149 MB/s) [10m41s:3m7s] 76% |██████████████████████████ | (89/117 GB, 149 MB/s) [10m41s:3m7s] 76% |██████████████████████████ | (89/117 GB, 149 MB/s) [10m41s:3m7s] 76% |██████████████████████████ | (89/117 GB, 149 MB/s) [10m41s:3m7s] 76% |█████████████████████████ | (89/117 GB, 144 MB/s) [10m42s:3m14s] 76% |█████████████████████████ | (89/117 GB, 144 MB/s) [10m42s:3m14s] 76% |█████████████████████████ | (89/117 GB, 144 MB/s) [10m42s:3m14s] 76% |█████████████████████████ | (89/117 GB, 144 MB/s) [10m42s:3m14s] 76% |█████████████████████████ | (89/117 GB, 129 MB/s) [10m43s:3m36s] 76% |█████████████████████████ | (89/117 GB, 129 MB/s) [10m43s:3m36s] 76% |█████████████████████████ | (89/117 GB, 129 MB/s) [10m43s:3m36s] 76% |█████████████████████████ | (89/117 GB, 129 MB/s) [10m43s:3m36s] 76% |█████████████████████████ | (89/117 GB, 129 MB/s) [10m44s:3m35s] 76% |█████████████████████████ | (89/117 GB, 121 MB/s) [10m44s:3m49s] 76% |█████████████████████████ | (89/117 GB, 121 MB/s) [10m44s:3m49s] 76% |█████████████████████████ | (89/117 GB, 121 MB/s) [10m44s:3m49s] 76% |█████████████████████████ | (89/117 GB, 121 MB/s) [10m44s:3m49s] 76% |█████████████████████████ | (89/117 GB, 121 MB/s) [10m44s:3m49s] 76% |█████████████████████████ | (89/117 GB, 118 MB/s) [10m44s:3m55s] 76% |█████████████████████████ | (89/117 GB, 118 MB/s) [10m44s:3m55s] 76% |█████████████████████████ | (89/117 GB, 118 MB/s) [10m44s:3m55s] 76% |█████████████████████████ | (89/117 GB, 118 MB/s) [10m45s:3m55s] 76% |█████████████████████████ | (89/117 GB, 120 MB/s) [10m45s:3m51s] 76% |█████████████████████████ | (89/117 GB, 120 MB/s) [10m45s:3m50s] 76% |█████████████████████████ | (89/117 GB, 120 MB/s) [10m45s:3m50s] 76% |█████████████████████████ | (89/117 GB, 120 MB/s) [10m45s:3m50s] 76% |█████████████████████████ | (89/117 GB, 120 MB/s) [10m45s:3m50s] 76% |█████████████████████████ | (89/117 GB, 117 MB/s) [10m45s:3m56s] 76% |█████████████████████████ | (89/117 GB, 117 MB/s) [10m45s:3m56s] 76% |█████████████████████████ | (89/117 GB, 117 MB/s) [10m45s:3m56s] 76% |█████████████████████████ | (89/117 GB, 117 MB/s) [10m46s:3m56s] 76% |█████████████████████████ | (89/117 GB, 117 MB/s) [10m46s:3m56s] 76% |█████████████████████████ | (89/117 GB, 117 MB/s) [10m46s:3m55s] 76% |█████████████████████████ | (89/117 GB, 119 MB/s) [10m46s:3m52s] 76% |█████████████████████████ | (89/117 GB, 119 MB/s) [10m46s:3m52s] 76% |█████████████████████████ | (89/117 GB, 119 MB/s) [10m46s:3m52s] 76% |█████████████████████████ | (89/117 GB, 119 MB/s) [10m46s:3m52s] 76% |█████████████████████████ | (90/117 GB, 119 MB/s) [10m46s:3m52s] 76% |█████████████████████████ | (90/117 GB, 119 MB/s) [10m46s:3m51s] 76% |█████████████████████████ | (90/117 GB, 119 MB/s) [10m46s:3m51s] 76% |█████████████████████████ | (90/117 GB, 123 MB/s) [10m46s:3m44s] 76% |█████████████████████████ | (90/117 GB, 123 MB/s) [10m46s:3m44s] 76% |█████████████████████████ | (90/117 GB, 123 MB/s) [10m46s:3m43s] 76% |█████████████████████████ | (90/117 GB, 123 MB/s) [10m47s:3m43s] 76% |█████████████████████████ | (90/117 GB, 123 MB/s) [10m47s:3m43s] 76% |█████████████████████████ | (90/117 GB, 123 MB/s) [10m47s:3m43s] 76% |█████████████████████████ | (90/117 GB, 123 MB/s) [10m47s:3m43s] 76% |█████████████████████████ | (90/117 GB, 121 MB/s) [10m47s:3m46s] 76% |█████████████████████████ | (90/117 GB, 121 MB/s) [10m47s:3m46s] 76% |█████████████████████████ | (90/117 GB, 121 MB/s) [10m47s:3m46s] 76% |█████████████████████████ | (90/117 GB, 121 MB/s) [10m47s:3m46s] 76% |█████████████████████████ | (90/117 GB, 121 MB/s) [10m47s:3m46s] 76% |█████████████████████████ | (90/117 GB, 121 MB/s) [10m47s:3m46s] 76% |█████████████████████████ | (90/117 GB, 121 MB/s) [10m47s:3m46s] 76% |█████████████████████████ | (90/117 GB, 127 MB/s) [10m47s:3m34s] 76% |█████████████████████████ | (90/117 GB, 127 MB/s) [10m47s:3m34s] 76% |█████████████████████████ | (90/117 GB, 127 MB/s) [10m47s:3m34s] 76% |█████████████████████████ | (90/117 GB, 127 MB/s) [10m47s:3m34s] 76% |█████████████████████████ | (90/117 GB, 127 MB/s) [10m48s:3m34s] 76% |█████████████████████████ | (90/117 GB, 127 MB/s) [10m48s:3m33s] 76% |█████████████████████████ | (90/117 GB, 127 MB/s) [10m48s:3m33s] 76% |█████████████████████████ | (90/117 GB, 127 MB/s) [10m48s:3m33s] 76% |█████████████████████████ | (90/117 GB, 138 MB/s) [10m48s:3m16s] 76% |█████████████████████████ | (90/117 GB, 138 MB/s) [10m48s:3m16s] 76% |█████████████████████████ | (90/117 GB, 138 MB/s) [10m48s:3m16s] 76% |█████████████████████████ | (90/117 GB, 138 MB/s) [10m48s:3m16s] 76% |█████████████████████████ | (90/117 GB, 138 MB/s) [10m48s:3m16s] 76% |█████████████████████████ | (90/117 GB, 138 MB/s) [10m48s:3m16s] 76% |█████████████████████████ | (90/117 GB, 151 MB/s) [10m48s:2m59s] 76% |█████████████████████████ | (90/117 GB, 151 MB/s) [10m48s:2m59s] 76% |█████████████████████████ | (90/117 GB, 151 MB/s) [10m49s:2m59s] 76% |█████████████████████████ | (90/117 GB, 151 MB/s) [10m49s:2m59s] 76% |█████████████████████████ | (90/117 GB, 151 MB/s) [10m49s:2m59s] 76% |█████████████████████████ | (90/117 GB, 153 MB/s) [10m49s:2m56s] 76% |█████████████████████████ | (90/117 GB, 153 MB/s) [10m49s:2m56s] 76% |█████████████████████████ | (90/117 GB, 153 MB/s) [10m49s:2m56s] 76% |█████████████████████████ | (90/117 GB, 153 MB/s) [10m49s:2m56s] 76% |█████████████████████████ | (90/117 GB, 153 MB/s) [10m49s:2m56s] 76% |█████████████████████████ | (90/117 GB, 153 MB/s) [10m49s:2m56s] 76% |█████████████████████████ | (90/117 GB, 153 MB/s) [10m49s:2m56s] 76% |█████████████████████████ | (90/117 GB, 162 MB/s) [10m49s:2m46s] 76% |█████████████████████████ | (90/117 GB, 162 MB/s) [10m49s:2m46s] 76% |█████████████████████████ | (90/117 GB, 162 MB/s) [10m50s:2m46s] 76% |█████████████████████████ | (90/117 GB, 162 MB/s) [10m50s:2m46s] 76% |█████████████████████████ | (90/117 GB, 162 MB/s) [10m50s:2m46s] 76% |█████████████████████████ | (90/117 GB, 162 MB/s) [10m50s:2m46s] 77% |██████████████████████████ | (90/117 GB, 168 MB/s) [10m50s:2m40s] 77% |██████████████████████████ | (90/117 GB, 168 MB/s) [10m50s:2m40s] 77% |██████████████████████████ | (90/117 GB, 168 MB/s) [10m50s:2m40s] 77% |██████████████████████████ | (90/117 GB, 168 MB/s) [10m50s:2m40s] 77% |██████████████████████████ | (90/117 GB, 168 MB/s) [10m50s:2m40s] 77% |██████████████████████████ | (90/117 GB, 168 MB/s) [10m51s:2m40s] 77% |██████████████████████████ | (90/117 GB, 168 MB/s) [10m51s:2m40s] 77% |██████████████████████████ | (90/117 GB, 168 MB/s) [10m51s:2m40s] 77% |██████████████████████████ | (90/117 GB, 168 MB/s) [10m51s:2m40s] 77% |██████████████████████████ | (90/117 GB, 161 MB/s) [10m51s:2m47s] 77% |██████████████████████████ | (90/117 GB, 161 MB/s) [10m51s:2m47s] 77% |██████████████████████████ | (90/117 GB, 161 MB/s) [10m51s:2m47s] 77% |██████████████████████████ | (90/117 GB, 161 MB/s) [10m51s:2m47s] 77% |██████████████████████████ | (90/117 GB, 161 MB/s) [10m51s:2m46s] 77% |██████████████████████████ | (90/117 GB, 161 MB/s) [10m51s:2m46s] 77% |██████████████████████████ | (90/117 GB, 161 MB/s) [10m51s:2m46s] 77% |██████████████████████████ | (90/117 GB, 156 MB/s) [10m52s:2m51s] 77% |██████████████████████████ | (90/117 GB, 156 MB/s) [10m52s:2m51s] 77% |██████████████████████████ | (90/117 GB, 156 MB/s) [10m52s:2m51s] 77% |██████████████████████████ | (90/117 GB, 156 MB/s) [10m52s:2m51s] 77% |██████████████████████████ | (90/117 GB, 141 MB/s) [10m52s:3m9s] 77% |██████████████████████████ | (90/117 GB, 141 MB/s) [10m52s:3m9s] 77% |██████████████████████████ | (90/117 GB, 141 MB/s) [10m52s:3m9s] 77% |██████████████████████████ | (90/117 GB, 141 MB/s) [10m52s:3m9s] 77% |██████████████████████████ | (90/117 GB, 141 MB/s) [10m52s:3m9s] 77% |██████████████████████████ | (90/117 GB, 125 MB/s) [10m53s:3m32s] 77% |██████████████████████████ | (90/117 GB, 125 MB/s) [10m53s:3m32s] 77% |██████████████████████████ | (90/117 GB, 125 MB/s) [10m53s:3m32s] 77% |██████████████████████████ | (90/117 GB, 125 MB/s) [10m53s:3m32s] 77% |██████████████████████████ | (90/117 GB, 125 MB/s) [10m53s:3m32s] 77% |██████████████████████████ | (90/117 GB, 125 MB/s) [10m53s:3m32s] 77% |██████████████████████████ | (90/117 GB, 112 MB/s) [10m53s:3m57s] 77% |██████████████████████████ | (90/117 GB, 112 MB/s) [10m53s:3m57s] 77% |██████████████████████████ | (90/117 GB, 112 MB/s) [10m53s:3m56s] 77% |██████████████████████████ | (90/117 GB, 112 MB/s) [10m53s:3m56s] 77% |██████████████████████████ | (90/117 GB, 112 MB/s) [10m53s:3m56s] 77% |██████████████████████████ | (90/117 GB, 112 MB/s) [10m54s:3m56s] 77% |██████████████████████████ | (90/117 GB, 112 MB/s) [10m54s:3m56s] 77% |██████████████████████████ | (91/117 GB, 112 MB/s) [10m54s:3m55s] 77% |██████████████████████████ | (91/117 GB, 112 MB/s) [10m54s:3m55s] 77% |██████████████████████████ | (91/117 GB, 112 MB/s) [10m54s:3m55s] 77% |██████████████████████████ | (91/117 GB, 112 MB/s) [10m54s:3m55s] 77% |██████████████████████████ | (91/117 GB, 112 MB/s) [10m54s:3m55s] 77% |██████████████████████████ | (91/117 GB, 119 MB/s) [10m54s:3m42s] 77% |██████████████████████████ | (91/117 GB, 119 MB/s) [10m54s:3m41s] 77% |██████████████████████████ | (91/117 GB, 119 MB/s) [10m54s:3m41s] 77% |██████████████████████████ | (91/117 GB, 119 MB/s) [10m54s:3m41s] 77% |██████████████████████████ | (91/117 GB, 119 MB/s) [10m55s:3m41s] 77% |██████████████████████████ | (91/117 GB, 119 MB/s) [10m55s:3m41s] 77% |██████████████████████████ | (91/117 GB, 120 MB/s) [10m55s:3m38s] 77% |██████████████████████████ | (91/117 GB, 120 MB/s) [10m55s:3m38s] 77% |██████████████████████████ | (91/117 GB, 120 MB/s) [10m55s:3m38s] 77% |██████████████████████████ | (91/117 GB, 120 MB/s) [10m55s:3m38s] 77% |██████████████████████████ | (91/117 GB, 120 MB/s) [10m55s:3m38s] 77% |██████████████████████████ | (91/117 GB, 120 MB/s) [10m55s:3m38s] 77% |██████████████████████████ | (91/117 GB, 119 MB/s) [10m55s:3m40s] 77% |██████████████████████████ | (91/117 GB, 119 MB/s) [10m55s:3m40s] 77% |██████████████████████████ | (91/117 GB, 119 MB/s) [10m55s:3m40s] 77% |██████████████████████████ | (91/117 GB, 119 MB/s) [10m56s:3m40s] 77% |██████████████████████████ | (91/117 GB, 119 MB/s) [10m56s:3m40s] 77% |██████████████████████████ | (91/117 GB, 121 MB/s) [10m56s:3m36s] 77% |██████████████████████████ | (91/117 GB, 121 MB/s) [10m56s:3m36s] 77% |██████████████████████████ | (91/117 GB, 121 MB/s) [10m56s:3m36s] 77% |██████████████████████████ | (91/117 GB, 121 MB/s) [10m56s:3m36s] 77% |██████████████████████████ | (91/117 GB, 121 MB/s) [10m56s:3m36s] 77% |██████████████████████████ | (91/117 GB, 123 MB/s) [10m56s:3m32s] 77% |██████████████████████████ | (91/117 GB, 123 MB/s) [10m56s:3m32s] 77% |██████████████████████████ | (91/117 GB, 123 MB/s) [10m56s:3m32s] 77% |██████████████████████████ | (91/117 GB, 123 MB/s) [10m57s:3m31s] 77% |██████████████████████████ | (91/117 GB, 123 MB/s) [10m57s:3m31s] 77% |██████████████████████████ | (91/117 GB, 123 MB/s) [10m57s:3m31s] 77% |██████████████████████████ | (91/117 GB, 123 MB/s) [10m57s:3m31s] 77% |██████████████████████████ | (91/117 GB, 124 MB/s) [10m57s:3m30s] 77% |██████████████████████████ | (91/117 GB, 124 MB/s) [10m57s:3m30s] 77% |██████████████████████████ | (91/117 GB, 124 MB/s) [10m57s:3m29s] 77% |██████████████████████████ | (91/117 GB, 124 MB/s) [10m57s:3m29s] 77% |██████████████████████████ | (91/117 GB, 124 MB/s) [10m57s:3m29s] 77% |██████████████████████████ | (91/117 GB, 124 MB/s) [10m57s:3m29s] 77% |██████████████████████████ | (91/117 GB, 129 MB/s) [10m57s:3m22s] 77% |██████████████████████████ | (91/117 GB, 129 MB/s) [10m58s:3m22s] 77% |██████████████████████████ | (91/117 GB, 129 MB/s) [10m58s:3m22s] 77% |██████████████████████████ | (91/117 GB, 129 MB/s) [10m58s:3m22s] 77% |██████████████████████████ | (91/117 GB, 129 MB/s) [10m58s:3m21s] 77% |██████████████████████████ | (91/117 GB, 129 MB/s) [10m58s:3m21s] 77% |██████████████████████████ | (91/117 GB, 129 MB/s) [10m58s:3m21s] 77% |██████████████████████████ | (91/117 GB, 129 MB/s) [10m58s:3m21s] 77% |██████████████████████████ | (91/117 GB, 129 MB/s) [10m58s:3m21s] 77% |██████████████████████████ | (91/117 GB, 129 MB/s) [10m58s:3m21s] 77% |██████████████████████████ | (91/117 GB, 129 MB/s) [10m58s:3m21s] 77% |██████████████████████████ | (91/117 GB, 133 MB/s) [10m58s:3m14s] 77% |██████████████████████████ | (91/117 GB, 133 MB/s) [10m59s:3m14s] 77% |██████████████████████████ | (91/117 GB, 133 MB/s) [10m59s:3m14s] 77% |██████████████████████████ | (91/117 GB, 133 MB/s) [10m59s:3m14s] 77% |██████████████████████████ | (91/117 GB, 133 MB/s) [10m59s:3m14s] 77% |██████████████████████████ | (91/117 GB, 132 MB/s) [10m59s:3m15s] 77% |██████████████████████████ | (91/117 GB, 132 MB/s) [10m59s:3m15s] 77% |██████████████████████████ | (91/117 GB, 132 MB/s) [10m59s:3m15s] 77% |██████████████████████████ | (91/117 GB, 122 MB/s) [11m0s:3m30s] 77% |██████████████████████████ | (91/117 GB, 122 MB/s) [11m0s:3m30s] 77% |██████████████████████████ | (91/117 GB, 122 MB/s) [11m0s:3m30s] 77% |██████████████████████████ | (91/117 GB, 122 MB/s) [11m0s:3m30s] 78% |███████████████████████████ | (91/117 GB, 122 MB/s) [11m0s:3m30s] 78% |███████████████████████████ | (91/117 GB, 122 MB/s) [11m0s:3m30s] 78% |███████████████████████████ | (91/117 GB, 122 MB/s) [11m0s:3m30s] 78% |███████████████████████████ | (91/117 GB, 122 MB/s) [11m0s:3m30s] 78% |███████████████████████████ | (91/117 GB, 122 MB/s) [11m0s:3m30s] 78% |███████████████████████████ | (91/117 GB, 122 MB/s) [11m0s:3m30s] 78% |███████████████████████████ | (91/117 GB, 122 MB/s) [11m0s:3m30s] 78% |███████████████████████████ | (91/117 GB, 122 MB/s) [11m0s:3m30s] 78% |███████████████████████████ | (91/117 GB, 122 MB/s) [11m1s:3m30s] 78% |███████████████████████████ | (91/117 GB, 118 MB/s) [11m1s:3m38s] 78% |███████████████████████████ | (91/117 GB, 118 MB/s) [11m1s:3m38s] 78% |███████████████████████████ | (91/117 GB, 118 MB/s) [11m1s:3m38s] 78% |███████████████████████████ | (92/117 GB, 118 MB/s) [11m1s:3m37s] 78% |███████████████████████████ | (92/117 GB, 118 MB/s) [11m1s:3m37s] 78% |███████████████████████████ | (92/117 GB, 118 MB/s) [11m1s:3m37s] 78% |███████████████████████████ | (92/117 GB, 118 MB/s) [11m1s:3m37s] 78% |███████████████████████████ | (92/117 GB, 129 MB/s) [11m1s:3m17s] 78% |███████████████████████████ | (92/117 GB, 129 MB/s) [11m1s:3m17s] 78% |███████████████████████████ | (92/117 GB, 129 MB/s) [11m1s:3m17s] 78% |███████████████████████████ | (92/117 GB, 129 MB/s) [11m1s:3m17s] 78% |███████████████████████████ | (92/117 GB, 129 MB/s) [11m2s:3m17s] 78% |███████████████████████████ | (92/117 GB, 129 MB/s) [11m2s:3m17s] 78% |███████████████████████████ | (92/117 GB, 129 MB/s) [11m2s:3m16s] 78% |████████████████████████████ | (92/117 GB, 134 MB/s) [11m2s:3m9s] 78% |████████████████████████████ | (92/117 GB, 134 MB/s) [11m2s:3m9s] 78% |████████████████████████████ | (92/117 GB, 134 MB/s) [11m2s:3m9s] 78% |████████████████████████████ | (92/117 GB, 134 MB/s) [11m2s:3m9s] 78% |████████████████████████████ | (92/117 GB, 134 MB/s) [11m2s:3m9s] 78% |███████████████████████████ | (92/117 GB, 120 MB/s) [11m2s:3m32s] 78% |███████████████████████████ | (92/117 GB, 120 MB/s) [11m3s:3m32s] 78% |███████████████████████████ | (92/117 GB, 120 MB/s) [11m3s:3m32s] 78% |███████████████████████████ | (92/117 GB, 120 MB/s) [11m3s:3m32s] 78% |███████████████████████████ | (92/117 GB, 120 MB/s) [11m3s:3m32s] 78% |███████████████████████████ | (92/117 GB, 112 MB/s) [11m3s:3m47s] 78% |███████████████████████████ | (92/117 GB, 112 MB/s) [11m3s:3m47s] 78% |███████████████████████████ | (92/117 GB, 112 MB/s) [11m3s:3m47s] 78% |███████████████████████████ | (92/117 GB, 112 MB/s) [11m3s:3m47s] 78% |███████████████████████████ | (92/117 GB, 112 MB/s) [11m3s:3m47s] 78% |███████████████████████████ | (92/117 GB, 112 MB/s) [11m3s:3m47s] 78% |███████████████████████████ | (92/117 GB, 112 MB/s) [11m3s:3m46s] 78% |███████████████████████████ | (92/117 GB, 126 MB/s) [11m3s:3m21s] 78% |███████████████████████████ | (92/117 GB, 126 MB/s) [11m4s:3m21s] 78% |███████████████████████████ | (92/117 GB, 126 MB/s) [11m4s:3m21s] 78% |███████████████████████████ | (92/117 GB, 126 MB/s) [11m4s:3m21s] 78% |███████████████████████████ | (92/117 GB, 126 MB/s) [11m4s:3m21s] 78% |███████████████████████████ | (92/117 GB, 126 MB/s) [11m4s:3m20s] 78% |███████████████████████████ | (92/117 GB, 126 MB/s) [11m4s:3m20s] 78% |███████████████████████████ | (92/117 GB, 126 MB/s) [11m4s:3m20s] 78% |████████████████████████████ | (92/117 GB, 137 MB/s) [11m4s:3m3s] 78% |████████████████████████████ | (92/117 GB, 137 MB/s) [11m4s:3m3s] 78% |████████████████████████████ | (92/117 GB, 137 MB/s) [11m4s:3m3s] 78% |████████████████████████████ | (92/117 GB, 137 MB/s) [11m4s:3m3s] 78% |████████████████████████████ | (92/117 GB, 137 MB/s) [11m4s:3m3s] 78% |████████████████████████████ | (92/117 GB, 137 MB/s) [11m4s:3m3s] 78% |████████████████████████████ | (92/117 GB, 137 MB/s) [11m4s:3m3s] 78% |███████████████████████████ | (92/117 GB, 142 MB/s) [11m5s:2m56s] 78% |███████████████████████████ | (92/117 GB, 142 MB/s) [11m5s:2m56s] 78% |███████████████████████████ | (92/117 GB, 142 MB/s) [11m5s:2m56s] 78% |███████████████████████████ | (92/117 GB, 142 MB/s) [11m5s:2m55s] 78% |███████████████████████████ | (92/117 GB, 142 MB/s) [11m5s:2m55s] 78% |███████████████████████████ | (92/117 GB, 142 MB/s) [11m5s:2m55s] 78% |███████████████████████████ | (92/117 GB, 142 MB/s) [11m5s:2m55s] 78% |███████████████████████████ | (92/117 GB, 142 MB/s) [11m5s:2m55s] 78% |███████████████████████████ | (92/117 GB, 159 MB/s) [11m5s:2m36s] 78% |███████████████████████████ | (92/117 GB, 159 MB/s) [11m5s:2m36s] 78% |███████████████████████████ | (92/117 GB, 159 MB/s) [11m5s:2m36s] 78% |███████████████████████████ | (92/117 GB, 159 MB/s) [11m5s:2m36s] 78% |███████████████████████████ | (92/117 GB, 159 MB/s) [11m5s:2m36s] 78% |███████████████████████████ | (92/117 GB, 159 MB/s) [11m5s:2m36s] 78% |███████████████████████████ | (92/117 GB, 159 MB/s) [11m5s:2m36s] 78% |███████████████████████████ | (92/117 GB, 170 MB/s) [11m6s:2m26s] 78% |███████████████████████████ | (92/117 GB, 170 MB/s) [11m6s:2m26s] 78% |███████████████████████████ | (92/117 GB, 170 MB/s) [11m6s:2m26s] 78% |███████████████████████████ | (92/117 GB, 170 MB/s) [11m6s:2m26s] 78% |███████████████████████████ | (92/117 GB, 170 MB/s) [11m6s:2m26s] 78% |███████████████████████████ | (92/117 GB, 170 MB/s) [11m6s:2m25s] 78% |███████████████████████████ | (92/117 GB, 170 MB/s) [11m6s:2m25s] 78% |███████████████████████████ | (92/117 GB, 183 MB/s) [11m6s:2m15s] 78% |███████████████████████████ | (92/117 GB, 183 MB/s) [11m6s:2m15s] 78% |███████████████████████████ | (92/117 GB, 183 MB/s) [11m6s:2m15s] 78% |███████████████████████████ | (92/117 GB, 183 MB/s) [11m6s:2m15s] 78% |███████████████████████████ | (92/117 GB, 183 MB/s) [11m6s:2m15s] 78% |███████████████████████████ | (92/117 GB, 183 MB/s) [11m6s:2m14s] 78% |███████████████████████████ | (92/117 GB, 180 MB/s) [11m7s:2m16s] 78% |███████████████████████████ | (92/117 GB, 180 MB/s) [11m7s:2m16s] 78% |███████████████████████████ | (92/117 GB, 180 MB/s) [11m7s:2m16s] 78% |███████████████████████████ | (92/117 GB, 180 MB/s) [11m7s:2m16s] 79% |███████████████████████████ | (92/117 GB, 180 MB/s) [11m7s:2m16s] 79% |███████████████████████████ | (92/117 GB, 180 MB/s) [11m7s:2m16s] 79% |███████████████████████████ | (92/117 GB, 186 MB/s) [11m7s:2m12s] 79% |███████████████████████████ | (92/117 GB, 186 MB/s) [11m7s:2m12s] 79% |███████████████████████████ | (93/117 GB, 186 MB/s) [11m7s:2m12s] 79% |███████████████████████████ | (93/117 GB, 186 MB/s) [11m7s:2m12s] 79% |███████████████████████████ | (93/117 GB, 186 MB/s) [11m7s:2m12s] 79% |███████████████████████████ | (93/117 GB, 186 MB/s) [11m7s:2m11s] 79% |████████████████████████████ | (93/117 GB, 196 MB/s) [11m8s:2m4s] 79% |████████████████████████████ | (93/117 GB, 196 MB/s) [11m8s:2m4s] 79% |████████████████████████████ | (93/117 GB, 196 MB/s) [11m8s:2m4s] 79% |████████████████████████████ | (93/117 GB, 196 MB/s) [11m8s:2m4s] 79% |████████████████████████████ | (93/117 GB, 196 MB/s) [11m8s:2m4s] 79% |███████████████████████████ | (93/117 GB, 206 MB/s) [11m8s:1m58s] 79% |███████████████████████████ | (93/117 GB, 206 MB/s) [11m8s:1m58s] 79% |███████████████████████████ | (93/117 GB, 206 MB/s) [11m8s:1m58s] 79% |███████████████████████████ | (93/117 GB, 206 MB/s) [11m8s:1m58s] 79% |███████████████████████████ | (93/117 GB, 206 MB/s) [11m8s:1m58s] 79% |████████████████████████████ | (93/117 GB, 193 MB/s) [11m8s:2m6s] 79% |████████████████████████████ | (93/117 GB, 193 MB/s) [11m9s:2m6s] 79% |████████████████████████████ | (93/117 GB, 193 MB/s) [11m9s:2m6s] 79% |████████████████████████████ | (93/117 GB, 193 MB/s) [11m9s:2m6s] 79% |████████████████████████████ | (93/117 GB, 193 MB/s) [11m9s:2m6s] 79% |███████████████████████████ | (93/117 GB, 173 MB/s) [11m9s:2m20s] 79% |███████████████████████████ | (93/117 GB, 173 MB/s) [11m9s:2m20s] 79% |███████████████████████████ | (93/117 GB, 173 MB/s) [11m9s:2m20s] 79% |███████████████████████████ | (93/117 GB, 173 MB/s) [11m9s:2m20s] 79% |███████████████████████████ | (93/117 GB, 173 MB/s) [11m9s:2m20s] 79% |██████████████████████████ | (93/117 GB, 173 MB/s) [11m10s:2m20s] 79% |██████████████████████████ | (93/117 GB, 164 MB/s) [11m10s:2m28s] 79% |██████████████████████████ | (93/117 GB, 164 MB/s) [11m10s:2m27s] 79% |██████████████████████████ | (93/117 GB, 164 MB/s) [11m10s:2m27s] 79% |██████████████████████████ | (93/117 GB, 164 MB/s) [11m10s:2m27s] 79% |██████████████████████████ | (93/117 GB, 164 MB/s) [11m10s:2m27s] 79% |██████████████████████████ | (93/117 GB, 153 MB/s) [11m10s:2m37s] 79% |██████████████████████████ | (93/117 GB, 153 MB/s) [11m10s:2m37s] 79% |██████████████████████████ | (93/117 GB, 153 MB/s) [11m10s:2m37s] 79% |██████████████████████████ | (93/117 GB, 153 MB/s) [11m10s:2m37s] 79% |██████████████████████████ | (93/117 GB, 153 MB/s) [11m10s:2m37s] 79% |██████████████████████████ | (93/117 GB, 134 MB/s) [11m11s:2m59s] 79% |██████████████████████████ | (93/117 GB, 134 MB/s) [11m11s:2m59s] 79% |██████████████████████████ | (93/117 GB, 134 MB/s) [11m11s:2m59s] 79% |██████████████████████████ | (93/117 GB, 134 MB/s) [11m11s:2m59s] 79% |██████████████████████████ | (93/117 GB, 134 MB/s) [11m11s:2m59s] 79% |██████████████████████████ | (93/117 GB, 116 MB/s) [11m11s:3m27s] 79% |██████████████████████████ | (93/117 GB, 116 MB/s) [11m11s:3m26s] 79% |██████████████████████████ | (93/117 GB, 116 MB/s) [11m11s:3m26s] 79% |██████████████████████████ | (93/117 GB, 116 MB/s) [11m11s:3m26s] 79% |██████████████████████████ | (93/117 GB, 116 MB/s) [11m12s:3m26s] 79% |██████████████████████████ | (93/117 GB, 116 MB/s) [11m12s:3m26s] 79% |██████████████████████████ | (93/117 GB, 113 MB/s) [11m12s:3m32s] 79% |██████████████████████████ | (93/117 GB, 113 MB/s) [11m12s:3m32s] 79% |██████████████████████████ | (93/117 GB, 113 MB/s) [11m12s:3m32s] 79% |██████████████████████████ | (93/117 GB, 113 MB/s) [11m12s:3m32s] 79% |██████████████████████████ | (93/117 GB, 113 MB/s) [11m12s:3m32s] 79% |██████████████████████████ | (93/117 GB, 105 MB/s) [11m12s:3m48s] 79% |██████████████████████████ | (93/117 GB, 105 MB/s) [11m12s:3m48s] 79% |██████████████████████████ | (93/117 GB, 105 MB/s) [11m12s:3m48s] 79% |██████████████████████████ | (93/117 GB, 105 MB/s) [11m12s:3m48s] 79% |██████████████████████████ | (93/117 GB, 105 MB/s) [11m13s:3m48s] 79% |██████████████████████████ | (93/117 GB, 105 MB/s) [11m13s:3m47s] 79% |██████████████████████████ | (93/117 GB, 105 MB/s) [11m13s:3m47s] 79% |██████████████████████████ | (93/117 GB, 108 MB/s) [11m13s:3m41s] 79% |██████████████████████████ | (93/117 GB, 108 MB/s) [11m13s:3m41s] 79% |██████████████████████████ | (93/117 GB, 108 MB/s) [11m13s:3m41s] 79% |██████████████████████████ | (93/117 GB, 108 MB/s) [11m13s:3m41s] 79% |██████████████████████████ | (93/117 GB, 108 MB/s) [11m13s:3m40s] 79% |██████████████████████████ | (93/117 GB, 108 MB/s) [11m13s:3m40s] 79% |██████████████████████████ | (93/117 GB, 113 MB/s) [11m13s:3m30s] 79% |██████████████████████████ | (93/117 GB, 113 MB/s) [11m13s:3m30s] 79% |██████████████████████████ | (93/117 GB, 113 MB/s) [11m13s:3m30s] 79% |██████████████████████████ | (93/117 GB, 113 MB/s) [11m13s:3m30s] 79% |██████████████████████████ | (93/117 GB, 113 MB/s) [11m13s:3m30s] 79% |██████████████████████████ | (93/117 GB, 113 MB/s) [11m14s:3m30s] 79% |██████████████████████████ | (93/117 GB, 113 MB/s) [11m14s:3m29s] 79% |██████████████████████████ | (93/117 GB, 124 MB/s) [11m14s:3m10s] 79% |██████████████████████████ | (93/117 GB, 124 MB/s) [11m14s:3m10s] 79% |██████████████████████████ | (93/117 GB, 124 MB/s) [11m14s:3m10s] 79% |██████████████████████████ | (93/117 GB, 124 MB/s) [11m14s:3m10s] 79% |██████████████████████████ | (93/117 GB, 124 MB/s) [11m14s:3m10s] 79% |██████████████████████████ | (94/117 GB, 124 MB/s) [11m14s:3m10s] 79% |██████████████████████████ | (94/117 GB, 132 MB/s) [11m14s:2m58s] 79% |██████████████████████████ | (94/117 GB, 132 MB/s) [11m14s:2m58s] 79% |██████████████████████████ | (94/117 GB, 132 MB/s) [11m14s:2m58s] 79% |██████████████████████████ | (94/117 GB, 132 MB/s) [11m15s:2m58s] 79% |██████████████████████████ | (94/117 GB, 132 MB/s) [11m15s:2m58s] 79% |██████████████████████████ | (94/117 GB, 132 MB/s) [11m15s:2m58s] 79% |██████████████████████████ | (94/117 GB, 134 MB/s) [11m15s:2m55s] 79% |██████████████████████████ | (94/117 GB, 134 MB/s) [11m15s:2m55s] 79% |██████████████████████████ | (94/117 GB, 134 MB/s) [11m15s:2m55s] 79% |██████████████████████████ | (94/117 GB, 134 MB/s) [11m15s:2m55s] 79% |██████████████████████████ | (94/117 GB, 134 MB/s) [11m15s:2m55s] 79% |██████████████████████████ | (94/117 GB, 134 MB/s) [11m15s:2m54s] 79% |██████████████████████████ | (94/117 GB, 132 MB/s) [11m15s:2m57s] 79% |██████████████████████████ | (94/117 GB, 132 MB/s) [11m15s:2m57s] 79% |██████████████████████████ | (94/117 GB, 132 MB/s) [11m15s:2m57s] 79% |██████████████████████████ | (94/117 GB, 132 MB/s) [11m16s:2m57s] 79% |██████████████████████████ | (94/117 GB, 132 MB/s) [11m16s:2m57s] 79% |██████████████████████████ | (94/117 GB, 130 MB/s) [11m16s:2m59s] 79% |██████████████████████████ | (94/117 GB, 130 MB/s) [11m16s:2m59s] 79% |██████████████████████████ | (94/117 GB, 130 MB/s) [11m16s:2m59s] 79% |██████████████████████████ | (94/117 GB, 130 MB/s) [11m16s:2m59s] 79% |██████████████████████████ | (94/117 GB, 130 MB/s) [11m16s:2m59s] 80% |███████████████████████████ | (94/117 GB, 130 MB/s) [11m16s:2m59s] 80% |███████████████████████████ | (94/117 GB, 136 MB/s) [11m16s:2m51s] 80% |███████████████████████████ | (94/117 GB, 136 MB/s) [11m16s:2m51s] 80% |███████████████████████████ | (94/117 GB, 136 MB/s) [11m17s:2m51s] 80% |███████████████████████████ | (94/117 GB, 136 MB/s) [11m17s:2m51s] 80% |███████████████████████████ | (94/117 GB, 136 MB/s) [11m17s:2m51s] 80% |███████████████████████████ | (94/117 GB, 136 MB/s) [11m17s:2m50s] 80% |███████████████████████████ | (94/117 GB, 136 MB/s) [11m17s:2m50s] 80% |███████████████████████████ | (94/117 GB, 146 MB/s) [11m17s:2m39s] 80% |███████████████████████████ | (94/117 GB, 146 MB/s) [11m17s:2m39s] 80% |███████████████████████████ | (94/117 GB, 146 MB/s) [11m17s:2m39s] 80% |███████████████████████████ | (94/117 GB, 146 MB/s) [11m17s:2m39s] 80% |███████████████████████████ | (94/117 GB, 146 MB/s) [11m17s:2m39s] 80% |███████████████████████████ | (94/117 GB, 151 MB/s) [11m17s:2m33s] 80% |███████████████████████████ | (94/117 GB, 151 MB/s) [11m17s:2m33s] 80% |███████████████████████████ | (94/117 GB, 151 MB/s) [11m18s:2m33s] 80% |███████████████████████████ | (94/117 GB, 151 MB/s) [11m18s:2m33s] 80% |███████████████████████████ | (94/117 GB, 151 MB/s) [11m18s:2m33s] 80% |███████████████████████████ | (94/117 GB, 151 MB/s) [11m18s:2m33s] 80% |███████████████████████████ | (94/117 GB, 151 MB/s) [11m18s:2m33s] 80% |███████████████████████████ | (94/117 GB, 160 MB/s) [11m18s:2m24s] 80% |███████████████████████████ | (94/117 GB, 160 MB/s) [11m18s:2m24s] 80% |███████████████████████████ | (94/117 GB, 160 MB/s) [11m18s:2m24s] 80% |███████████████████████████ | (94/117 GB, 160 MB/s) [11m18s:2m24s] 80% |███████████████████████████ | (94/117 GB, 160 MB/s) [11m18s:2m23s] 80% |███████████████████████████ | (94/117 GB, 160 MB/s) [11m18s:2m23s] 80% |███████████████████████████ | (94/117 GB, 162 MB/s) [11m18s:2m22s] 80% |███████████████████████████ | (94/117 GB, 162 MB/s) [11m18s:2m22s] 80% |███████████████████████████ | (94/117 GB, 162 MB/s) [11m19s:2m22s] 80% |███████████████████████████ | (94/117 GB, 162 MB/s) [11m19s:2m22s] 80% |███████████████████████████ | (94/117 GB, 162 MB/s) [11m19s:2m22s] 80% |███████████████████████████ | (94/117 GB, 143 MB/s) [11m20s:2m40s] 80% |███████████████████████████ | (94/117 GB, 143 MB/s) [11m20s:2m40s] 80% |███████████████████████████ | (94/117 GB, 143 MB/s) [11m21s:2m40s] 80% |███████████████████████████ | (94/117 GB, 143 MB/s) [11m21s:2m40s] 80% |███████████████████████████ | (94/117 GB, 143 MB/s) [11m21s:2m40s] 80% |███████████████████████████ | (94/117 GB, 143 MB/s) [11m21s:2m40s] 80% |███████████████████████████ | (94/117 GB, 139 MB/s) [11m21s:2m44s] 80% |███████████████████████████ | (94/117 GB, 139 MB/s) [11m21s:2m44s] 80% |███████████████████████████ | (94/117 GB, 139 MB/s) [11m21s:2m44s] 80% |███████████████████████████ | (94/117 GB, 139 MB/s) [11m21s:2m43s] 80% |███████████████████████████ | (94/117 GB, 139 MB/s) [11m21s:2m43s] 80% |███████████████████████████ | (94/117 GB, 139 MB/s) [11m21s:2m43s] 80% |███████████████████████████ | (94/117 GB, 136 MB/s) [11m21s:2m48s] 80% |███████████████████████████ | (94/117 GB, 136 MB/s) [11m22s:2m48s] 80% |███████████████████████████ | (94/117 GB, 136 MB/s) [11m22s:2m48s] 80% |███████████████████████████ | (94/117 GB, 136 MB/s) [11m22s:2m48s] 80% |███████████████████████████ | (94/117 GB, 136 MB/s) [11m22s:2m47s] 80% |███████████████████████████ | (94/117 GB, 136 MB/s) [11m22s:2m47s] 80% |███████████████████████████ | (94/117 GB, 138 MB/s) [11m22s:2m44s] 80% |███████████████████████████ | (94/117 GB, 138 MB/s) [11m22s:2m44s] 80% |███████████████████████████ | (94/117 GB, 138 MB/s) [11m22s:2m44s] 80% |███████████████████████████ | (94/117 GB, 138 MB/s) [11m22s:2m44s] 80% |███████████████████████████ | (94/117 GB, 138 MB/s) [11m22s:2m44s] 80% |███████████████████████████ | (94/117 GB, 138 MB/s) [11m22s:2m44s] 80% |███████████████████████████ | (94/117 GB, 151 MB/s) [11m23s:2m29s] 80% |███████████████████████████ | (94/117 GB, 151 MB/s) [11m23s:2m29s] 80% |███████████████████████████ | (94/117 GB, 142 MB/s) [11m24s:2m39s] 80% |███████████████████████████ | (94/117 GB, 142 MB/s) [11m24s:2m39s] 80% |███████████████████████████ | (94/117 GB, 142 MB/s) [11m24s:2m39s] 80% |███████████████████████████ | (94/117 GB, 142 MB/s) [11m24s:2m39s] 80% |███████████████████████████ | (94/117 GB, 142 MB/s) [11m24s:2m39s] 80% |███████████████████████████ | (94/117 GB, 142 MB/s) [11m24s:2m39s] 80% |███████████████████████████ | (94/117 GB, 142 MB/s) [11m24s:2m39s] 80% |███████████████████████████ | (94/117 GB, 142 MB/s) [11m24s:2m38s] 80% |███████████████████████████ | (95/117 GB, 139 MB/s) [11m24s:2m41s] 80% |███████████████████████████ | (95/117 GB, 139 MB/s) [11m24s:2m41s] 80% |███████████████████████████ | (95/117 GB, 139 MB/s) [11m25s:2m41s] 80% |███████████████████████████ | (95/117 GB, 139 MB/s) [11m25s:2m41s] 80% |███████████████████████████ | (95/117 GB, 139 MB/s) [11m25s:2m41s] 80% |███████████████████████████ | (95/117 GB, 139 MB/s) [11m25s:2m40s] 80% |███████████████████████████ | (95/117 GB, 139 MB/s) [11m25s:2m40s] 80% |███████████████████████████ | (95/117 GB, 149 MB/s) [11m25s:2m30s] 80% |███████████████████████████ | (95/117 GB, 149 MB/s) [11m25s:2m30s] 80% |███████████████████████████ | (95/117 GB, 149 MB/s) [11m25s:2m30s] 80% |███████████████████████████ | (95/117 GB, 149 MB/s) [11m25s:2m29s] 80% |███████████████████████████ | (95/117 GB, 130 MB/s) [11m25s:2m52s] 80% |███████████████████████████ | (95/117 GB, 130 MB/s) [11m25s:2m52s] 80% |███████████████████████████ | (95/117 GB, 130 MB/s) [11m26s:2m52s] 80% |███████████████████████████ | (95/117 GB, 130 MB/s) [11m26s:2m52s] 80% |███████████████████████████ | (95/117 GB, 130 MB/s) [11m26s:2m52s] 80% |███████████████████████████ | (95/117 GB, 114 MB/s) [11m26s:3m15s] 80% |███████████████████████████ | (95/117 GB, 114 MB/s) [11m26s:3m15s] 80% |███████████████████████████ | (95/117 GB, 114 MB/s) [11m26s:3m15s] 80% |███████████████████████████ | (95/117 GB, 114 MB/s) [11m26s:3m15s] 80% |███████████████████████████ | (95/117 GB, 114 MB/s) [11m26s:3m14s] 80% |███████████████████████████ | (95/117 GB, 114 MB/s) [11m26s:3m14s] 80% |███████████████████████████ | (95/117 GB, 129 MB/s) [11m26s:2m52s] 81% |███████████████████████████ | (95/117 GB, 129 MB/s) [11m27s:2m51s] 81% |███████████████████████████ | (95/117 GB, 129 MB/s) [11m27s:2m51s] 81% |███████████████████████████ | (95/117 GB, 129 MB/s) [11m27s:2m51s] 81% |███████████████████████████ | (95/117 GB, 129 MB/s) [11m27s:2m51s] 81% |███████████████████████████ | (95/117 GB, 129 MB/s) [11m27s:2m51s] 81% |███████████████████████████ | (95/117 GB, 129 MB/s) [11m27s:2m51s] 81% |███████████████████████████ | (95/117 GB, 135 MB/s) [11m27s:2m44s] 81% |███████████████████████████ | (95/117 GB, 135 MB/s) [11m27s:2m44s] 81% |███████████████████████████ | (95/117 GB, 135 MB/s) [11m27s:2m44s] 81% |███████████████████████████ | (95/117 GB, 135 MB/s) [11m27s:2m43s] 81% |███████████████████████████ | (95/117 GB, 135 MB/s) [11m27s:2m43s] 81% |███████████████████████████ | (95/117 GB, 141 MB/s) [11m27s:2m36s] 81% |███████████████████████████ | (95/117 GB, 141 MB/s) [11m28s:2m36s] 81% |███████████████████████████ | (95/117 GB, 141 MB/s) [11m28s:2m36s] 81% |███████████████████████████ | (95/117 GB, 141 MB/s) [11m28s:2m36s] 81% |███████████████████████████ | (95/117 GB, 141 MB/s) [11m28s:2m36s] 81% |███████████████████████████ | (95/117 GB, 141 MB/s) [11m28s:2m36s] 81% |███████████████████████████ | (95/117 GB, 144 MB/s) [11m28s:2m32s] 81% |███████████████████████████ | (95/117 GB, 144 MB/s) [11m28s:2m32s] 81% |███████████████████████████ | (95/117 GB, 144 MB/s) [11m28s:2m31s] 81% |███████████████████████████ | (95/117 GB, 144 MB/s) [11m28s:2m31s] 81% |███████████████████████████ | (95/117 GB, 144 MB/s) [11m28s:2m31s] 81% |███████████████████████████ | (95/117 GB, 144 MB/s) [11m28s:2m31s] 81% |███████████████████████████ | (95/117 GB, 145 MB/s) [11m29s:2m30s] 81% |███████████████████████████ | (95/117 GB, 145 MB/s) [11m29s:2m30s] 81% |███████████████████████████ | (95/117 GB, 145 MB/s) [11m29s:2m30s] 81% |███████████████████████████ | (95/117 GB, 145 MB/s) [11m29s:2m30s] 81% |███████████████████████████ | (95/117 GB, 145 MB/s) [11m29s:2m30s] 81% |███████████████████████████ | (95/117 GB, 158 MB/s) [11m29s:2m17s] 81% |███████████████████████████ | (95/117 GB, 158 MB/s) [11m29s:2m17s] 81% |███████████████████████████ | (95/117 GB, 158 MB/s) [11m29s:2m17s] 81% |███████████████████████████ | (95/117 GB, 158 MB/s) [11m29s:2m17s] 81% |███████████████████████████ | (95/117 GB, 158 MB/s) [11m29s:2m17s] 81% |███████████████████████████ | (95/117 GB, 147 MB/s) [11m30s:2m28s] 81% |███████████████████████████ | (95/117 GB, 147 MB/s) [11m30s:2m28s] 81% |███████████████████████████ | (95/117 GB, 147 MB/s) [11m30s:2m27s] 81% |███████████████████████████ | (95/117 GB, 147 MB/s) [11m30s:2m27s] 81% |███████████████████████████ | (95/117 GB, 147 MB/s) [11m30s:2m27s] 81% |███████████████████████████ | (95/117 GB, 147 MB/s) [11m30s:2m27s] 81% |███████████████████████████ | (95/117 GB, 134 MB/s) [11m30s:2m41s] 81% |███████████████████████████ | (95/117 GB, 134 MB/s) [11m30s:2m41s] 81% |███████████████████████████ | (95/117 GB, 134 MB/s) [11m30s:2m41s] 81% |███████████████████████████ | (95/117 GB, 134 MB/s) [11m30s:2m41s] 81% |███████████████████████████ | (95/117 GB, 134 MB/s) [11m30s:2m41s] 81% |███████████████████████████ | (95/117 GB, 134 MB/s) [11m30s:2m40s] 81% |███████████████████████████ | (96/117 GB, 134 MB/s) [11m30s:2m40s] 81% |███████████████████████████ | (96/117 GB, 147 MB/s) [11m31s:2m26s] 81% |███████████████████████████ | (96/117 GB, 147 MB/s) [11m31s:2m26s] 81% |███████████████████████████ | (96/117 GB, 147 MB/s) [11m31s:2m26s] 81% |███████████████████████████ | (96/117 GB, 147 MB/s) [11m31s:2m26s] 81% |███████████████████████████ | (96/117 GB, 147 MB/s) [11m31s:2m26s] 81% |███████████████████████████ | (96/117 GB, 146 MB/s) [11m31s:2m27s] 81% |███████████████████████████ | (96/117 GB, 146 MB/s) [11m31s:2m27s] 81% |███████████████████████████ | (96/117 GB, 146 MB/s) [11m31s:2m27s] 81% |███████████████████████████ | (96/117 GB, 146 MB/s) [11m31s:2m27s] 81% |███████████████████████████ | (96/117 GB, 146 MB/s) [11m32s:2m27s] 81% |███████████████████████████ | (96/117 GB, 138 MB/s) [11m32s:2m36s] 81% |███████████████████████████ | (96/117 GB, 138 MB/s) [11m32s:2m36s] 81% |███████████████████████████ | (96/117 GB, 138 MB/s) [11m32s:2m36s] 81% |███████████████████████████ | (96/117 GB, 138 MB/s) [11m32s:2m36s] 81% |███████████████████████████ | (96/117 GB, 138 MB/s) [11m32s:2m36s] 81% |███████████████████████████ | (96/117 GB, 138 MB/s) [11m32s:2m36s] 81% |███████████████████████████ | (96/117 GB, 138 MB/s) [11m32s:2m35s] 81% |███████████████████████████ | (96/117 GB, 137 MB/s) [11m32s:2m36s] 81% |███████████████████████████ | (96/117 GB, 137 MB/s) [11m32s:2m36s] 81% |███████████████████████████ | (96/117 GB, 137 MB/s) [11m32s:2m36s] 81% |███████████████████████████ | (96/117 GB, 137 MB/s) [11m32s:2m35s] 81% |███████████████████████████ | (96/117 GB, 137 MB/s) [11m33s:2m35s] 81% |███████████████████████████ | (96/117 GB, 137 MB/s) [11m33s:2m35s] 81% |███████████████████████████ | (96/117 GB, 137 MB/s) [11m33s:2m35s] 81% |███████████████████████████ | (96/117 GB, 139 MB/s) [11m33s:2m33s] 81% |███████████████████████████ | (96/117 GB, 139 MB/s) [11m33s:2m33s] 81% |███████████████████████████ | (96/117 GB, 139 MB/s) [11m33s:2m33s] 81% |███████████████████████████ | (96/117 GB, 139 MB/s) [11m33s:2m33s] 81% |███████████████████████████ | (96/117 GB, 139 MB/s) [11m33s:2m33s] 81% |███████████████████████████ | (96/117 GB, 139 MB/s) [11m33s:2m33s] 81% |███████████████████████████ | (96/117 GB, 136 MB/s) [11m33s:2m36s] 81% |███████████████████████████ | (96/117 GB, 136 MB/s) [11m33s:2m35s] 81% |███████████████████████████ | (96/117 GB, 136 MB/s) [11m34s:2m35s] 81% |███████████████████████████ | (96/117 GB, 136 MB/s) [11m34s:2m35s] 81% |███████████████████████████ | (96/117 GB, 136 MB/s) [11m34s:2m35s] 81% |███████████████████████████ | (96/117 GB, 136 MB/s) [11m34s:2m35s] 81% |███████████████████████████ | (96/117 GB, 128 MB/s) [11m34s:2m45s] 81% |███████████████████████████ | (96/117 GB, 128 MB/s) [11m34s:2m45s] 81% |███████████████████████████ | (96/117 GB, 128 MB/s) [11m34s:2m45s] 81% |███████████████████████████ | (96/117 GB, 128 MB/s) [11m34s:2m45s] 81% |███████████████████████████ | (96/117 GB, 120 MB/s) [11m34s:2m56s] 81% |███████████████████████████ | (96/117 GB, 120 MB/s) [11m34s:2m56s] 81% |███████████████████████████ | (96/117 GB, 120 MB/s) [11m35s:2m56s] 81% |███████████████████████████ | (96/117 GB, 120 MB/s) [11m35s:2m56s] 81% |███████████████████████████ | (96/117 GB, 120 MB/s) [11m35s:2m56s] 81% |███████████████████████████ | (96/117 GB, 120 MB/s) [11m35s:2m56s] 81% |███████████████████████████ | (96/117 GB, 121 MB/s) [11m35s:2m54s] 81% |███████████████████████████ | (96/117 GB, 121 MB/s) [11m35s:2m54s] 81% |███████████████████████████ | (96/117 GB, 121 MB/s) [11m35s:2m54s] 82% |███████████████████████████ | (96/117 GB, 121 MB/s) [11m35s:2m54s] 82% |███████████████████████████ | (96/117 GB, 121 MB/s) [11m35s:2m54s] 82% |███████████████████████████ | (96/117 GB, 121 MB/s) [11m35s:2m54s] 82% |███████████████████████████ | (96/117 GB, 128 MB/s) [11m35s:2m44s] 82% |███████████████████████████ | (96/117 GB, 128 MB/s) [11m36s:2m44s] 82% |███████████████████████████ | (96/117 GB, 128 MB/s) [11m36s:2m44s] 82% |███████████████████████████ | (96/117 GB, 128 MB/s) [11m36s:2m44s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m36s:2m57s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m36s:2m57s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m36s:2m57s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m36s:2m57s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m36s:2m57s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m37s:2m58s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m37s:2m57s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m37s:2m57s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m37s:2m57s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m37s:2m57s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m37s:2m57s] 82% |███████████████████████████ | (96/117 GB, 120 MB/s) [11m37s:2m54s] 82% |███████████████████████████ | (96/117 GB, 120 MB/s) [11m37s:2m54s] 82% |███████████████████████████ | (96/117 GB, 120 MB/s) [11m37s:2m53s] 82% |███████████████████████████ | (96/117 GB, 120 MB/s) [11m37s:2m53s] 82% |███████████████████████████ | (96/117 GB, 120 MB/s) [11m37s:2m53s] 82% |███████████████████████████ | (96/117 GB, 120 MB/s) [11m38s:2m53s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m38s:2m55s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m38s:2m55s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m38s:2m55s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m38s:2m55s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m38s:2m55s] 82% |███████████████████████████ | (96/117 GB, 118 MB/s) [11m38s:2m55s] 82% |███████████████████████████ | (96/117 GB, 119 MB/s) [11m38s:2m54s] 82% |███████████████████████████ | (96/117 GB, 119 MB/s) [11m38s:2m54s] 82% |███████████████████████████ | (96/117 GB, 119 MB/s) [11m38s:2m54s] 82% |███████████████████████████ | (96/117 GB, 119 MB/s) [11m38s:2m54s] 82% |███████████████████████████ | (96/117 GB, 119 MB/s) [11m38s:2m53s] 82% |███████████████████████████ | (96/117 GB, 119 MB/s) [11m39s:2m53s] 82% |███████████████████████████ | (96/117 GB, 119 MB/s) [11m39s:2m53s] 82% |███████████████████████████ | (96/117 GB, 125 MB/s) [11m39s:2m45s] 82% |███████████████████████████ | (96/117 GB, 125 MB/s) [11m39s:2m45s] 82% |███████████████████████████ | (96/117 GB, 125 MB/s) [11m39s:2m44s] 82% |███████████████████████████ | (96/117 GB, 125 MB/s) [11m39s:2m44s] 82% |███████████████████████████ | (96/117 GB, 125 MB/s) [11m39s:2m44s] 82% |███████████████████████████ | (96/117 GB, 125 MB/s) [11m39s:2m44s] 82% |███████████████████████████ | (97/117 GB, 125 MB/s) [11m39s:2m44s] 82% |███████████████████████████ | (97/117 GB, 125 MB/s) [11m39s:2m44s] 82% |███████████████████████████ | (97/117 GB, 125 MB/s) [11m39s:2m44s] 82% |███████████████████████████ | (97/117 GB, 125 MB/s) [11m39s:2m44s] 82% |███████████████████████████ | (97/117 GB, 125 MB/s) [11m40s:2m44s] 82% |███████████████████████████ | (97/117 GB, 135 MB/s) [11m40s:2m31s] 82% |███████████████████████████ | (97/117 GB, 135 MB/s) [11m40s:2m31s] 82% |███████████████████████████ | (97/117 GB, 135 MB/s) [11m40s:2m30s] 82% |███████████████████████████ | (97/117 GB, 135 MB/s) [11m40s:2m30s] 82% |███████████████████████████ | (97/117 GB, 135 MB/s) [11m40s:2m30s] 82% |███████████████████████████ | (97/117 GB, 135 MB/s) [11m40s:2m30s] 82% |███████████████████████████ | (97/117 GB, 144 MB/s) [11m40s:2m21s] 82% |███████████████████████████ | (97/117 GB, 144 MB/s) [11m40s:2m21s] 82% |███████████████████████████ | (97/117 GB, 144 MB/s) [11m40s:2m21s] 82% |███████████████████████████ | (97/117 GB, 144 MB/s) [11m40s:2m21s] 82% |███████████████████████████ | (97/117 GB, 144 MB/s) [11m41s:2m21s] 82% |███████████████████████████ | (97/117 GB, 144 MB/s) [11m41s:2m21s] 82% |███████████████████████████ | (97/117 GB, 144 MB/s) [11m41s:2m21s] 82% |███████████████████████████ | (97/117 GB, 139 MB/s) [11m41s:2m26s] 82% |███████████████████████████ | (97/117 GB, 139 MB/s) [11m41s:2m25s] 82% |███████████████████████████ | (97/117 GB, 139 MB/s) [11m41s:2m25s] 82% |███████████████████████████ | (97/117 GB, 139 MB/s) [11m41s:2m25s] 82% |███████████████████████████ | (97/117 GB, 139 MB/s) [11m41s:2m25s] 82% |███████████████████████████ | (97/117 GB, 141 MB/s) [11m41s:2m22s] 82% |███████████████████████████ | (97/117 GB, 141 MB/s) [11m42s:2m22s] 82% |███████████████████████████ | (97/117 GB, 141 MB/s) [11m42s:2m22s] 82% |███████████████████████████ | (97/117 GB, 141 MB/s) [11m42s:2m22s] 82% |███████████████████████████ | (97/117 GB, 141 MB/s) [11m42s:2m22s] 82% |███████████████████████████ | (97/117 GB, 141 MB/s) [11m42s:2m22s] 82% |███████████████████████████ | (97/117 GB, 141 MB/s) [11m42s:2m22s] 82% |████████████████████████████ | (97/117 GB, 156 MB/s) [11m42s:2m9s] 82% |████████████████████████████ | (97/117 GB, 156 MB/s) [11m42s:2m9s] 82% |████████████████████████████ | (97/117 GB, 156 MB/s) [11m42s:2m9s] 82% |████████████████████████████ | (97/117 GB, 156 MB/s) [11m42s:2m9s] 82% |███████████████████████████ | (97/117 GB, 151 MB/s) [11m43s:2m12s] 82% |███████████████████████████ | (97/117 GB, 151 MB/s) [11m43s:2m12s] 82% |███████████████████████████ | (97/117 GB, 151 MB/s) [11m43s:2m12s] 82% |███████████████████████████ | (97/117 GB, 151 MB/s) [11m43s:2m12s] 82% |███████████████████████████ | (97/117 GB, 151 MB/s) [11m43s:2m12s] 82% |███████████████████████████ | (97/117 GB, 151 MB/s) [11m43s:2m11s] 82% |███████████████████████████ | (97/117 GB, 151 MB/s) [11m43s:2m11s] 82% |████████████████████████████ | (97/117 GB, 155 MB/s) [11m43s:2m8s] 82% |████████████████████████████ | (97/117 GB, 155 MB/s) [11m43s:2m8s] 82% |████████████████████████████ | (97/117 GB, 155 MB/s) [11m43s:2m8s] 82% |████████████████████████████ | (97/117 GB, 155 MB/s) [11m43s:2m8s] 82% |███████████████████████████ | (97/117 GB, 145 MB/s) [11m44s:2m17s] 82% |███████████████████████████ | (97/117 GB, 145 MB/s) [11m44s:2m17s] 82% |███████████████████████████ | (97/117 GB, 145 MB/s) [11m44s:2m17s] 82% |███████████████████████████ | (97/117 GB, 145 MB/s) [11m44s:2m16s] 82% |███████████████████████████ | (97/117 GB, 145 MB/s) [11m44s:2m16s] 83% |████████████████████████████ | (97/117 GB, 129 MB/s) [11m44s:2m34s] 83% |████████████████████████████ | (97/117 GB, 129 MB/s) [11m44s:2m34s] 83% |████████████████████████████ | (97/117 GB, 129 MB/s) [11m44s:2m33s] 83% |████████████████████████████ | (97/117 GB, 129 MB/s) [11m44s:2m33s] 83% |████████████████████████████ | (97/117 GB, 129 MB/s) [11m45s:2m33s] 83% |████████████████████████████ | (97/117 GB, 129 MB/s) [11m45s:2m33s] 83% |████████████████████████████ | (97/117 GB, 129 MB/s) [11m45s:2m33s] 83% |████████████████████████████ | (97/117 GB, 139 MB/s) [11m45s:2m22s] 83% |████████████████████████████ | (97/117 GB, 139 MB/s) [11m45s:2m22s] 83% |████████████████████████████ | (97/117 GB, 139 MB/s) [11m45s:2m22s] 83% |████████████████████████████ | (97/117 GB, 139 MB/s) [11m45s:2m22s] 83% |████████████████████████████ | (97/117 GB, 139 MB/s) [11m45s:2m21s] 83% |████████████████████████████ | (97/117 GB, 139 MB/s) [11m45s:2m21s] 83% |████████████████████████████ | (97/117 GB, 139 MB/s) [11m45s:2m21s] 83% |████████████████████████████ | (97/117 GB, 139 MB/s) [11m45s:2m21s] 83% |████████████████████████████ | (97/117 GB, 126 MB/s) [11m47s:2m36s] 83% |████████████████████████████ | (97/117 GB, 126 MB/s) [11m47s:2m36s] 83% |████████████████████████████ | (97/117 GB, 126 MB/s) [11m47s:2m36s] 83% |████████████████████████████ | (97/117 GB, 126 MB/s) [11m47s:2m36s] 83% |████████████████████████████ | (98/117 GB, 126 MB/s) [11m48s:2m36s] 83% |████████████████████████████ | (98/117 GB, 123 MB/s) [11m48s:2m39s] 83% |████████████████████████████ | (98/117 GB, 123 MB/s) [11m48s:2m39s] 83% |████████████████████████████ | (98/117 GB, 123 MB/s) [11m48s:2m39s] 83% |████████████████████████████ | (98/117 GB, 123 MB/s) [11m48s:2m38s] 83% |████████████████████████████ | (98/117 GB, 123 MB/s) [11m48s:2m38s] 83% |████████████████████████████ | (98/117 GB, 123 MB/s) [11m48s:2m38s] 83% |████████████████████████████ | (98/117 GB, 123 MB/s) [11m48s:2m38s] 83% |████████████████████████████ | (98/117 GB, 123 MB/s) [11m48s:2m38s] 83% |████████████████████████████ | (98/117 GB, 136 MB/s) [11m48s:2m22s] 83% |████████████████████████████ | (98/117 GB, 136 MB/s) [11m48s:2m22s] 83% |████████████████████████████ | (98/117 GB, 136 MB/s) [11m48s:2m22s] 83% |████████████████████████████ | (98/117 GB, 136 MB/s) [11m49s:2m22s] 83% |████████████████████████████ | (98/117 GB, 136 MB/s) [11m49s:2m22s] 83% |████████████████████████████ | (98/117 GB, 136 MB/s) [11m49s:2m22s] 83% |████████████████████████████ | (98/117 GB, 136 MB/s) [11m49s:2m21s] 83% |████████████████████████████ | (98/117 GB, 142 MB/s) [11m49s:2m16s] 83% |████████████████████████████ | (98/117 GB, 142 MB/s) [11m49s:2m16s] 83% |████████████████████████████ | (98/117 GB, 142 MB/s) [11m49s:2m16s] 83% |████████████████████████████ | (98/117 GB, 142 MB/s) [11m49s:2m16s] 83% |████████████████████████████ | (98/117 GB, 142 MB/s) [11m49s:2m15s] 83% |████████████████████████████ | (98/117 GB, 142 MB/s) [11m49s:2m15s] 83% |█████████████████████████████ | (98/117 GB, 151 MB/s) [11m49s:2m7s] 83% |█████████████████████████████ | (98/117 GB, 151 MB/s) [11m49s:2m7s] 83% |█████████████████████████████ | (98/117 GB, 151 MB/s) [11m49s:2m7s] 83% |█████████████████████████████ | (98/117 GB, 151 MB/s) [11m50s:2m7s] 83% |█████████████████████████████ | (98/117 GB, 151 MB/s) [11m50s:2m6s] 83% |█████████████████████████████ | (98/117 GB, 151 MB/s) [11m50s:2m6s] 83% |█████████████████████████████ | (98/117 GB, 151 MB/s) [11m50s:2m6s] 83% |█████████████████████████████ | (98/117 GB, 151 MB/s) [11m50s:2m7s] 83% |█████████████████████████████ | (98/117 GB, 151 MB/s) [11m50s:2m6s] 83% |█████████████████████████████ | (98/117 GB, 151 MB/s) [11m50s:2m6s] 83% |█████████████████████████████ | (98/117 GB, 151 MB/s) [11m50s:2m6s] 83% |█████████████████████████████ | (98/117 GB, 151 MB/s) [11m50s:2m6s] 83% |█████████████████████████████ | (98/117 GB, 156 MB/s) [11m50s:2m2s] 83% |█████████████████████████████ | (98/117 GB, 156 MB/s) [11m50s:2m2s] 83% |█████████████████████████████ | (98/117 GB, 156 MB/s) [11m51s:2m2s] 83% |█████████████████████████████ | (98/117 GB, 156 MB/s) [11m51s:2m2s] 83% |█████████████████████████████ | (98/117 GB, 156 MB/s) [11m51s:2m2s] 83% |████████████████████████████ | (98/117 GB, 159 MB/s) [11m51s:1m59s] 83% |████████████████████████████ | (98/117 GB, 159 MB/s) [11m51s:1m59s] 83% |████████████████████████████ | (98/117 GB, 159 MB/s) [11m51s:1m59s] 83% |████████████████████████████ | (98/117 GB, 159 MB/s) [11m51s:1m59s] 83% |████████████████████████████ | (98/117 GB, 159 MB/s) [11m51s:1m59s] 83% |████████████████████████████ | (98/117 GB, 144 MB/s) [11m51s:2m12s] 83% |████████████████████████████ | (98/117 GB, 144 MB/s) [11m52s:2m12s] 83% |████████████████████████████ | (98/117 GB, 144 MB/s) [11m52s:2m12s] 83% |████████████████████████████ | (98/117 GB, 144 MB/s) [11m52s:2m12s] 83% |████████████████████████████ | (98/117 GB, 144 MB/s) [11m52s:2m12s] 83% |████████████████████████████ | (98/117 GB, 129 MB/s) [11m52s:2m27s] 83% |████████████████████████████ | (98/117 GB, 129 MB/s) [11m52s:2m27s] 83% |████████████████████████████ | (98/117 GB, 129 MB/s) [11m52s:2m27s] 83% |████████████████████████████ | (98/117 GB, 129 MB/s) [11m52s:2m27s] 83% |████████████████████████████ | (98/117 GB, 129 MB/s) [11m52s:2m26s] 83% |████████████████████████████ | (98/117 GB, 129 MB/s) [11m52s:2m26s] 83% |████████████████████████████ | (98/117 GB, 141 MB/s) [11m53s:2m14s] 83% |████████████████████████████ | (98/117 GB, 141 MB/s) [11m53s:2m14s] 83% |████████████████████████████ | (98/117 GB, 141 MB/s) [11m53s:2m13s] 83% |████████████████████████████ | (98/117 GB, 141 MB/s) [11m53s:2m13s] 83% |████████████████████████████ | (98/117 GB, 141 MB/s) [11m53s:2m13s] 83% |████████████████████████████ | (98/117 GB, 141 MB/s) [11m53s:2m13s] 83% |█████████████████████████████ | (98/117 GB, 149 MB/s) [11m53s:2m6s] 83% |█████████████████████████████ | (98/117 GB, 149 MB/s) [11m53s:2m6s] 83% |█████████████████████████████ | (98/117 GB, 149 MB/s) [11m53s:2m5s] 83% |█████████████████████████████ | (98/117 GB, 149 MB/s) [11m53s:2m5s] 83% |█████████████████████████████ | (98/117 GB, 149 MB/s) [11m53s:2m5s] 83% |█████████████████████████████ | (98/117 GB, 149 MB/s) [11m53s:2m5s] 84% |█████████████████████████████ | (98/117 GB, 149 MB/s) [11m54s:2m5s] 84% |████████████████████████████ | (98/117 GB, 140 MB/s) [11m54s:2m13s] 84% |████████████████████████████ | (98/117 GB, 140 MB/s) [11m54s:2m13s] 84% |████████████████████████████ | (98/117 GB, 140 MB/s) [11m54s:2m13s] 84% |████████████████████████████ | (98/117 GB, 140 MB/s) [11m54s:2m13s] 84% |████████████████████████████ | (98/117 GB, 140 MB/s) [11m54s:2m13s] 84% |████████████████████████████ | (98/117 GB, 140 MB/s) [11m54s:2m13s] 84% |████████████████████████████ | (98/117 GB, 131 MB/s) [11m54s:2m22s] 84% |████████████████████████████ | (98/117 GB, 131 MB/s) [11m54s:2m22s] 84% |████████████████████████████ | (98/117 GB, 131 MB/s) [11m54s:2m22s] 84% |████████████████████████████ | (98/117 GB, 131 MB/s) [11m55s:2m22s] 84% |████████████████████████████ | (98/117 GB, 131 MB/s) [11m55s:2m21s] 84% |████████████████████████████ | (98/117 GB, 131 MB/s) [11m55s:2m21s] 84% |████████████████████████████ | (98/117 GB, 131 MB/s) [11m55s:2m21s] 84% |████████████████████████████ | (98/117 GB, 131 MB/s) [11m55s:2m21s] 84% |████████████████████████████ | (98/117 GB, 131 MB/s) [11m55s:2m21s] 84% |████████████████████████████ | (98/117 GB, 131 MB/s) [11m55s:2m21s] 84% |████████████████████████████ | (99/117 GB, 120 MB/s) [11m55s:2m33s] 84% |████████████████████████████ | (99/117 GB, 120 MB/s) [11m56s:2m33s] 84% |████████████████████████████ | (99/117 GB, 120 MB/s) [11m56s:2m33s] 84% |████████████████████████████ | (99/117 GB, 120 MB/s) [11m56s:2m33s] 84% |████████████████████████████ | (99/117 GB, 120 MB/s) [11m56s:2m33s] 84% |████████████████████████████ | (99/117 GB, 120 MB/s) [11m56s:2m33s] 84% |████████████████████████████ | (99/117 GB, 122 MB/s) [11m56s:2m31s] 84% |████████████████████████████ | (99/117 GB, 122 MB/s) [11m56s:2m31s] 84% |████████████████████████████ | (99/117 GB, 122 MB/s) [11m56s:2m31s] 84% |████████████████████████████ | (99/117 GB, 122 MB/s) [11m56s:2m31s] 84% |████████████████████████████ | (99/117 GB, 122 MB/s) [11m56s:2m30s] 84% |████████████████████████████ | (99/117 GB, 122 MB/s) [11m56s:2m30s] 84% |████████████████████████████ | (99/117 GB, 122 MB/s) [11m56s:2m30s] 84% |████████████████████████████ | (99/117 GB, 139 MB/s) [11m56s:2m11s] 84% |████████████████████████████ | (99/117 GB, 139 MB/s) [11m57s:2m11s] 84% |████████████████████████████ | (99/117 GB, 139 MB/s) [11m57s:2m11s] 84% |████████████████████████████ | (99/117 GB, 139 MB/s) [11m57s:2m10s] 84% |████████████████████████████ | (99/117 GB, 139 MB/s) [11m57s:2m10s] 84% |████████████████████████████ | (99/117 GB, 139 MB/s) [11m57s:2m10s] 84% |█████████████████████████████ | (99/117 GB, 151 MB/s) [11m57s:2m0s] 84% |█████████████████████████████ | (99/117 GB, 151 MB/s) [11m57s:2m0s] 84% |█████████████████████████████ | (99/117 GB, 151 MB/s) [11m57s:2m0s] 84% |█████████████████████████████ | (99/117 GB, 151 MB/s) [11m57s:2m0s] 84% |█████████████████████████████ | (99/117 GB, 151 MB/s) [11m57s:2m0s] 84% |█████████████████████████████ | (99/117 GB, 151 MB/s) [11m57s:2m0s] 84% |█████████████████████████████ | (99/117 GB, 151 MB/s) [11m57s:2m0s] 84% |████████████████████████████ | (99/117 GB, 165 MB/s) [11m58s:1m49s] 84% |████████████████████████████ | (99/117 GB, 165 MB/s) [11m58s:1m49s] 84% |█████████████████████████████ | (99/117 GB, 154 MB/s) [12m0s:1m57s] 84% |█████████████████████████████ | (99/117 GB, 154 MB/s) [12m0s:1m57s] 84% |█████████████████████████████ | (99/117 GB, 154 MB/s) [12m0s:1m57s] 84% |█████████████████████████████ | (99/117 GB, 154 MB/s) [12m0s:1m57s] 84% |█████████████████████████████ | (99/117 GB, 154 MB/s) [12m0s:1m57s] 84% |█████████████████████████████ | (99/117 GB, 154 MB/s) [12m0s:1m56s] 84% |██████████████████████████████ | (99/117 GB, 145 MB/s) [12m0s:2m3s] 84% |██████████████████████████████ | (99/117 GB, 145 MB/s) [12m0s:2m3s] 84% |██████████████████████████████ | (99/117 GB, 145 MB/s) [12m0s:2m3s] 84% |██████████████████████████████ | (99/117 GB, 145 MB/s) [12m0s:2m3s] 84% |██████████████████████████████ | (99/117 GB, 145 MB/s) [12m1s:2m3s] 84% |█████████████████████████████ | (99/117 GB, 138 MB/s) [12m1s:2m10s] 84% |█████████████████████████████ | (99/117 GB, 138 MB/s) [12m1s:2m10s] 84% |█████████████████████████████ | (99/117 GB, 138 MB/s) [12m1s:2m10s] 84% |█████████████████████████████ | (99/117 GB, 138 MB/s) [12m1s:2m10s] 84% |█████████████████████████████ | (99/117 GB, 138 MB/s) [12m1s:2m10s] 84% |█████████████████████████████ | (99/117 GB, 135 MB/s) [12m1s:2m12s] 84% |█████████████████████████████ | (99/117 GB, 135 MB/s) [12m1s:2m12s] 84% |█████████████████████████████ | (99/117 GB, 135 MB/s) [12m1s:2m12s] 84% |█████████████████████████████ | (99/117 GB, 135 MB/s) [12m2s:2m12s] 84% |█████████████████████████████ | (99/117 GB, 135 MB/s) [12m2s:2m12s] 84% |█████████████████████████████ | (99/117 GB, 130 MB/s) [12m2s:2m16s] 84% |█████████████████████████████ | (99/117 GB, 130 MB/s) [12m2s:2m16s] 84% |█████████████████████████████ | (99/117 GB, 130 MB/s) [12m2s:2m16s] 84% |█████████████████████████████ | (99/117 GB, 130 MB/s) [12m2s:2m16s] 84% |█████████████████████████████ | (99/117 GB, 130 MB/s) [12m2s:2m16s] 84% |█████████████████████████████ | (99/117 GB, 130 MB/s) [12m2s:2m16s] 84% |█████████████████████████████ | (99/117 GB, 136 MB/s) [12m2s:2m11s] 84% |█████████████████████████████ | (99/117 GB, 136 MB/s) [12m2s:2m11s] 84% |█████████████████████████████ | (99/117 GB, 136 MB/s) [12m3s:2m10s] 84% |█████████████████████████████ | (99/117 GB, 136 MB/s) [12m3s:2m10s] 84% |█████████████████████████████ | (99/117 GB, 136 MB/s) [12m3s:2m10s] 84% |██████████████████████████████ | (99/117 GB, 138 MB/s) [12m3s:2m8s] 84% |██████████████████████████████ | (99/117 GB, 138 MB/s) [12m3s:2m7s] 84% |██████████████████████████████ | (99/117 GB, 138 MB/s) [12m3s:2m7s] 84% |██████████████████████████████ | (99/117 GB, 138 MB/s) [12m3s:2m7s] 84% |██████████████████████████████ | (99/117 GB, 138 MB/s) [12m3s:2m7s] 84% |█████████████████████████████ | (99/117 GB, 126 MB/s) [12m3s:2m20s] 84% |████████████████████████████ | (100/117 GB, 126 MB/s) [12m3s:2m20s] 84% |████████████████████████████ | (100/117 GB, 126 MB/s) [12m3s:2m20s] 84% |████████████████████████████ | (100/117 GB, 126 MB/s) [12m4s:2m20s] 84% |████████████████████████████ | (100/117 GB, 126 MB/s) [12m4s:2m19s] 84% |████████████████████████████ | (100/117 GB, 126 MB/s) [12m4s:2m19s] 84% |████████████████████████████ | (100/117 GB, 124 MB/s) [12m4s:2m21s] 84% |████████████████████████████ | (100/117 GB, 124 MB/s) [12m4s:2m21s] 85% |████████████████████████████ | (100/117 GB, 124 MB/s) [12m4s:2m20s] 85% |████████████████████████████ | (100/117 GB, 106 MB/s) [12m6s:2m44s] 85% |████████████████████████████ | (100/117 GB, 106 MB/s) [12m6s:2m44s] 85% |████████████████████████████ | (100/117 GB, 106 MB/s) [12m6s:2m44s] 85% |████████████████████████████ | (100/117 GB, 106 MB/s) [12m6s:2m44s] 85% |████████████████████████████ | (100/117 GB, 106 MB/s) [12m6s:2m43s] 85% |████████████████████████████ | (100/117 GB, 106 MB/s) [12m6s:2m43s] 85% |████████████████████████████ | (100/117 GB, 106 MB/s) [12m6s:2m43s] 85% |████████████████████████████ | (100/117 GB, 106 MB/s) [12m6s:2m43s] 85% |████████████████████████████ | (100/117 GB, 130 MB/s) [12m6s:2m13s] 85% |████████████████████████████ | (100/117 GB, 130 MB/s) [12m6s:2m13s] 85% |████████████████████████████ | (100/117 GB, 130 MB/s) [12m6s:2m13s] 85% |████████████████████████████ | (100/117 GB, 130 MB/s) [12m7s:2m13s] 85% |████████████████████████████ | (100/117 GB, 130 MB/s) [12m7s:2m13s] 85% |████████████████████████████ | (100/117 GB, 130 MB/s) [12m7s:2m13s] 85% |████████████████████████████ | (100/117 GB, 130 MB/s) [12m7s:2m13s] 85% |████████████████████████████ | (100/117 GB, 144 MB/s) [12m7s:1m59s] 85% |████████████████████████████ | (100/117 GB, 144 MB/s) [12m7s:1m59s] 85% |████████████████████████████ | (100/117 GB, 144 MB/s) [12m7s:1m59s] 85% |████████████████████████████ | (100/117 GB, 144 MB/s) [12m7s:1m59s] 85% |████████████████████████████ | (100/117 GB, 144 MB/s) [12m7s:1m59s] 85% |████████████████████████████ | (100/117 GB, 149 MB/s) [12m7s:1m55s] 85% |████████████████████████████ | (100/117 GB, 149 MB/s) [12m7s:1m55s] 85% |████████████████████████████ | (100/117 GB, 149 MB/s) [12m7s:1m55s] 85% |████████████████████████████ | (100/117 GB, 149 MB/s) [12m8s:1m55s] 85% |████████████████████████████ | (100/117 GB, 149 MB/s) [12m8s:1m55s] 85% |████████████████████████████ | (100/117 GB, 148 MB/s) [12m8s:1m55s] 85% |████████████████████████████ | (100/117 GB, 148 MB/s) [12m8s:1m55s] 85% |████████████████████████████ | (100/117 GB, 148 MB/s) [12m8s:1m55s] 85% |████████████████████████████ | (100/117 GB, 148 MB/s) [12m8s:1m55s] 85% |████████████████████████████ | (100/117 GB, 148 MB/s) [12m8s:1m55s] 85% |████████████████████████████ | (100/117 GB, 148 MB/s) [12m8s:1m55s] 85% |████████████████████████████ | (100/117 GB, 153 MB/s) [12m8s:1m51s] 85% |████████████████████████████ | (100/117 GB, 153 MB/s) [12m8s:1m51s] 85% |████████████████████████████ | (100/117 GB, 153 MB/s) [12m9s:1m51s] 85% |████████████████████████████ | (100/117 GB, 153 MB/s) [12m9s:1m51s] 85% |████████████████████████████ | (100/117 GB, 153 MB/s) [12m9s:1m51s] 85% |████████████████████████████ | (100/117 GB, 153 MB/s) [12m9s:1m50s] 85% |████████████████████████████ | (100/117 GB, 153 MB/s) [12m9s:1m50s] 85% |████████████████████████████ | (100/117 GB, 158 MB/s) [12m9s:1m47s] 85% |████████████████████████████ | (100/117 GB, 158 MB/s) [12m9s:1m46s] 85% |████████████████████████████ | (100/117 GB, 158 MB/s) [12m9s:1m46s] 85% |████████████████████████████ | (100/117 GB, 158 MB/s) [12m9s:1m46s] 85% |████████████████████████████ | (100/117 GB, 158 MB/s) [12m9s:1m46s] 85% |████████████████████████████ | (100/117 GB, 158 MB/s) [12m9s:1m46s] 85% |████████████████████████████ | (100/117 GB, 156 MB/s) [12m9s:1m48s] 85% |████████████████████████████ | (100/117 GB, 156 MB/s) [12m10s:1m48s] 85% |████████████████████████████ | (100/117 GB, 156 MB/s) [12m10s:1m48s] 85% |████████████████████████████ | (100/117 GB, 156 MB/s) [12m10s:1m48s] 85% |████████████████████████████ | (100/117 GB, 151 MB/s) [12m10s:1m51s] 85% |████████████████████████████ | (100/117 GB, 151 MB/s) [12m10s:1m51s] 85% |████████████████████████████ | (100/117 GB, 138 MB/s) [12m11s:2m1s] 85% |████████████████████████████ | (100/117 GB, 138 MB/s) [12m11s:2m1s] 85% |████████████████████████████ | (100/117 GB, 138 MB/s) [12m11s:2m1s] 85% |████████████████████████████ | (100/117 GB, 138 MB/s) [12m11s:2m1s] 85% |████████████████████████████ | (100/117 GB, 138 MB/s) [12m11s:2m1s] 85% |████████████████████████████ | (100/117 GB, 138 MB/s) [12m11s:2m0s] 85% |████████████████████████████ | (100/117 GB, 153 MB/s) [12m11s:1m49s] 85% |████████████████████████████ | (100/117 GB, 153 MB/s) [12m11s:1m49s] 85% |████████████████████████████ | (100/117 GB, 153 MB/s) [12m11s:1m49s] 85% |████████████████████████████ | (100/117 GB, 153 MB/s) [12m11s:1m49s] 85% |████████████████████████████ | (100/117 GB, 153 MB/s) [12m12s:1m49s] 85% |████████████████████████████ | (100/117 GB, 133 MB/s) [12m12s:2m5s] 85% |████████████████████████████ | (100/117 GB, 133 MB/s) [12m12s:2m5s] 85% |████████████████████████████ | (100/117 GB, 133 MB/s) [12m12s:2m5s] 85% |████████████████████████████ | (100/117 GB, 133 MB/s) [12m12s:2m5s] 85% |████████████████████████████ | (100/117 GB, 133 MB/s) [12m12s:2m5s] 85% |████████████████████████████ | (100/117 GB, 114 MB/s) [12m12s:2m25s] 85% |████████████████████████████ | (100/117 GB, 114 MB/s) [12m12s:2m25s] 85% |████████████████████████████ | (100/117 GB, 114 MB/s) [12m12s:2m25s] 85% |████████████████████████████ | (100/117 GB, 114 MB/s) [12m12s:2m25s] 85% |████████████████████████████ | (100/117 GB, 114 MB/s) [12m12s:2m25s] 85% |████████████████████████████ | (100/117 GB, 114 MB/s) [12m13s:2m25s] 85% |████████████████████████████ | (100/117 GB, 114 MB/s) [12m13s:2m25s] 85% |████████████████████████████ | (100/117 GB, 118 MB/s) [12m13s:2m20s] 85% |████████████████████████████ | (100/117 GB, 118 MB/s) [12m13s:2m19s] 85% |████████████████████████████ | (100/117 GB, 118 MB/s) [12m13s:2m19s] 85% |████████████████████████████ | (100/117 GB, 118 MB/s) [12m13s:2m19s] 85% |████████████████████████████ | (101/117 GB, 118 MB/s) [12m13s:2m19s] 85% |████████████████████████████ | (101/117 GB, 118 MB/s) [12m13s:2m19s] 85% |████████████████████████████ | (101/117 GB, 120 MB/s) [12m13s:2m17s] 85% |████████████████████████████ | (101/117 GB, 120 MB/s) [12m13s:2m17s] 85% |████████████████████████████ | (101/117 GB, 120 MB/s) [12m13s:2m17s] 85% |████████████████████████████ | (101/117 GB, 120 MB/s) [12m14s:2m17s] 85% |████████████████████████████ | (101/117 GB, 120 MB/s) [12m14s:2m17s] 85% |████████████████████████████ | (101/117 GB, 120 MB/s) [12m14s:2m17s] 85% |████████████████████████████ | (101/117 GB, 116 MB/s) [12m14s:2m21s] 85% |████████████████████████████ | (101/117 GB, 116 MB/s) [12m14s:2m21s] 86% |████████████████████████████ | (101/117 GB, 116 MB/s) [12m14s:2m21s] 86% |████████████████████████████ | (101/117 GB, 116 MB/s) [12m14s:2m21s] 86% |████████████████████████████ | (101/117 GB, 116 MB/s) [12m14s:2m20s] 86% |████████████████████████████ | (101/117 GB, 116 MB/s) [12m14s:2m20s] 86% |████████████████████████████ | (101/117 GB, 112 MB/s) [12m15s:2m26s] 86% |████████████████████████████ | (101/117 GB, 112 MB/s) [12m15s:2m26s] 86% |████████████████████████████ | (101/117 GB, 112 MB/s) [12m15s:2m26s] 86% |████████████████████████████ | (101/117 GB, 112 MB/s) [12m15s:2m26s] 86% |████████████████████████████ | (101/117 GB, 112 MB/s) [12m15s:2m25s] 86% |████████████████████████████ | (101/117 GB, 112 MB/s) [12m15s:2m25s] 86% |████████████████████████████ | (101/117 GB, 110 MB/s) [12m15s:2m28s] 86% |████████████████████████████ | (101/117 GB, 110 MB/s) [12m15s:2m28s] 86% |████████████████████████████ | (101/117 GB, 110 MB/s) [12m15s:2m28s] 86% |████████████████████████████ | (101/117 GB, 110 MB/s) [12m15s:2m28s] 86% |████████████████████████████ | (101/117 GB, 110 MB/s) [12m15s:2m28s] 86% |████████████████████████████ | (101/117 GB, 111 MB/s) [12m16s:2m26s] 86% |████████████████████████████ | (101/117 GB, 111 MB/s) [12m16s:2m26s] 86% |████████████████████████████ | (101/117 GB, 111 MB/s) [12m16s:2m26s] 86% |████████████████████████████ | (101/117 GB, 111 MB/s) [12m16s:2m25s] 86% |████████████████████████████ | (101/117 GB, 111 MB/s) [12m16s:2m25s] 86% |████████████████████████████ | (101/117 GB, 118 MB/s) [12m16s:2m16s] 86% |████████████████████████████ | (101/117 GB, 118 MB/s) [12m16s:2m16s] 86% |████████████████████████████ | (101/117 GB, 118 MB/s) [12m16s:2m16s] 86% |████████████████████████████ | (101/117 GB, 118 MB/s) [12m17s:2m16s] 86% |████████████████████████████ | (101/117 GB, 118 MB/s) [12m17s:2m16s] 86% |████████████████████████████ | (101/117 GB, 106 MB/s) [12m17s:2m32s] 86% |████████████████████████████ | (101/117 GB, 106 MB/s) [12m17s:2m32s] 86% |████████████████████████████ | (101/117 GB, 106 MB/s) [12m17s:2m32s] 86% |████████████████████████████ | (101/117 GB, 102 MB/s) [12m18s:2m37s] 86% |████████████████████████████ | (101/117 GB, 102 MB/s) [12m18s:2m37s] 86% |████████████████████████████ | (101/117 GB, 102 MB/s) [12m18s:2m37s] 86% |████████████████████████████ | (101/117 GB, 102 MB/s) [12m18s:2m37s] 86% |████████████████████████████ | (101/117 GB, 102 MB/s) [12m18s:2m37s] 86% |████████████████████████████ | (101/117 GB, 102 MB/s) [12m18s:2m36s] 86% |████████████████████████████ | (101/117 GB, 106 MB/s) [12m19s:2m31s] 86% |████████████████████████████ | (101/117 GB, 106 MB/s) [12m19s:2m30s] 86% |████████████████████████████ | (101/117 GB, 106 MB/s) [12m19s:2m30s] 86% |████████████████████████████ | (101/117 GB, 106 MB/s) [12m19s:2m30s] 86% |████████████████████████████ | (101/117 GB, 106 MB/s) [12m19s:2m30s] 86% |████████████████████████████ | (101/117 GB, 106 MB/s) [12m19s:2m30s] 86% |████████████████████████████ | (101/117 GB, 106 MB/s) [12m19s:2m30s] 86% |████████████████████████████ | (101/117 GB, 107 MB/s) [12m19s:2m28s] 86% |████████████████████████████ | (101/117 GB, 107 MB/s) [12m19s:2m28s] 86% |████████████████████████████ | (101/117 GB, 107 MB/s) [12m19s:2m28s] 86% |████████████████████████████ | (101/117 GB, 107 MB/s) [12m19s:2m28s] 86% |████████████████████████████ | (101/117 GB, 107 MB/s) [12m19s:2m28s] 86% |████████████████████████████ | (101/117 GB, 107 MB/s) [12m19s:2m27s] 86% |████████████████████████████ | (101/117 GB, 107 MB/s) [12m20s:2m27s] 86% |████████████████████████████ | (101/117 GB, 118 MB/s) [12m20s:2m14s] 86% |████████████████████████████ | (101/117 GB, 118 MB/s) [12m20s:2m14s] 86% |████████████████████████████ | (101/117 GB, 118 MB/s) [12m20s:2m14s] 86% |████████████████████████████ | (101/117 GB, 118 MB/s) [12m20s:2m14s] 86% |████████████████████████████ | (101/117 GB, 118 MB/s) [12m20s:2m14s] 86% |████████████████████████████ | (101/117 GB, 118 MB/s) [12m20s:2m14s] 86% |████████████████████████████ | (101/117 GB, 118 MB/s) [12m20s:2m14s] 86% |████████████████████████████ | (101/117 GB, 118 MB/s) [12m20s:2m14s] 86% |█████████████████████████████ | (101/117 GB, 127 MB/s) [12m20s:2m3s] 86% |█████████████████████████████ | (101/117 GB, 127 MB/s) [12m20s:2m3s] 86% |█████████████████████████████ | (101/117 GB, 127 MB/s) [12m20s:2m3s] 86% |█████████████████████████████ | (101/117 GB, 127 MB/s) [12m20s:2m3s] 86% |█████████████████████████████ | (101/117 GB, 127 MB/s) [12m20s:2m3s] 86% |█████████████████████████████ | (101/117 GB, 127 MB/s) [12m20s:2m2s] 86% |█████████████████████████████ | (101/117 GB, 127 MB/s) [12m21s:2m2s] 86% |████████████████████████████ | (102/117 GB, 138 MB/s) [12m21s:1m52s] 86% |████████████████████████████ | (102/117 GB, 138 MB/s) [12m21s:1m52s] 86% |████████████████████████████ | (102/117 GB, 138 MB/s) [12m21s:1m52s] 86% |████████████████████████████ | (102/117 GB, 138 MB/s) [12m21s:1m52s] 86% |████████████████████████████ | (102/117 GB, 138 MB/s) [12m21s:1m52s] 86% |████████████████████████████ | (102/117 GB, 131 MB/s) [12m22s:1m58s] 86% |████████████████████████████ | (102/117 GB, 131 MB/s) [12m22s:1m58s] 86% |████████████████████████████ | (102/117 GB, 131 MB/s) [12m22s:1m58s] 86% |████████████████████████████ | (102/117 GB, 131 MB/s) [12m23s:1m57s] 86% |████████████████████████████ | (102/117 GB, 131 MB/s) [12m23s:1m57s] 86% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m23s:1m54s] 86% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m23s:1m54s] 86% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m23s:1m54s] 86% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m23s:1m54s] 86% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m23s:1m54s] 86% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m23s:1m54s] 86% |████████████████████████████ | (102/117 GB, 133 MB/s) [12m23s:1m55s] 86% |████████████████████████████ | (102/117 GB, 133 MB/s) [12m23s:1m55s] 86% |████████████████████████████ | (102/117 GB, 133 MB/s) [12m24s:1m55s] 86% |████████████████████████████ | (102/117 GB, 133 MB/s) [12m24s:1m55s] 86% |████████████████████████████ | (102/117 GB, 133 MB/s) [12m24s:1m55s] 86% |████████████████████████████ | (102/117 GB, 133 MB/s) [12m24s:1m55s] 86% |████████████████████████████ | (102/117 GB, 146 MB/s) [12m24s:1m44s] 86% |████████████████████████████ | (102/117 GB, 146 MB/s) [12m24s:1m44s] 86% |████████████████████████████ | (102/117 GB, 146 MB/s) [12m24s:1m44s] 86% |████████████████████████████ | (102/117 GB, 146 MB/s) [12m24s:1m44s] 86% |████████████████████████████ | (102/117 GB, 146 MB/s) [12m24s:1m44s] 86% |████████████████████████████ | (102/117 GB, 146 MB/s) [12m24s:1m44s] 86% |████████████████████████████ | (102/117 GB, 160 MB/s) [12m24s:1m35s] 86% |████████████████████████████ | (102/117 GB, 160 MB/s) [12m24s:1m35s] 86% |████████████████████████████ | (102/117 GB, 160 MB/s) [12m25s:1m35s] 86% |████████████████████████████ | (102/117 GB, 160 MB/s) [12m25s:1m35s] 86% |████████████████████████████ | (102/117 GB, 160 MB/s) [12m25s:1m35s] 87% |████████████████████████████ | (102/117 GB, 155 MB/s) [12m25s:1m38s] 87% |████████████████████████████ | (102/117 GB, 155 MB/s) [12m25s:1m38s] 87% |████████████████████████████ | (102/117 GB, 155 MB/s) [12m25s:1m37s] 87% |████████████████████████████ | (102/117 GB, 155 MB/s) [12m25s:1m37s] 87% |████████████████████████████ | (102/117 GB, 155 MB/s) [12m25s:1m37s] 87% |████████████████████████████ | (102/117 GB, 155 MB/s) [12m25s:1m37s] 87% |████████████████████████████ | (102/117 GB, 155 MB/s) [12m25s:1m37s] 87% |████████████████████████████ | (102/117 GB, 147 MB/s) [12m25s:1m42s] 87% |████████████████████████████ | (102/117 GB, 147 MB/s) [12m26s:1m42s] 87% |████████████████████████████ | (102/117 GB, 147 MB/s) [12m26s:1m42s] 87% |████████████████████████████ | (102/117 GB, 147 MB/s) [12m26s:1m42s] 87% |████████████████████████████ | (102/117 GB, 147 MB/s) [12m26s:1m42s] 87% |████████████████████████████ | (102/117 GB, 140 MB/s) [12m26s:1m47s] 87% |████████████████████████████ | (102/117 GB, 140 MB/s) [12m26s:1m47s] 87% |████████████████████████████ | (102/117 GB, 140 MB/s) [12m26s:1m47s] 87% |████████████████████████████ | (102/117 GB, 140 MB/s) [12m26s:1m47s] 87% |████████████████████████████ | (102/117 GB, 140 MB/s) [12m26s:1m47s] 87% |████████████████████████████ | (102/117 GB, 140 MB/s) [12m26s:1m47s] 87% |████████████████████████████ | (102/117 GB, 140 MB/s) [12m26s:1m47s] 87% |████████████████████████████ | (102/117 GB, 134 MB/s) [12m27s:1m52s] 87% |████████████████████████████ | (102/117 GB, 134 MB/s) [12m27s:1m51s] 87% |████████████████████████████ | (102/117 GB, 134 MB/s) [12m27s:1m51s] 87% |████████████████████████████ | (102/117 GB, 134 MB/s) [12m27s:1m51s] 87% |████████████████████████████ | (102/117 GB, 134 MB/s) [12m27s:1m51s] 87% |████████████████████████████ | (102/117 GB, 134 MB/s) [12m27s:1m51s] 87% |█████████████████████████████ | (102/117 GB, 122 MB/s) [12m27s:2m1s] 87% |█████████████████████████████ | (102/117 GB, 122 MB/s) [12m27s:2m1s] 87% |█████████████████████████████ | (102/117 GB, 122 MB/s) [12m27s:2m1s] 87% |█████████████████████████████ | (102/117 GB, 122 MB/s) [12m27s:2m1s] 87% |█████████████████████████████ | (102/117 GB, 122 MB/s) [12m27s:2m1s] 87% |█████████████████████████████ | (102/117 GB, 122 MB/s) [12m28s:2m1s] 87% |█████████████████████████████ | (102/117 GB, 122 MB/s) [12m28s:2m0s] 87% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m28s:1m49s] 87% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m28s:1m49s] 87% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m28s:1m49s] 87% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m28s:1m49s] 87% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m28s:1m49s] 87% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m28s:1m49s] 87% |████████████████████████████ | (102/117 GB, 140 MB/s) [12m28s:1m45s] 87% |████████████████████████████ | (102/117 GB, 140 MB/s) [12m28s:1m45s] 87% |████████████████████████████ | (102/117 GB, 140 MB/s) [12m28s:1m44s] 87% |████████████████████████████ | (102/117 GB, 140 MB/s) [12m28s:1m44s] 87% |████████████████████████████ | (102/117 GB, 140 MB/s) [12m28s:1m44s] 87% |████████████████████████████ | (102/117 GB, 140 MB/s) [12m28s:1m44s] 87% |████████████████████████████ | (102/117 GB, 140 MB/s) [12m29s:1m44s] 87% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m30s:1m48s] 87% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m31s:1m48s] 87% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m31s:1m48s] 87% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m31s:1m47s] 87% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m31s:1m47s] 87% |████████████████████████████ | (102/117 GB, 135 MB/s) [12m31s:1m47s] 87% |████████████████████████████ | (103/117 GB, 133 MB/s) [12m31s:1m49s] 87% |████████████████████████████ | (103/117 GB, 133 MB/s) [12m31s:1m49s] 87% |████████████████████████████ | (103/117 GB, 133 MB/s) [12m31s:1m49s] 87% |████████████████████████████ | (103/117 GB, 133 MB/s) [12m31s:1m49s] 87% |████████████████████████████ | (103/117 GB, 133 MB/s) [12m31s:1m48s] 87% |████████████████████████████ | (103/117 GB, 133 MB/s) [12m31s:1m48s] 87% |████████████████████████████ | (103/117 GB, 133 MB/s) [12m31s:1m48s] 87% |████████████████████████████ | (103/117 GB, 142 MB/s) [12m31s:1m41s] 87% |████████████████████████████ | (103/117 GB, 142 MB/s) [12m32s:1m41s] 87% |████████████████████████████ | (103/117 GB, 142 MB/s) [12m32s:1m41s] 87% |████████████████████████████ | (103/117 GB, 142 MB/s) [12m32s:1m41s] 87% |████████████████████████████ | (103/117 GB, 140 MB/s) [12m32s:1m42s] 87% |████████████████████████████ | (103/117 GB, 140 MB/s) [12m32s:1m42s] 87% |████████████████████████████ | (103/117 GB, 140 MB/s) [12m32s:1m42s] 87% |████████████████████████████ | (103/117 GB, 140 MB/s) [12m32s:1m42s] 87% |████████████████████████████ | (103/117 GB, 140 MB/s) [12m32s:1m42s] 87% |████████████████████████████ | (103/117 GB, 140 MB/s) [12m32s:1m42s] 87% |████████████████████████████ | (103/117 GB, 142 MB/s) [12m33s:1m40s] 87% |████████████████████████████ | (103/117 GB, 142 MB/s) [12m33s:1m40s] 87% |████████████████████████████ | (103/117 GB, 142 MB/s) [12m33s:1m40s] 87% |████████████████████████████ | (103/117 GB, 142 MB/s) [12m33s:1m40s] 87% |████████████████████████████ | (103/117 GB, 142 MB/s) [12m33s:1m40s] 87% |████████████████████████████ | (103/117 GB, 140 MB/s) [12m33s:1m41s] 87% |████████████████████████████ | (103/117 GB, 140 MB/s) [12m33s:1m41s] 87% |████████████████████████████ | (103/117 GB, 140 MB/s) [12m33s:1m41s] 87% |████████████████████████████ | (103/117 GB, 140 MB/s) [12m33s:1m41s] 87% |████████████████████████████ | (103/117 GB, 140 MB/s) [12m33s:1m41s] 87% |████████████████████████████ | (103/117 GB, 140 MB/s) [12m33s:1m41s] 87% |████████████████████████████ | (103/117 GB, 139 MB/s) [12m34s:1m41s] 87% |████████████████████████████ | (103/117 GB, 139 MB/s) [12m34s:1m41s] 87% |████████████████████████████ | (103/117 GB, 139 MB/s) [12m34s:1m41s] 87% |████████████████████████████ | (103/117 GB, 139 MB/s) [12m34s:1m41s] 87% |████████████████████████████ | (103/117 GB, 139 MB/s) [12m34s:1m41s] 87% |████████████████████████████ | (103/117 GB, 139 MB/s) [12m34s:1m41s] 87% |████████████████████████████ | (103/117 GB, 148 MB/s) [12m34s:1m35s] 88% |█████████████████████████████ | (103/117 GB, 148 MB/s) [12m34s:1m35s] 88% |█████████████████████████████ | (103/117 GB, 148 MB/s) [12m34s:1m35s] 88% |█████████████████████████████ | (103/117 GB, 148 MB/s) [12m34s:1m34s] 88% |█████████████████████████████ | (103/117 GB, 148 MB/s) [12m34s:1m34s] 88% |█████████████████████████████ | (103/117 GB, 148 MB/s) [12m34s:1m34s] 88% |█████████████████████████████ | (103/117 GB, 145 MB/s) [12m35s:1m36s] 88% |█████████████████████████████ | (103/117 GB, 145 MB/s) [12m35s:1m36s] 88% |█████████████████████████████ | (103/117 GB, 145 MB/s) [12m35s:1m36s] 88% |█████████████████████████████ | (103/117 GB, 145 MB/s) [12m35s:1m36s] 88% |█████████████████████████████ | (103/117 GB, 145 MB/s) [12m35s:1m36s] 88% |█████████████████████████████ | (103/117 GB, 142 MB/s) [12m35s:1m37s] 88% |█████████████████████████████ | (103/117 GB, 142 MB/s) [12m35s:1m37s] 88% |█████████████████████████████ | (103/117 GB, 142 MB/s) [12m35s:1m37s] 88% |█████████████████████████████ | (103/117 GB, 142 MB/s) [12m35s:1m37s] 88% |█████████████████████████████ | (103/117 GB, 142 MB/s) [12m35s:1m37s] 88% |█████████████████████████████ | (103/117 GB, 142 MB/s) [12m35s:1m37s] 88% |█████████████████████████████ | (103/117 GB, 150 MB/s) [12m36s:1m32s] 88% |█████████████████████████████ | (103/117 GB, 150 MB/s) [12m36s:1m31s] 88% |█████████████████████████████ | (103/117 GB, 150 MB/s) [12m36s:1m31s] 88% |█████████████████████████████ | (103/117 GB, 150 MB/s) [12m36s:1m31s] 88% |█████████████████████████████ | (103/117 GB, 150 MB/s) [12m36s:1m31s] 88% |█████████████████████████████ | (103/117 GB, 150 MB/s) [12m36s:1m31s] 88% |█████████████████████████████ | (103/117 GB, 145 MB/s) [12m36s:1m35s] 88% |█████████████████████████████ | (103/117 GB, 145 MB/s) [12m36s:1m34s] 88% |█████████████████████████████ | (103/117 GB, 145 MB/s) [12m36s:1m34s] 88% |█████████████████████████████ | (103/117 GB, 145 MB/s) [12m36s:1m34s] 88% |█████████████████████████████ | (103/117 GB, 145 MB/s) [12m37s:1m34s] 88% |█████████████████████████████ | (103/117 GB, 133 MB/s) [12m37s:1m43s] 88% |█████████████████████████████ | (103/117 GB, 133 MB/s) [12m37s:1m43s] 88% |█████████████████████████████ | (103/117 GB, 133 MB/s) [12m37s:1m43s] 88% |█████████████████████████████ | (103/117 GB, 133 MB/s) [12m37s:1m43s] 88% |█████████████████████████████ | (103/117 GB, 133 MB/s) [12m37s:1m43s] 88% |█████████████████████████████ | (103/117 GB, 133 MB/s) [12m37s:1m43s] 88% |█████████████████████████████ | (103/117 GB, 139 MB/s) [12m37s:1m38s] 88% |█████████████████████████████ | (103/117 GB, 139 MB/s) [12m37s:1m38s] 88% |█████████████████████████████ | (103/117 GB, 139 MB/s) [12m37s:1m38s] 88% |█████████████████████████████ | (104/117 GB, 139 MB/s) [12m37s:1m38s] 88% |█████████████████████████████ | (104/117 GB, 139 MB/s) [12m38s:1m37s] 88% |█████████████████████████████ | (104/117 GB, 139 MB/s) [12m38s:1m37s] 88% |█████████████████████████████ | (104/117 GB, 137 MB/s) [12m38s:1m39s] 88% |█████████████████████████████ | (104/117 GB, 137 MB/s) [12m38s:1m39s] 88% |█████████████████████████████ | (104/117 GB, 137 MB/s) [12m38s:1m39s] 88% |█████████████████████████████ | (104/117 GB, 137 MB/s) [12m38s:1m39s] 88% |█████████████████████████████ | (104/117 GB, 137 MB/s) [12m38s:1m39s] 88% |█████████████████████████████ | (104/117 GB, 130 MB/s) [12m38s:1m44s] 88% |█████████████████████████████ | (104/117 GB, 130 MB/s) [12m38s:1m44s] 88% |█████████████████████████████ | (104/117 GB, 130 MB/s) [12m39s:1m44s] 88% |█████████████████████████████ | (104/117 GB, 130 MB/s) [12m39s:1m44s] 88% |█████████████████████████████ | (104/117 GB, 130 MB/s) [12m39s:1m44s] 88% |█████████████████████████████ | (104/117 GB, 127 MB/s) [12m39s:1m46s] 88% |█████████████████████████████ | (104/117 GB, 127 MB/s) [12m39s:1m46s] 88% |█████████████████████████████ | (104/117 GB, 127 MB/s) [12m39s:1m46s] 88% |█████████████████████████████ | (104/117 GB, 127 MB/s) [12m39s:1m45s] 88% |█████████████████████████████ | (104/117 GB, 127 MB/s) [12m39s:1m45s] 88% |█████████████████████████████ | (104/117 GB, 127 MB/s) [12m39s:1m45s] 88% |█████████████████████████████ | (104/117 GB, 127 MB/s) [12m39s:1m45s] 88% |█████████████████████████████ | (104/117 GB, 127 MB/s) [12m39s:1m45s] 88% |█████████████████████████████ | (104/117 GB, 128 MB/s) [12m39s:1m44s] 88% |█████████████████████████████ | (104/117 GB, 128 MB/s) [12m39s:1m44s] 88% |█████████████████████████████ | (104/117 GB, 128 MB/s) [12m40s:1m44s] 88% |█████████████████████████████ | (104/117 GB, 128 MB/s) [12m40s:1m44s] 88% |█████████████████████████████ | (104/117 GB, 128 MB/s) [12m40s:1m43s] 88% |█████████████████████████████ | (104/117 GB, 128 MB/s) [12m40s:1m43s] 88% |█████████████████████████████ | (104/117 GB, 130 MB/s) [12m40s:1m42s] 88% |█████████████████████████████ | (104/117 GB, 130 MB/s) [12m40s:1m42s] 88% |█████████████████████████████ | (104/117 GB, 130 MB/s) [12m40s:1m42s] 88% |█████████████████████████████ | (104/117 GB, 130 MB/s) [12m40s:1m42s] 88% |█████████████████████████████ | (104/117 GB, 120 MB/s) [12m40s:1m50s] 88% |█████████████████████████████ | (104/117 GB, 120 MB/s) [12m41s:1m50s] 88% |█████████████████████████████ | (104/117 GB, 120 MB/s) [12m41s:1m50s] 88% |█████████████████████████████ | (104/117 GB, 120 MB/s) [12m41s:1m50s] 88% |█████████████████████████████ | (104/117 GB, 120 MB/s) [12m41s:1m50s] 88% |█████████████████████████████ | (104/117 GB, 120 MB/s) [12m41s:1m49s] 88% |█████████████████████████████ | (104/117 GB, 111 MB/s) [12m43s:1m58s] 88% |█████████████████████████████ | (104/117 GB, 111 MB/s) [12m43s:1m58s] 88% |█████████████████████████████ | (104/117 GB, 111 MB/s) [12m43s:1m58s] 88% |█████████████████████████████ | (104/117 GB, 111 MB/s) [12m43s:1m57s] 88% |█████████████████████████████ | (104/117 GB, 111 MB/s) [12m43s:1m57s] 88% |█████████████████████████████ | (104/117 GB, 111 MB/s) [12m43s:1m57s] 88% |█████████████████████████████ | (104/117 GB, 119 MB/s) [12m43s:1m49s] 88% |█████████████████████████████ | (104/117 GB, 119 MB/s) [12m43s:1m49s] 88% |█████████████████████████████ | (104/117 GB, 119 MB/s) [12m44s:1m49s] 88% |█████████████████████████████ | (104/117 GB, 119 MB/s) [12m44s:1m49s] 88% |█████████████████████████████ | (104/117 GB, 119 MB/s) [12m44s:1m49s] 88% |█████████████████████████████ | (104/117 GB, 119 MB/s) [12m44s:1m49s] 88% |█████████████████████████████ | (104/117 GB, 119 MB/s) [12m44s:1m49s] 88% |█████████████████████████████ | (104/117 GB, 124 MB/s) [12m44s:1m45s] 88% |█████████████████████████████ | (104/117 GB, 124 MB/s) [12m44s:1m44s] 88% |█████████████████████████████ | (104/117 GB, 124 MB/s) [12m44s:1m44s] 88% |█████████████████████████████ | (104/117 GB, 124 MB/s) [12m44s:1m44s] 88% |█████████████████████████████ | (104/117 GB, 124 MB/s) [12m44s:1m44s] 88% |█████████████████████████████ | (104/117 GB, 124 MB/s) [12m44s:1m44s] 88% |█████████████████████████████ | (104/117 GB, 128 MB/s) [12m44s:1m40s] 88% |█████████████████████████████ | (104/117 GB, 128 MB/s) [12m45s:1m40s] 89% |█████████████████████████████ | (104/117 GB, 128 MB/s) [12m45s:1m40s] 89% |█████████████████████████████ | (104/117 GB, 128 MB/s) [12m45s:1m40s] 89% |█████████████████████████████ | (104/117 GB, 130 MB/s) [12m45s:1m38s] 89% |█████████████████████████████ | (104/117 GB, 130 MB/s) [12m45s:1m38s] 89% |█████████████████████████████ | (104/117 GB, 130 MB/s) [12m45s:1m38s] 89% |█████████████████████████████ | (104/117 GB, 130 MB/s) [12m45s:1m38s] 89% |█████████████████████████████ | (104/117 GB, 130 MB/s) [12m45s:1m38s] 89% |█████████████████████████████ | (104/117 GB, 130 MB/s) [12m45s:1m38s] 89% |█████████████████████████████ | (104/117 GB, 130 MB/s) [12m45s:1m38s] 89% |█████████████████████████████ | (104/117 GB, 140 MB/s) [12m45s:1m31s] 89% |█████████████████████████████ | (104/117 GB, 140 MB/s) [12m46s:1m31s] 89% |█████████████████████████████ | (104/117 GB, 140 MB/s) [12m46s:1m31s] 89% |█████████████████████████████ | (104/117 GB, 140 MB/s) [12m46s:1m30s] 89% |█████████████████████████████ | (104/117 GB, 140 MB/s) [12m46s:1m30s] 89% |█████████████████████████████ | (104/117 GB, 140 MB/s) [12m46s:1m30s] 89% |█████████████████████████████ | (104/117 GB, 139 MB/s) [12m46s:1m31s] 89% |█████████████████████████████ | (104/117 GB, 139 MB/s) [12m46s:1m31s] 89% |█████████████████████████████ | (104/117 GB, 139 MB/s) [12m46s:1m31s] 89% |█████████████████████████████ | (104/117 GB, 139 MB/s) [12m46s:1m31s] 89% |█████████████████████████████ | (104/117 GB, 139 MB/s) [12m46s:1m31s] 89% |█████████████████████████████ | (104/117 GB, 124 MB/s) [12m47s:1m41s] 89% |█████████████████████████████ | (104/117 GB, 124 MB/s) [12m47s:1m41s] 89% |█████████████████████████████ | (104/117 GB, 124 MB/s) [12m47s:1m41s] 89% |█████████████████████████████ | (104/117 GB, 124 MB/s) [12m47s:1m41s] 89% |█████████████████████████████ | (104/117 GB, 124 MB/s) [12m47s:1m41s] 89% |█████████████████████████████ | (104/117 GB, 124 MB/s) [12m47s:1m41s] 89% |█████████████████████████████ | (104/117 GB, 119 MB/s) [12m47s:1m46s] 89% |█████████████████████████████ | (104/117 GB, 119 MB/s) [12m47s:1m45s] 89% |█████████████████████████████ | (104/117 GB, 119 MB/s) [12m47s:1m45s] 89% |█████████████████████████████ | (104/117 GB, 119 MB/s) [12m47s:1m45s] 89% |█████████████████████████████ | (104/117 GB, 119 MB/s) [12m48s:1m45s] 89% |█████████████████████████████ | (104/117 GB, 119 MB/s) [12m48s:1m45s] 89% |█████████████████████████████ | (104/117 GB, 122 MB/s) [12m48s:1m43s] 89% |█████████████████████████████ | (105/117 GB, 122 MB/s) [12m48s:1m43s] 89% |█████████████████████████████ | (105/117 GB, 122 MB/s) [12m48s:1m42s] 89% |█████████████████████████████ | (105/117 GB, 122 MB/s) [12m48s:1m42s] 89% |█████████████████████████████ | (105/117 GB, 122 MB/s) [12m48s:1m42s] 89% |█████████████████████████████ | (105/117 GB, 122 MB/s) [12m48s:1m42s] 89% |█████████████████████████████ | (105/117 GB, 129 MB/s) [12m48s:1m36s] 89% |█████████████████████████████ | (105/117 GB, 129 MB/s) [12m48s:1m36s] 89% |█████████████████████████████ | (105/117 GB, 129 MB/s) [12m48s:1m36s] 89% |█████████████████████████████ | (105/117 GB, 129 MB/s) [12m49s:1m36s] 89% |█████████████████████████████ | (105/117 GB, 129 MB/s) [12m49s:1m36s] 89% |█████████████████████████████ | (105/117 GB, 123 MB/s) [12m49s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 123 MB/s) [12m49s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 123 MB/s) [12m49s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 123 MB/s) [12m49s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 123 MB/s) [12m49s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 123 MB/s) [12m49s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 123 MB/s) [12m49s:1m39s] 89% |█████████████████████████████ | (105/117 GB, 122 MB/s) [12m49s:1m41s] 89% |█████████████████████████████ | (105/117 GB, 122 MB/s) [12m50s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 122 MB/s) [12m50s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 122 MB/s) [12m50s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 122 MB/s) [12m50s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 122 MB/s) [12m50s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 121 MB/s) [12m50s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 121 MB/s) [12m50s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 121 MB/s) [12m50s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 121 MB/s) [12m50s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 121 MB/s) [12m50s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 121 MB/s) [12m50s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 121 MB/s) [12m51s:1m40s] 89% |█████████████████████████████ | (105/117 GB, 124 MB/s) [12m51s:1m38s] 89% |█████████████████████████████ | (105/117 GB, 124 MB/s) [12m51s:1m38s] 89% |█████████████████████████████ | (105/117 GB, 124 MB/s) [12m51s:1m37s] 89% |█████████████████████████████ | (105/117 GB, 124 MB/s) [12m51s:1m37s] 89% |█████████████████████████████ | (105/117 GB, 119 MB/s) [12m51s:1m41s] 89% |█████████████████████████████ | (105/117 GB, 119 MB/s) [12m51s:1m41s] 89% |█████████████████████████████ | (105/117 GB, 119 MB/s) [12m51s:1m41s] 89% |█████████████████████████████ | (105/117 GB, 119 MB/s) [12m51s:1m41s] 89% |█████████████████████████████ | (105/117 GB, 119 MB/s) [12m51s:1m41s] 89% |█████████████████████████████ | (105/117 GB, 119 MB/s) [12m52s:1m41s] 89% |█████████████████████████████ | (105/117 GB, 119 MB/s) [12m52s:1m41s] 89% |█████████████████████████████ | (105/117 GB, 127 MB/s) [12m52s:1m34s] 89% |█████████████████████████████ | (105/117 GB, 127 MB/s) [12m52s:1m34s] 89% |█████████████████████████████ | (105/117 GB, 127 MB/s) [12m52s:1m34s] 89% |█████████████████████████████ | (105/117 GB, 127 MB/s) [12m52s:1m34s] 89% |█████████████████████████████ | (105/117 GB, 127 MB/s) [12m52s:1m34s] 89% |█████████████████████████████ | (105/117 GB, 127 MB/s) [12m52s:1m34s] 89% |█████████████████████████████ | (105/117 GB, 132 MB/s) [12m52s:1m30s] 89% |█████████████████████████████ | (105/117 GB, 132 MB/s) [12m52s:1m30s] 89% |█████████████████████████████ | (105/117 GB, 132 MB/s) [12m52s:1m30s] 89% |█████████████████████████████ | (105/117 GB, 132 MB/s) [12m53s:1m30s] 89% |█████████████████████████████ | (105/117 GB, 132 MB/s) [12m53s:1m30s] 89% |█████████████████████████████ | (105/117 GB, 134 MB/s) [12m53s:1m28s] 89% |█████████████████████████████ | (105/117 GB, 134 MB/s) [12m53s:1m28s] 89% |█████████████████████████████ | (105/117 GB, 134 MB/s) [12m53s:1m28s] 89% |█████████████████████████████ | (105/117 GB, 134 MB/s) [12m53s:1m28s] 89% |█████████████████████████████ | (105/117 GB, 134 MB/s) [12m53s:1m28s] 89% |█████████████████████████████ | (105/117 GB, 134 MB/s) [12m53s:1m28s] 89% |█████████████████████████████ | (105/117 GB, 142 MB/s) [12m53s:1m22s] 89% |█████████████████████████████ | (105/117 GB, 142 MB/s) [12m53s:1m22s] 89% |█████████████████████████████ | (105/117 GB, 142 MB/s) [12m53s:1m22s] 89% |█████████████████████████████ | (105/117 GB, 142 MB/s) [12m54s:1m22s] 89% |█████████████████████████████ | (105/117 GB, 136 MB/s) [12m54s:1m26s] 89% |█████████████████████████████ | (105/117 GB, 136 MB/s) [12m54s:1m26s] 90% |█████████████████████████████ | (105/117 GB, 136 MB/s) [12m54s:1m26s] 90% |█████████████████████████████ | (105/117 GB, 136 MB/s) [12m54s:1m26s] 90% |█████████████████████████████ | (105/117 GB, 136 MB/s) [12m54s:1m26s] 90% |█████████████████████████████ | (105/117 GB, 136 MB/s) [12m54s:1m26s] 90% |█████████████████████████████ | (105/117 GB, 136 MB/s) [12m55s:1m25s] 90% |█████████████████████████████ | (105/117 GB, 137 MB/s) [12m55s:1m24s] 90% |█████████████████████████████ | (105/117 GB, 137 MB/s) [12m55s:1m24s] 90% |█████████████████████████████ | (106/117 GB, 137 MB/s) [12m55s:1m24s] 90% |█████████████████████████████ | (106/117 GB, 137 MB/s) [12m55s:1m24s] 90% |█████████████████████████████ | (106/117 GB, 137 MB/s) [12m55s:1m24s] 90% |█████████████████████████████ | (106/117 GB, 132 MB/s) [12m55s:1m28s] 90% |█████████████████████████████ | (106/117 GB, 132 MB/s) [12m55s:1m28s] 90% |█████████████████████████████ | (106/117 GB, 132 MB/s) [12m55s:1m27s] 90% |█████████████████████████████ | (106/117 GB, 132 MB/s) [12m55s:1m27s] 90% |█████████████████████████████ | (106/117 GB, 132 MB/s) [12m55s:1m27s] 90% |█████████████████████████████ | (106/117 GB, 132 MB/s) [12m56s:1m27s] 90% |█████████████████████████████ | (106/117 GB, 130 MB/s) [12m56s:1m28s] 90% |█████████████████████████████ | (106/117 GB, 130 MB/s) [12m56s:1m28s] 90% |█████████████████████████████ | (106/117 GB, 130 MB/s) [12m56s:1m28s] 90% |█████████████████████████████ | (106/117 GB, 130 MB/s) [12m56s:1m28s] 90% |█████████████████████████████ | (106/117 GB, 130 MB/s) [12m56s:1m28s] 90% |█████████████████████████████ | (106/117 GB, 125 MB/s) [12m56s:1m32s] 90% |█████████████████████████████ | (106/117 GB, 125 MB/s) [12m56s:1m31s] 90% |█████████████████████████████ | (106/117 GB, 125 MB/s) [12m56s:1m31s] 90% |█████████████████████████████ | (106/117 GB, 125 MB/s) [12m56s:1m31s] 90% |█████████████████████████████ | (106/117 GB, 125 MB/s) [12m57s:1m31s] 90% |█████████████████████████████ | (106/117 GB, 124 MB/s) [12m57s:1m32s] 90% |█████████████████████████████ | (106/117 GB, 124 MB/s) [12m57s:1m32s] 90% |█████████████████████████████ | (106/117 GB, 124 MB/s) [12m57s:1m31s] 90% |█████████████████████████████ | (106/117 GB, 124 MB/s) [12m57s:1m31s] 90% |█████████████████████████████ | (106/117 GB, 124 MB/s) [12m57s:1m31s] 90% |█████████████████████████████ | (106/117 GB, 124 MB/s) [12m57s:1m31s] 90% |█████████████████████████████ | (106/117 GB, 124 MB/s) [12m57s:1m31s] 90% |█████████████████████████████ | (106/117 GB, 120 MB/s) [12m57s:1m34s] 90% |█████████████████████████████ | (106/117 GB, 120 MB/s) [12m58s:1m34s] 90% |█████████████████████████████ | (106/117 GB, 120 MB/s) [12m58s:1m34s] 90% |█████████████████████████████ | (106/117 GB, 120 MB/s) [12m58s:1m34s] 90% |█████████████████████████████ | (106/117 GB, 120 MB/s) [12m58s:1m34s] 90% |█████████████████████████████ | (106/117 GB, 120 MB/s) [12m58s:1m34s] 90% |█████████████████████████████ | (106/117 GB, 120 MB/s) [12m58s:1m33s] 90% |█████████████████████████████ | (106/117 GB, 126 MB/s) [12m58s:1m28s] 90% |█████████████████████████████ | (106/117 GB, 126 MB/s) [12m58s:1m28s] 90% |█████████████████████████████ | (106/117 GB, 126 MB/s) [12m58s:1m28s] 90% |█████████████████████████████ | (106/117 GB, 126 MB/s) [12m58s:1m28s] 90% |█████████████████████████████ | (106/117 GB, 126 MB/s) [12m58s:1m28s] 90% |█████████████████████████████ | (106/117 GB, 126 MB/s) [12m58s:1m27s] 90% |█████████████████████████████ | (106/117 GB, 126 MB/s) [12m58s:1m27s] 90% |█████████████████████████████ | (106/117 GB, 135 MB/s) [12m59s:1m22s] 90% |█████████████████████████████ | (106/117 GB, 135 MB/s) [12m59s:1m22s] 90% |█████████████████████████████ | (106/117 GB, 135 MB/s) [12m59s:1m22s] 90% |██████████████████████████████ | (106/117 GB, 123 MB/s) [13m0s:1m30s] 90% |██████████████████████████████ | (106/117 GB, 123 MB/s) [13m0s:1m30s] 90% |██████████████████████████████ | (106/117 GB, 123 MB/s) [13m0s:1m29s] 90% |██████████████████████████████ | (106/117 GB, 123 MB/s) [13m0s:1m29s] 90% |██████████████████████████████ | (106/117 GB, 123 MB/s) [13m0s:1m29s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m0s:1m31s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m0s:1m31s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m0s:1m31s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m0s:1m31s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m0s:1m30s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m1s:1m30s] 90% |██████████████████████████████ | (106/117 GB, 116 MB/s) [13m1s:1m34s] 90% |██████████████████████████████ | (106/117 GB, 116 MB/s) [13m1s:1m34s] 90% |██████████████████████████████ | (106/117 GB, 116 MB/s) [13m1s:1m34s] 90% |██████████████████████████████ | (106/117 GB, 116 MB/s) [13m1s:1m34s] 90% |██████████████████████████████ | (106/117 GB, 116 MB/s) [13m1s:1m34s] 90% |██████████████████████████████ | (106/117 GB, 116 MB/s) [13m1s:1m34s] 90% |██████████████████████████████ | (106/117 GB, 124 MB/s) [13m1s:1m27s] 90% |██████████████████████████████ | (106/117 GB, 124 MB/s) [13m1s:1m27s] 90% |██████████████████████████████ | (106/117 GB, 124 MB/s) [13m1s:1m27s] 90% |██████████████████████████████ | (106/117 GB, 124 MB/s) [13m1s:1m27s] 90% |██████████████████████████████ | (106/117 GB, 124 MB/s) [13m2s:1m27s] 90% |██████████████████████████████ | (106/117 GB, 124 MB/s) [13m2s:1m27s] 90% |██████████████████████████████ | (106/117 GB, 123 MB/s) [13m2s:1m28s] 90% |██████████████████████████████ | (106/117 GB, 123 MB/s) [13m2s:1m28s] 90% |██████████████████████████████ | (106/117 GB, 123 MB/s) [13m2s:1m27s] 90% |██████████████████████████████ | (106/117 GB, 123 MB/s) [13m2s:1m27s] 90% |██████████████████████████████ | (106/117 GB, 123 MB/s) [13m2s:1m27s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m2s:1m29s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m2s:1m29s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m2s:1m29s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m3s:1m29s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m3s:1m28s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m3s:1m28s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m3s:1m28s] 90% |██████████████████████████████ | (106/117 GB, 124 MB/s) [13m3s:1m26s] 90% |██████████████████████████████ | (106/117 GB, 124 MB/s) [13m3s:1m25s] 90% |██████████████████████████████ | (106/117 GB, 124 MB/s) [13m3s:1m25s] 90% |██████████████████████████████ | (106/117 GB, 124 MB/s) [13m3s:1m25s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m3s:1m27s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m4s:1m27s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m4s:1m27s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m4s:1m27s] 90% |██████████████████████████████ | (106/117 GB, 121 MB/s) [13m4s:1m27s] 90% |██████████████████████████████ | (106/117 GB, 114 MB/s) [13m4s:1m32s] 90% |██████████████████████████████ | (106/117 GB, 114 MB/s) [13m4s:1m32s] 90% |██████████████████████████████ | (106/117 GB, 114 MB/s) [13m4s:1m32s] 91% |██████████████████████████████ | (106/117 GB, 114 MB/s) [13m4s:1m32s] 91% |██████████████████████████████ | (106/117 GB, 114 MB/s) [13m4s:1m32s] 91% |██████████████████████████████ | (106/117 GB, 114 MB/s) [13m4s:1m32s] 91% |██████████████████████████████ | (107/117 GB, 108 MB/s) [13m4s:1m37s] 91% |██████████████████████████████ | (107/117 GB, 108 MB/s) [13m4s:1m37s] 91% |██████████████████████████████ | (107/117 GB, 108 MB/s) [13m4s:1m37s] 91% |██████████████████████████████ | (107/117 GB, 108 MB/s) [13m5s:1m37s] 91% |██████████████████████████████ | (107/117 GB, 108 MB/s) [13m5s:1m37s] 91% |██████████████████████████████ | (107/117 GB, 108 MB/s) [13m5s:1m37s] 91% |██████████████████████████████ | (107/117 GB, 120 MB/s) [13m5s:1m27s] 91% |██████████████████████████████ | (107/117 GB, 120 MB/s) [13m5s:1m26s] 91% |██████████████████████████████ | (107/117 GB, 120 MB/s) [13m5s:1m26s] 91% |██████████████████████████████ | (107/117 GB, 120 MB/s) [13m5s:1m26s] 91% |██████████████████████████████ | (107/117 GB, 120 MB/s) [13m5s:1m26s] 91% |██████████████████████████████ | (107/117 GB, 120 MB/s) [13m5s:1m26s] 91% |██████████████████████████████ | (107/117 GB, 134 MB/s) [13m5s:1m17s] 91% |██████████████████████████████ | (107/117 GB, 134 MB/s) [13m5s:1m17s] 91% |██████████████████████████████ | (107/117 GB, 134 MB/s) [13m5s:1m17s] 91% |██████████████████████████████ | (107/117 GB, 134 MB/s) [13m6s:1m17s] 91% |██████████████████████████████ | (107/117 GB, 134 MB/s) [13m6s:1m17s] 91% |██████████████████████████████ | (107/117 GB, 134 MB/s) [13m6s:1m16s] 91% |██████████████████████████████ | (107/117 GB, 134 MB/s) [13m6s:1m16s] 91% |██████████████████████████████ | (107/117 GB, 129 MB/s) [13m8s:1m19s] 91% |██████████████████████████████ | (107/117 GB, 129 MB/s) [13m8s:1m19s] 91% |██████████████████████████████ | (107/117 GB, 129 MB/s) [13m8s:1m19s] 91% |██████████████████████████████ | (107/117 GB, 129 MB/s) [13m8s:1m19s] 91% |██████████████████████████████ | (107/117 GB, 129 MB/s) [13m8s:1m18s] 91% |██████████████████████████████ | (107/117 GB, 129 MB/s) [13m8s:1m18s] 91% |██████████████████████████████ | (107/117 GB, 129 MB/s) [13m8s:1m18s] 91% |██████████████████████████████ | (107/117 GB, 126 MB/s) [13m8s:1m20s] 91% |██████████████████████████████ | (107/117 GB, 126 MB/s) [13m8s:1m20s] 91% |██████████████████████████████ | (107/117 GB, 126 MB/s) [13m8s:1m20s] 91% |██████████████████████████████ | (107/117 GB, 126 MB/s) [13m9s:1m20s] 91% |██████████████████████████████ | (107/117 GB, 126 MB/s) [13m9s:1m20s] 91% |██████████████████████████████ | (107/117 GB, 126 MB/s) [13m9s:1m20s] 91% |██████████████████████████████ | (107/117 GB, 126 MB/s) [13m9s:1m20s] 91% |██████████████████████████████ | (107/117 GB, 126 MB/s) [13m9s:1m19s] 91% |██████████████████████████████ | (107/117 GB, 129 MB/s) [13m9s:1m17s] 91% |██████████████████████████████ | (107/117 GB, 129 MB/s) [13m9s:1m17s] 91% |██████████████████████████████ | (107/117 GB, 129 MB/s) [13m9s:1m17s] 91% |██████████████████████████████ | (107/117 GB, 129 MB/s) [13m9s:1m17s] 91% |██████████████████████████████ | (107/117 GB, 129 MB/s) [13m9s:1m17s] 91% |██████████████████████████████ | (107/117 GB, 129 MB/s) [13m9s:1m17s] 91% |██████████████████████████████ | (107/117 GB, 129 MB/s) [13m9s:1m17s] 91% |██████████████████████████████ | (107/117 GB, 134 MB/s) [13m9s:1m14s] 91% |██████████████████████████████ | (107/117 GB, 134 MB/s) [13m10s:1m14s] 91% |██████████████████████████████ | (107/117 GB, 134 MB/s) [13m10s:1m14s] 91% |██████████████████████████████ | (107/117 GB, 134 MB/s) [13m10s:1m14s] 91% |██████████████████████████████ | (107/117 GB, 131 MB/s) [13m10s:1m16s] 91% |██████████████████████████████ | (107/117 GB, 131 MB/s) [13m10s:1m15s] 91% |██████████████████████████████ | (107/117 GB, 131 MB/s) [13m10s:1m15s] 91% |██████████████████████████████ | (107/117 GB, 131 MB/s) [13m10s:1m15s] 91% |██████████████████████████████ | (107/117 GB, 131 MB/s) [13m10s:1m15s] 91% |██████████████████████████████ | (107/117 GB, 131 MB/s) [13m10s:1m15s] 91% |██████████████████████████████ | (107/117 GB, 131 MB/s) [13m10s:1m15s] 91% |██████████████████████████████ | (107/117 GB, 133 MB/s) [13m11s:1m14s] 91% |██████████████████████████████ | (107/117 GB, 133 MB/s) [13m11s:1m14s] 91% |██████████████████████████████ | (107/117 GB, 133 MB/s) [13m11s:1m14s] 91% |██████████████████████████████ | (107/117 GB, 133 MB/s) [13m11s:1m14s] 91% |██████████████████████████████ | (107/117 GB, 133 MB/s) [13m11s:1m13s] 91% |██████████████████████████████ | (107/117 GB, 133 MB/s) [13m11s:1m13s] 91% |██████████████████████████████ | (107/117 GB, 133 MB/s) [13m11s:1m13s] 91% |██████████████████████████████ | (107/117 GB, 138 MB/s) [13m11s:1m10s] 91% |██████████████████████████████ | (107/117 GB, 138 MB/s) [13m11s:1m10s] 91% |██████████████████████████████ | (107/117 GB, 138 MB/s) [13m11s:1m10s] 91% |██████████████████████████████ | (107/117 GB, 138 MB/s) [13m11s:1m10s] 91% |██████████████████████████████ | (107/117 GB, 138 MB/s) [13m11s:1m10s] 91% |██████████████████████████████ | (107/117 GB, 138 MB/s) [13m11s:1m10s] 91% |██████████████████████████████ | (107/117 GB, 138 MB/s) [13m12s:1m10s] 91% |██████████████████████████████ | (107/117 GB, 144 MB/s) [13m12s:1m7s] 91% |██████████████████████████████ | (107/117 GB, 144 MB/s) [13m12s:1m7s] 91% |██████████████████████████████ | (107/117 GB, 144 MB/s) [13m12s:1m7s] 91% |██████████████████████████████ | (107/117 GB, 144 MB/s) [13m12s:1m7s] 91% |██████████████████████████████ | (108/117 GB, 144 MB/s) [13m12s:1m6s] 91% |██████████████████████████████ | (108/117 GB, 144 MB/s) [13m12s:1m6s] 91% |██████████████████████████████ | (108/117 GB, 144 MB/s) [13m12s:1m6s] 91% |██████████████████████████████ | (108/117 GB, 149 MB/s) [13m12s:1m4s] 91% |██████████████████████████████ | (108/117 GB, 149 MB/s) [13m12s:1m4s] 91% |██████████████████████████████ | (108/117 GB, 149 MB/s) [13m12s:1m4s] 91% |██████████████████████████████ | (108/117 GB, 149 MB/s) [13m12s:1m4s] 91% |██████████████████████████████ | (108/117 GB, 149 MB/s) [13m13s:1m3s] 91% |██████████████████████████████ | (108/117 GB, 145 MB/s) [13m13s:1m5s] 91% |██████████████████████████████ | (108/117 GB, 145 MB/s) [13m13s:1m5s] 91% |██████████████████████████████ | (108/117 GB, 145 MB/s) [13m13s:1m5s] 91% |██████████████████████████████ | (108/117 GB, 145 MB/s) [13m13s:1m5s] 91% |██████████████████████████████ | (108/117 GB, 145 MB/s) [13m13s:1m5s] 91% |██████████████████████████████ | (108/117 GB, 155 MB/s) [13m13s:1m0s] 91% |██████████████████████████████ | (108/117 GB, 155 MB/s) [13m13s:1m0s] 91% |██████████████████████████████ | (108/117 GB, 155 MB/s) [13m13s:1m0s] 91% |██████████████████████████████ | (108/117 GB, 155 MB/s) [13m13s:1m0s] 92% |███████████████████████████████ | (108/117 GB, 155 MB/s) [13m13s:1m0s] 92% |███████████████████████████████ | (108/117 GB, 155 MB/s) [13m13s:1m0s] 92% |███████████████████████████████ | (108/117 GB, 155 MB/s) [13m14s:1m0s] 92% |████████████████████████████████ | (108/117 GB, 157 MB/s) [13m14s:59s] 92% |████████████████████████████████ | (108/117 GB, 157 MB/s) [13m14s:59s] 92% |████████████████████████████████ | (108/117 GB, 157 MB/s) [13m14s:59s] 92% |████████████████████████████████ | (108/117 GB, 157 MB/s) [13m14s:59s] 92% |████████████████████████████████ | (108/117 GB, 157 MB/s) [13m14s:58s] 92% |████████████████████████████████ | (108/117 GB, 157 MB/s) [13m14s:58s] 92% |████████████████████████████████ | (108/117 GB, 159 MB/s) [13m14s:57s] 92% |████████████████████████████████ | (108/117 GB, 159 MB/s) [13m14s:57s] 92% |████████████████████████████████ | (108/117 GB, 159 MB/s) [13m14s:57s] 92% |████████████████████████████████ | (108/117 GB, 159 MB/s) [13m15s:57s] 92% |████████████████████████████████ | (108/117 GB, 159 MB/s) [13m15s:57s] 92% |████████████████████████████████ | (108/117 GB, 159 MB/s) [13m15s:57s] 92% |████████████████████████████████ | (108/117 GB, 162 MB/s) [13m15s:56s] 92% |████████████████████████████████ | (108/117 GB, 162 MB/s) [13m15s:56s] 92% |████████████████████████████████ | (108/117 GB, 162 MB/s) [13m15s:56s] 92% |████████████████████████████████ | (108/117 GB, 162 MB/s) [13m15s:56s] 92% |████████████████████████████████ | (108/117 GB, 162 MB/s) [13m15s:56s] 92% |████████████████████████████████ | (108/117 GB, 162 MB/s) [13m15s:56s] 92% |████████████████████████████████ | (108/117 GB, 160 MB/s) [13m15s:56s] 92% |████████████████████████████████ | (108/117 GB, 160 MB/s) [13m16s:56s] 92% |████████████████████████████████ | (108/117 GB, 160 MB/s) [13m16s:56s] 92% |████████████████████████████████ | (108/117 GB, 160 MB/s) [13m16s:56s] 92% |████████████████████████████████ | (108/117 GB, 160 MB/s) [13m16s:56s] 92% |████████████████████████████████ | (108/117 GB, 160 MB/s) [13m16s:56s] 92% |████████████████████████████████ | (108/117 GB, 160 MB/s) [13m16s:56s] 92% |████████████████████████████████ | (108/117 GB, 161 MB/s) [13m16s:55s] 92% |████████████████████████████████ | (108/117 GB, 161 MB/s) [13m16s:55s] 92% |████████████████████████████████ | (108/117 GB, 161 MB/s) [13m16s:55s] 92% |████████████████████████████████ | (108/117 GB, 161 MB/s) [13m16s:55s] 92% |███████████████████████████████ | (108/117 GB, 144 MB/s) [13m18s:1m1s] 92% |███████████████████████████████ | (108/117 GB, 144 MB/s) [13m18s:1m1s] 92% |███████████████████████████████ | (108/117 GB, 144 MB/s) [13m18s:1m1s] 92% |███████████████████████████████ | (108/117 GB, 144 MB/s) [13m18s:1m1s] 92% |███████████████████████████████ | (108/117 GB, 131 MB/s) [13m19s:1m8s] 92% |███████████████████████████████ | (108/117 GB, 131 MB/s) [13m19s:1m8s] 92% |███████████████████████████████ | (108/117 GB, 131 MB/s) [13m19s:1m7s] 92% |███████████████████████████████ | (108/117 GB, 131 MB/s) [13m19s:1m7s] 92% |███████████████████████████████ | (108/117 GB, 131 MB/s) [13m19s:1m7s] 92% |███████████████████████████████ | (108/117 GB, 131 MB/s) [13m19s:1m7s] 92% |██████████████████████████████ | (108/117 GB, 123 MB/s) [13m19s:1m11s] 92% |██████████████████████████████ | (108/117 GB, 123 MB/s) [13m19s:1m11s] 92% |██████████████████████████████ | (108/117 GB, 123 MB/s) [13m19s:1m11s] 92% |██████████████████████████████ | (108/117 GB, 123 MB/s) [13m19s:1m11s] 92% |██████████████████████████████ | (108/117 GB, 123 MB/s) [13m20s:1m11s] 92% |███████████████████████████████ | (108/117 GB, 127 MB/s) [13m20s:1m9s] 92% |███████████████████████████████ | (108/117 GB, 127 MB/s) [13m20s:1m8s] 92% |███████████████████████████████ | (108/117 GB, 127 MB/s) [13m20s:1m8s] 92% |███████████████████████████████ | (108/117 GB, 127 MB/s) [13m20s:1m8s] 92% |███████████████████████████████ | (108/117 GB, 127 MB/s) [13m20s:1m8s] 92% |███████████████████████████████ | (108/117 GB, 127 MB/s) [13m20s:1m8s] 92% |███████████████████████████████ | (108/117 GB, 128 MB/s) [13m20s:1m7s] 92% |███████████████████████████████ | (108/117 GB, 128 MB/s) [13m20s:1m7s] 92% |███████████████████████████████ | (108/117 GB, 128 MB/s) [13m20s:1m7s] 92% |███████████████████████████████ | (108/117 GB, 128 MB/s) [13m20s:1m7s] 92% |███████████████████████████████ | (108/117 GB, 128 MB/s) [13m21s:1m7s] 92% |███████████████████████████████ | (108/117 GB, 129 MB/s) [13m21s:1m6s] 92% |███████████████████████████████ | (108/117 GB, 129 MB/s) [13m21s:1m6s] 92% |███████████████████████████████ | (108/117 GB, 129 MB/s) [13m21s:1m6s] 92% |███████████████████████████████ | (108/117 GB, 129 MB/s) [13m21s:1m6s] 92% |███████████████████████████████ | (108/117 GB, 129 MB/s) [13m21s:1m6s] 92% |███████████████████████████████ | (108/117 GB, 129 MB/s) [13m21s:1m6s] 92% |███████████████████████████████ | (109/117 GB, 129 MB/s) [13m21s:1m6s] 92% |███████████████████████████████ | (109/117 GB, 129 MB/s) [13m21s:1m5s] 92% |███████████████████████████████ | (109/117 GB, 129 MB/s) [13m21s:1m5s] 92% |███████████████████████████████ | (109/117 GB, 129 MB/s) [13m21s:1m5s] 92% |███████████████████████████████ | (109/117 GB, 129 MB/s) [13m21s:1m5s] 92% |███████████████████████████████ | (109/117 GB, 129 MB/s) [13m21s:1m5s] 92% |███████████████████████████████ | (109/117 GB, 129 MB/s) [13m22s:1m5s] 92% |███████████████████████████████ | (109/117 GB, 129 MB/s) [13m22s:1m4s] 92% |███████████████████████████████ | (109/117 GB, 129 MB/s) [13m22s:1m4s] 92% |███████████████████████████████ | (109/117 GB, 132 MB/s) [13m22s:1m3s] 92% |███████████████████████████████ | (109/117 GB, 132 MB/s) [13m22s:1m3s] 92% |███████████████████████████████ | (109/117 GB, 132 MB/s) [13m22s:1m3s] 92% |███████████████████████████████ | (109/117 GB, 132 MB/s) [13m22s:1m3s] 92% |███████████████████████████████ | (109/117 GB, 132 MB/s) [13m22s:1m2s] 92% |███████████████████████████████ | (109/117 GB, 135 MB/s) [13m22s:1m1s] 92% |███████████████████████████████ | (109/117 GB, 135 MB/s) [13m22s:1m1s] 92% |███████████████████████████████ | (109/117 GB, 135 MB/s) [13m23s:1m1s] 92% |███████████████████████████████ | (109/117 GB, 135 MB/s) [13m23s:1m1s] 92% |███████████████████████████████ | (109/117 GB, 135 MB/s) [13m23s:1m1s] 92% |███████████████████████████████ | (109/117 GB, 135 MB/s) [13m23s:1m1s] 92% |███████████████████████████████ | (109/117 GB, 136 MB/s) [13m23s:1m0s] 92% |███████████████████████████████ | (109/117 GB, 136 MB/s) [13m23s:1m0s] 92% |███████████████████████████████ | (109/117 GB, 136 MB/s) [13m23s:1m0s] 93% |███████████████████████████████ | (109/117 GB, 136 MB/s) [13m23s:1m0s] 93% |████████████████████████████████ | (109/117 GB, 149 MB/s) [13m23s:54s] 93% |████████████████████████████████ | (109/117 GB, 149 MB/s) [13m23s:54s] 93% |████████████████████████████████ | (109/117 GB, 149 MB/s) [13m23s:54s] 93% |████████████████████████████████ | (109/117 GB, 149 MB/s) [13m24s:54s] 93% |████████████████████████████████ | (109/117 GB, 149 MB/s) [13m24s:54s] 93% |████████████████████████████████ | (109/117 GB, 149 MB/s) [13m24s:54s] 93% |████████████████████████████████ | (109/117 GB, 149 MB/s) [13m24s:54s] 93% |████████████████████████████████ | (109/117 GB, 156 MB/s) [13m24s:51s] 93% |████████████████████████████████ | (109/117 GB, 156 MB/s) [13m24s:51s] 93% |████████████████████████████████ | (109/117 GB, 156 MB/s) [13m24s:51s] 93% |████████████████████████████████ | (109/117 GB, 156 MB/s) [13m24s:51s] 93% |████████████████████████████████ | (109/117 GB, 156 MB/s) [13m24s:51s] 93% |████████████████████████████████ | (109/117 GB, 154 MB/s) [13m24s:52s] 93% |████████████████████████████████ | (109/117 GB, 154 MB/s) [13m24s:52s] 93% |████████████████████████████████ | (109/117 GB, 154 MB/s) [13m24s:51s] 93% |████████████████████████████████ | (109/117 GB, 154 MB/s) [13m24s:51s] 93% |████████████████████████████████ | (109/117 GB, 154 MB/s) [13m25s:51s] 93% |████████████████████████████████ | (109/117 GB, 149 MB/s) [13m25s:53s] 93% |████████████████████████████████ | (109/117 GB, 149 MB/s) [13m25s:53s] 93% |████████████████████████████████ | (109/117 GB, 149 MB/s) [13m25s:53s] 93% |████████████████████████████████ | (109/117 GB, 149 MB/s) [13m25s:53s] 93% |████████████████████████████████ | (109/117 GB, 149 MB/s) [13m25s:53s] 93% |████████████████████████████████ | (109/117 GB, 149 MB/s) [13m25s:53s] 93% |████████████████████████████████ | (109/117 GB, 147 MB/s) [13m25s:53s] 93% |███████████████████████████████ | (109/117 GB, 131 MB/s) [13m26s:1m0s] 93% |███████████████████████████████ | (109/117 GB, 131 MB/s) [13m26s:1m0s] 93% |████████████████████████████████ | (109/117 GB, 131 MB/s) [13m26s:59s] 93% |████████████████████████████████ | (109/117 GB, 131 MB/s) [13m26s:59s] 93% |████████████████████████████████ | (109/117 GB, 131 MB/s) [13m27s:59s] 93% |████████████████████████████████ | (109/117 GB, 131 MB/s) [13m27s:59s] 93% |███████████████████████████████ | (109/117 GB, 126 MB/s) [13m27s:1m1s] 93% |███████████████████████████████ | (109/117 GB, 126 MB/s) [13m27s:1m1s] 93% |███████████████████████████████ | (109/117 GB, 126 MB/s) [13m27s:1m1s] 93% |███████████████████████████████ | (109/117 GB, 126 MB/s) [13m27s:1m1s] 93% |███████████████████████████████ | (109/117 GB, 126 MB/s) [13m27s:1m1s] 93% |███████████████████████████████ | (109/117 GB, 117 MB/s) [13m27s:1m6s] 93% |███████████████████████████████ | (109/117 GB, 117 MB/s) [13m28s:1m6s] 93% |███████████████████████████████ | (109/117 GB, 117 MB/s) [13m28s:1m5s] 93% |███████████████████████████████ | (109/117 GB, 117 MB/s) [13m28s:1m5s] 93% |███████████████████████████████ | (109/117 GB, 117 MB/s) [13m28s:1m5s] 93% |███████████████████████████████ | (109/117 GB, 117 MB/s) [13m28s:1m5s] 93% |███████████████████████████████ | (109/117 GB, 117 MB/s) [13m28s:1m5s] 93% |███████████████████████████████ | (109/117 GB, 126 MB/s) [13m28s:1m0s] 93% |███████████████████████████████ | (109/117 GB, 126 MB/s) [13m28s:1m0s] 93% |███████████████████████████████ | (109/117 GB, 126 MB/s) [13m28s:1m0s] 93% |███████████████████████████████ | (109/117 GB, 126 MB/s) [13m28s:1m0s] 93% |███████████████████████████████ | (110/117 GB, 126 MB/s) [13m28s:1m0s] 93% |███████████████████████████████ | (110/117 GB, 124 MB/s) [13m28s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 124 MB/s) [13m28s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 124 MB/s) [13m29s:1m0s] 93% |███████████████████████████████ | (110/117 GB, 124 MB/s) [13m29s:1m0s] 93% |███████████████████████████████ | (110/117 GB, 124 MB/s) [13m29s:1m0s] 93% |███████████████████████████████ | (110/117 GB, 122 MB/s) [13m29s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 122 MB/s) [13m29s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 122 MB/s) [13m29s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 122 MB/s) [13m29s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 122 MB/s) [13m29s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 122 MB/s) [13m29s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 115 MB/s) [13m29s:1m5s] 93% |███████████████████████████████ | (110/117 GB, 115 MB/s) [13m30s:1m4s] 93% |███████████████████████████████ | (110/117 GB, 115 MB/s) [13m30s:1m4s] 93% |███████████████████████████████ | (110/117 GB, 115 MB/s) [13m30s:1m4s] 93% |███████████████████████████████ | (110/117 GB, 115 MB/s) [13m30s:1m4s] 93% |███████████████████████████████ | (110/117 GB, 115 MB/s) [13m30s:1m4s] 93% |███████████████████████████████ | (110/117 GB, 118 MB/s) [13m30s:1m2s] 93% |███████████████████████████████ | (110/117 GB, 118 MB/s) [13m30s:1m2s] 93% |███████████████████████████████ | (110/117 GB, 118 MB/s) [13m30s:1m2s] 93% |███████████████████████████████ | (110/117 GB, 118 MB/s) [13m30s:1m2s] 93% |███████████████████████████████ | (110/117 GB, 118 MB/s) [13m30s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 118 MB/s) [13m30s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 118 MB/s) [13m30s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 122 MB/s) [13m31s:1m0s] 93% |████████████████████████████████ | (110/117 GB, 122 MB/s) [13m31s:59s] 93% |███████████████████████████████ | (110/117 GB, 111 MB/s) [13m32s:1m5s] 93% |███████████████████████████████ | (110/117 GB, 111 MB/s) [13m32s:1m5s] 93% |███████████████████████████████ | (110/117 GB, 111 MB/s) [13m33s:1m5s] 93% |███████████████████████████████ | (110/117 GB, 111 MB/s) [13m33s:1m5s] 93% |███████████████████████████████ | (110/117 GB, 118 MB/s) [13m33s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 118 MB/s) [13m33s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 118 MB/s) [13m33s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 118 MB/s) [13m33s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 118 MB/s) [13m33s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 117 MB/s) [13m33s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 117 MB/s) [13m33s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 117 MB/s) [13m34s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 117 MB/s) [13m34s:1m1s] 93% |███████████████████████████████ | (110/117 GB, 117 MB/s) [13m34s:1m0s] 93% |███████████████████████████████ | (110/117 GB, 117 MB/s) [13m34s:1m0s] 93% |███████████████████████████████ | (110/117 GB, 117 MB/s) [13m34s:1m0s] 93% |███████████████████████████████ | (110/117 GB, 117 MB/s) [13m34s:1m0s] 93% |████████████████████████████████ | (110/117 GB, 131 MB/s) [13m34s:53s] 93% |████████████████████████████████ | (110/117 GB, 131 MB/s) [13m34s:53s] 94% |████████████████████████████████ | (110/117 GB, 131 MB/s) [13m34s:53s] 94% |████████████████████████████████ | (110/117 GB, 131 MB/s) [13m34s:53s] 94% |████████████████████████████████ | (110/117 GB, 131 MB/s) [13m34s:53s] 94% |████████████████████████████████ | (110/117 GB, 131 MB/s) [13m34s:53s] 94% |████████████████████████████████ | (110/117 GB, 131 MB/s) [13m34s:53s] 94% |████████████████████████████████ | (110/117 GB, 130 MB/s) [13m35s:53s] 94% |████████████████████████████████ | (110/117 GB, 130 MB/s) [13m35s:53s] 94% |████████████████████████████████ | (110/117 GB, 130 MB/s) [13m35s:53s] 94% |████████████████████████████████ | (110/117 GB, 130 MB/s) [13m35s:52s] 94% |████████████████████████████████ | (110/117 GB, 130 MB/s) [13m35s:52s] 94% |████████████████████████████████ | (110/117 GB, 130 MB/s) [13m35s:52s] 94% |████████████████████████████████ | (110/117 GB, 130 MB/s) [13m35s:52s] 94% |████████████████████████████████ | (110/117 GB, 132 MB/s) [13m35s:51s] 94% |████████████████████████████████ | (110/117 GB, 132 MB/s) [13m35s:51s] 94% |████████████████████████████████ | (110/117 GB, 132 MB/s) [13m35s:51s] 94% |████████████████████████████████ | (110/117 GB, 132 MB/s) [13m35s:51s] 94% |████████████████████████████████ | (110/117 GB, 132 MB/s) [13m35s:51s] 94% |████████████████████████████████ | (110/117 GB, 132 MB/s) [13m36s:51s] 94% |████████████████████████████████ | (110/117 GB, 132 MB/s) [13m36s:51s] 94% |████████████████████████████████ | (110/117 GB, 132 MB/s) [13m36s:51s] 94% |████████████████████████████████ | (110/117 GB, 132 MB/s) [13m36s:51s] 94% |████████████████████████████████ | (110/117 GB, 132 MB/s) [13m36s:50s] 94% |████████████████████████████████ | (110/117 GB, 132 MB/s) [13m36s:50s] 94% |████████████████████████████████ | (110/117 GB, 132 MB/s) [13m36s:50s] 94% |████████████████████████████████ | (110/117 GB, 132 MB/s) [13m36s:50s] 94% |████████████████████████████████ | (110/117 GB, 139 MB/s) [13m36s:48s] 94% |████████████████████████████████ | (110/117 GB, 139 MB/s) [13m36s:48s] 94% |████████████████████████████████ | (110/117 GB, 139 MB/s) [13m36s:47s] 94% |████████████████████████████████ | (110/117 GB, 139 MB/s) [13m36s:47s] 94% |████████████████████████████████ | (110/117 GB, 139 MB/s) [13m37s:47s] 94% |████████████████████████████████ | (110/117 GB, 141 MB/s) [13m37s:46s] 94% |████████████████████████████████ | (110/117 GB, 141 MB/s) [13m37s:46s] 94% |████████████████████████████████ | (110/117 GB, 141 MB/s) [13m37s:46s] 94% |████████████████████████████████ | (110/117 GB, 141 MB/s) [13m37s:46s] 94% |████████████████████████████████ | (110/117 GB, 133 MB/s) [13m37s:49s] 94% |████████████████████████████████ | (110/117 GB, 133 MB/s) [13m37s:49s] 94% |████████████████████████████████ | (110/117 GB, 133 MB/s) [13m37s:49s] 94% |████████████████████████████████ | (110/117 GB, 133 MB/s) [13m38s:49s] 94% |████████████████████████████████ | (110/117 GB, 133 MB/s) [13m38s:49s] 94% |████████████████████████████████ | (111/117 GB, 146 MB/s) [13m38s:44s] 94% |████████████████████████████████ | (111/117 GB, 146 MB/s) [13m38s:44s] 94% |████████████████████████████████ | (111/117 GB, 146 MB/s) [13m38s:44s] 94% |████████████████████████████████ | (111/117 GB, 146 MB/s) [13m38s:44s] 94% |████████████████████████████████ | (111/117 GB, 146 MB/s) [13m38s:44s] 94% |████████████████████████████████ | (111/117 GB, 146 MB/s) [13m38s:44s] 94% |████████████████████████████████ | (111/117 GB, 153 MB/s) [13m38s:41s] 94% |████████████████████████████████ | (111/117 GB, 153 MB/s) [13m38s:41s] 94% |████████████████████████████████ | (111/117 GB, 153 MB/s) [13m39s:41s] 94% |████████████████████████████████ | (111/117 GB, 153 MB/s) [13m39s:41s] 94% |████████████████████████████████ | (111/117 GB, 153 MB/s) [13m39s:41s] 94% |████████████████████████████████ | (111/117 GB, 146 MB/s) [13m39s:43s] 94% |████████████████████████████████ | (111/117 GB, 146 MB/s) [13m39s:43s] 94% |████████████████████████████████ | (111/117 GB, 146 MB/s) [13m39s:43s] 94% |████████████████████████████████ | (111/117 GB, 146 MB/s) [13m39s:43s] 94% |████████████████████████████████ | (111/117 GB, 146 MB/s) [13m39s:43s] 94% |████████████████████████████████ | (111/117 GB, 130 MB/s) [13m39s:48s] 94% |████████████████████████████████ | (111/117 GB, 130 MB/s) [13m39s:48s] 94% |████████████████████████████████ | (111/117 GB, 130 MB/s) [13m40s:48s] 94% |████████████████████████████████ | (111/117 GB, 130 MB/s) [13m40s:48s] 94% |████████████████████████████████ | (111/117 GB, 130 MB/s) [13m40s:48s] 94% |████████████████████████████████ | (111/117 GB, 130 MB/s) [13m40s:47s] 94% |████████████████████████████████ | (111/117 GB, 130 MB/s) [13m40s:47s] 94% |████████████████████████████████ | (111/117 GB, 130 MB/s) [13m40s:47s] 94% |████████████████████████████████ | (111/117 GB, 130 MB/s) [13m40s:47s] 94% |████████████████████████████████ | (111/117 GB, 130 MB/s) [13m40s:47s] 94% |████████████████████████████████ | (111/117 GB, 130 MB/s) [13m40s:47s] 94% |████████████████████████████████ | (111/117 GB, 130 MB/s) [13m40s:47s] 94% |████████████████████████████████ | (111/117 GB, 124 MB/s) [13m41s:49s] 94% |████████████████████████████████ | (111/117 GB, 124 MB/s) [13m41s:49s] 94% |████████████████████████████████ | (111/117 GB, 124 MB/s) [13m41s:49s] 94% |████████████████████████████████ | (111/117 GB, 124 MB/s) [13m41s:49s] 94% |████████████████████████████████ | (111/117 GB, 124 MB/s) [13m41s:49s] 94% |████████████████████████████████ | (111/117 GB, 124 MB/s) [13m41s:49s] 94% |████████████████████████████████ | (111/117 GB, 124 MB/s) [13m41s:49s] 94% |████████████████████████████████ | (111/117 GB, 129 MB/s) [13m41s:47s] 94% |████████████████████████████████ | (111/117 GB, 129 MB/s) [13m41s:47s] 94% |████████████████████████████████ | (111/117 GB, 129 MB/s) [13m41s:47s] 94% |████████████████████████████████ | (111/117 GB, 129 MB/s) [13m41s:46s] 94% |████████████████████████████████ | (111/117 GB, 129 MB/s) [13m42s:46s] 94% |████████████████████████████████ | (111/117 GB, 126 MB/s) [13m42s:47s] 94% |████████████████████████████████ | (111/117 GB, 126 MB/s) [13m42s:47s] 94% |████████████████████████████████ | (111/117 GB, 126 MB/s) [13m42s:47s] 94% |████████████████████████████████ | (111/117 GB, 126 MB/s) [13m42s:47s] 94% |████████████████████████████████ | (111/117 GB, 126 MB/s) [13m42s:47s] 94% |████████████████████████████████ | (111/117 GB, 117 MB/s) [13m42s:51s] 94% |████████████████████████████████ | (111/117 GB, 117 MB/s) [13m42s:51s] 94% |████████████████████████████████ | (111/117 GB, 117 MB/s) [13m42s:50s] 94% |████████████████████████████████ | (111/117 GB, 117 MB/s) [13m42s:50s] 94% |████████████████████████████████ | (111/117 GB, 117 MB/s) [13m42s:50s] 94% |████████████████████████████████ | (111/117 GB, 123 MB/s) [13m43s:48s] 94% |████████████████████████████████ | (111/117 GB, 123 MB/s) [13m43s:48s] 94% |████████████████████████████████ | (111/117 GB, 123 MB/s) [13m43s:48s] 94% |████████████████████████████████ | (111/117 GB, 123 MB/s) [13m43s:47s] 94% |████████████████████████████████ | (111/117 GB, 123 MB/s) [13m43s:47s] 95% |█████████████████████████████████ | (111/117 GB, 123 MB/s) [13m43s:47s] 95% |█████████████████████████████████ | (111/117 GB, 126 MB/s) [13m43s:46s] 95% |█████████████████████████████████ | (111/117 GB, 126 MB/s) [13m43s:46s] 95% |█████████████████████████████████ | (111/117 GB, 126 MB/s) [13m43s:46s] 95% |█████████████████████████████████ | (111/117 GB, 126 MB/s) [13m43s:46s] 95% |█████████████████████████████████ | (111/117 GB, 126 MB/s) [13m43s:45s] 95% |█████████████████████████████████ | (111/117 GB, 122 MB/s) [13m44s:47s] 95% |█████████████████████████████████ | (111/117 GB, 122 MB/s) [13m44s:47s] 95% |█████████████████████████████████ | (111/117 GB, 122 MB/s) [13m44s:47s] 95% |█████████████████████████████████ | (111/117 GB, 122 MB/s) [13m44s:47s] 95% |█████████████████████████████████ | (111/117 GB, 122 MB/s) [13m44s:47s] 95% |█████████████████████████████████ | (111/117 GB, 122 MB/s) [13m44s:47s] 95% |█████████████████████████████████ | (111/117 GB, 122 MB/s) [13m44s:47s] 95% |█████████████████████████████████ | (111/117 GB, 122 MB/s) [13m44s:47s] 95% |█████████████████████████████████ | (111/117 GB, 122 MB/s) [13m44s:46s] 95% |█████████████████████████████████ | (111/117 GB, 122 MB/s) [13m45s:46s] 95% |█████████████████████████████████ | (111/117 GB, 123 MB/s) [13m45s:46s] 95% |█████████████████████████████████ | (111/117 GB, 123 MB/s) [13m45s:46s] 95% |█████████████████████████████████ | (111/117 GB, 123 MB/s) [13m45s:46s] 95% |█████████████████████████████████ | (111/117 GB, 123 MB/s) [13m45s:46s] 95% |█████████████████████████████████ | (111/117 GB, 123 MB/s) [13m45s:45s] 95% |█████████████████████████████████ | (112/117 GB, 122 MB/s) [13m45s:45s] 95% |█████████████████████████████████ | (112/117 GB, 122 MB/s) [13m45s:45s] 95% |█████████████████████████████████ | (112/117 GB, 122 MB/s) [13m45s:45s] 95% |█████████████████████████████████ | (112/117 GB, 122 MB/s) [13m45s:45s] 95% |█████████████████████████████████ | (112/117 GB, 122 MB/s) [13m45s:45s] 95% |█████████████████████████████████ | (112/117 GB, 126 MB/s) [13m46s:44s] 95% |█████████████████████████████████ | (112/117 GB, 126 MB/s) [13m46s:43s] 95% |█████████████████████████████████ | (112/117 GB, 126 MB/s) [13m46s:43s] 95% |█████████████████████████████████ | (112/117 GB, 126 MB/s) [13m46s:43s] 95% |█████████████████████████████████ | (112/117 GB, 126 MB/s) [13m46s:43s] 95% |█████████████████████████████████ | (112/117 GB, 126 MB/s) [13m46s:43s] 95% |█████████████████████████████████ | (112/117 GB, 126 MB/s) [13m46s:43s] 95% |█████████████████████████████████ | (112/117 GB, 130 MB/s) [13m46s:41s] 95% |█████████████████████████████████ | (112/117 GB, 130 MB/s) [13m46s:41s] 95% |█████████████████████████████████ | (112/117 GB, 130 MB/s) [13m46s:41s] 95% |█████████████████████████████████ | (112/117 GB, 130 MB/s) [13m46s:41s] 95% |█████████████████████████████████ | (112/117 GB, 130 MB/s) [13m46s:41s] 95% |█████████████████████████████████ | (112/117 GB, 130 MB/s) [13m46s:41s] 95% |█████████████████████████████████ | (112/117 GB, 138 MB/s) [13m47s:38s] 95% |█████████████████████████████████ | (112/117 GB, 138 MB/s) [13m47s:38s] 95% |█████████████████████████████████ | (112/117 GB, 138 MB/s) [13m47s:38s] 95% |█████████████████████████████████ | (112/117 GB, 138 MB/s) [13m47s:38s] 95% |█████████████████████████████████ | (112/117 GB, 138 MB/s) [13m47s:38s] 95% |█████████████████████████████████ | (112/117 GB, 136 MB/s) [13m47s:38s] 95% |█████████████████████████████████ | (112/117 GB, 124 MB/s) [13m49s:42s] 95% |█████████████████████████████████ | (112/117 GB, 124 MB/s) [13m49s:42s] 95% |█████████████████████████████████ | (112/117 GB, 124 MB/s) [13m49s:42s] 95% |█████████████████████████████████ | (112/117 GB, 124 MB/s) [13m49s:42s] 95% |█████████████████████████████████ | (112/117 GB, 124 MB/s) [13m49s:42s] 95% |█████████████████████████████████ | (112/117 GB, 124 MB/s) [13m49s:42s] 95% |█████████████████████████████████ | (112/117 GB, 119 MB/s) [13m49s:43s] 95% |█████████████████████████████████ | (112/117 GB, 119 MB/s) [13m49s:43s] 95% |█████████████████████████████████ | (112/117 GB, 119 MB/s) [13m50s:43s] 95% |█████████████████████████████████ | (112/117 GB, 119 MB/s) [13m50s:43s] 95% |█████████████████████████████████ | (112/117 GB, 119 MB/s) [13m50s:43s] 95% |█████████████████████████████████ | (112/117 GB, 119 MB/s) [13m50s:43s] 95% |█████████████████████████████████ | (112/117 GB, 119 MB/s) [13m50s:43s] 95% |█████████████████████████████████ | (112/117 GB, 129 MB/s) [13m50s:39s] 95% |█████████████████████████████████ | (112/117 GB, 129 MB/s) [13m50s:39s] 95% |█████████████████████████████████ | (112/117 GB, 129 MB/s) [13m50s:39s] 95% |█████████████████████████████████ | (112/117 GB, 129 MB/s) [13m50s:39s] 95% |█████████████████████████████████ | (112/117 GB, 129 MB/s) [13m50s:39s] 95% |█████████████████████████████████ | (112/117 GB, 129 MB/s) [13m50s:39s] 95% |█████████████████████████████████ | (112/117 GB, 139 MB/s) [13m50s:36s] 95% |█████████████████████████████████ | (112/117 GB, 139 MB/s) [13m51s:36s] 95% |█████████████████████████████████ | (112/117 GB, 139 MB/s) [13m51s:35s] 95% |█████████████████████████████████ | (112/117 GB, 139 MB/s) [13m51s:35s] 95% |█████████████████████████████████ | (112/117 GB, 139 MB/s) [13m51s:35s] 95% |█████████████████████████████████ | (112/117 GB, 139 MB/s) [13m51s:35s] 95% |█████████████████████████████████ | (112/117 GB, 147 MB/s) [13m51s:33s] 95% |█████████████████████████████████ | (112/117 GB, 147 MB/s) [13m51s:33s] 95% |█████████████████████████████████ | (112/117 GB, 147 MB/s) [13m51s:33s] 95% |█████████████████████████████████ | (112/117 GB, 147 MB/s) [13m51s:33s] 95% |█████████████████████████████████ | (112/117 GB, 147 MB/s) [13m51s:33s] 95% |█████████████████████████████████ | (112/117 GB, 147 MB/s) [13m51s:32s] 95% |█████████████████████████████████ | (112/117 GB, 149 MB/s) [13m52s:32s] 95% |█████████████████████████████████ | (112/117 GB, 149 MB/s) [13m52s:32s] 95% |█████████████████████████████████ | (112/117 GB, 149 MB/s) [13m52s:32s] 95% |█████████████████████████████████ | (112/117 GB, 149 MB/s) [13m52s:32s] 95% |█████████████████████████████████ | (112/117 GB, 149 MB/s) [13m52s:32s] 95% |█████████████████████████████████ | (112/117 GB, 149 MB/s) [13m52s:31s] 95% |█████████████████████████████████ | (112/117 GB, 149 MB/s) [13m52s:31s] 95% |█████████████████████████████████ | (112/117 GB, 150 MB/s) [13m52s:31s] 95% |█████████████████████████████████ | (112/117 GB, 150 MB/s) [13m52s:31s] 95% |█████████████████████████████████ | (112/117 GB, 150 MB/s) [13m52s:31s] 95% |█████████████████████████████████ | (112/117 GB, 150 MB/s) [13m52s:31s] 96% |█████████████████████████████████ | (112/117 GB, 150 MB/s) [13m52s:31s] 96% |█████████████████████████████████ | (112/117 GB, 150 MB/s) [13m53s:30s] 96% |█████████████████████████████████ | (112/117 GB, 150 MB/s) [13m53s:30s] 96% |█████████████████████████████████ | (112/117 GB, 150 MB/s) [13m53s:30s] 96% |█████████████████████████████████ | (112/117 GB, 150 MB/s) [13m53s:30s] 96% |█████████████████████████████████ | (112/117 GB, 150 MB/s) [13m53s:30s] 96% |█████████████████████████████████ | (112/117 GB, 150 MB/s) [13m53s:30s] 96% |█████████████████████████████████ | (112/117 GB, 150 MB/s) [13m53s:30s] 96% |█████████████████████████████████ | (113/117 GB, 154 MB/s) [13m53s:29s] 96% |█████████████████████████████████ | (113/117 GB, 154 MB/s) [13m53s:29s] 96% |█████████████████████████████████ | (113/117 GB, 154 MB/s) [13m53s:29s] 96% |█████████████████████████████████ | (113/117 GB, 154 MB/s) [13m53s:28s] 96% |█████████████████████████████████ | (113/117 GB, 154 MB/s) [13m53s:28s] 96% |█████████████████████████████████ | (113/117 GB, 154 MB/s) [13m53s:28s] 96% |█████████████████████████████████ | (113/117 GB, 154 MB/s) [13m54s:28s] 96% |█████████████████████████████████ | (113/117 GB, 170 MB/s) [13m54s:25s] 96% |█████████████████████████████████ | (113/117 GB, 170 MB/s) [13m54s:25s] 96% |█████████████████████████████████ | (113/117 GB, 170 MB/s) [13m54s:25s] 96% |█████████████████████████████████ | (113/117 GB, 170 MB/s) [13m54s:25s] 96% |█████████████████████████████████ | (113/117 GB, 178 MB/s) [13m54s:24s] 96% |█████████████████████████████████ | (113/117 GB, 178 MB/s) [13m54s:24s] 96% |█████████████████████████████████ | (113/117 GB, 178 MB/s) [13m54s:24s] 96% |█████████████████████████████████ | (113/117 GB, 178 MB/s) [13m55s:24s] 96% |█████████████████████████████████ | (113/117 GB, 172 MB/s) [13m55s:25s] 96% |█████████████████████████████████ | (113/117 GB, 172 MB/s) [13m55s:25s] 96% |█████████████████████████████████ | (113/117 GB, 172 MB/s) [13m55s:25s] 96% |█████████████████████████████████ | (113/117 GB, 172 MB/s) [13m55s:25s] 96% |█████████████████████████████████ | (113/117 GB, 172 MB/s) [13m55s:25s] 96% |█████████████████████████████████ | (113/117 GB, 155 MB/s) [13m55s:27s] 96% |█████████████████████████████████ | (113/117 GB, 155 MB/s) [13m55s:27s] 96% |█████████████████████████████████ | (113/117 GB, 155 MB/s) [13m55s:27s] 96% |█████████████████████████████████ | (113/117 GB, 155 MB/s) [13m55s:27s] 96% |█████████████████████████████████ | (113/117 GB, 155 MB/s) [13m56s:27s] 96% |█████████████████████████████████ | (113/117 GB, 155 MB/s) [13m56s:27s] 96% |█████████████████████████████████ | (113/117 GB, 155 MB/s) [13m56s:27s] 96% |█████████████████████████████████ | (113/117 GB, 163 MB/s) [13m56s:25s] 96% |█████████████████████████████████ | (113/117 GB, 163 MB/s) [13m56s:25s] 96% |█████████████████████████████████ | (113/117 GB, 163 MB/s) [13m56s:25s] 96% |█████████████████████████████████ | (113/117 GB, 163 MB/s) [13m56s:25s] 96% |█████████████████████████████████ | (113/117 GB, 151 MB/s) [13m56s:27s] 96% |█████████████████████████████████ | (113/117 GB, 151 MB/s) [13m56s:27s] 96% |█████████████████████████████████ | (113/117 GB, 151 MB/s) [13m56s:27s] 96% |█████████████████████████████████ | (113/117 GB, 151 MB/s) [13m56s:27s] 96% |█████████████████████████████████ | (113/117 GB, 151 MB/s) [13m56s:27s] 96% |█████████████████████████████████ | (113/117 GB, 151 MB/s) [13m57s:27s] 96% |█████████████████████████████████ | (113/117 GB, 149 MB/s) [13m57s:27s] 96% |█████████████████████████████████ | (113/117 GB, 149 MB/s) [13m57s:27s] 96% |█████████████████████████████████ | (113/117 GB, 149 MB/s) [13m57s:27s] 96% |█████████████████████████████████ | (113/117 GB, 149 MB/s) [13m57s:26s] 96% |█████████████████████████████████ | (113/117 GB, 149 MB/s) [13m57s:26s] 96% |█████████████████████████████████ | (113/117 GB, 149 MB/s) [13m57s:26s] 96% |█████████████████████████████████ | (113/117 GB, 148 MB/s) [13m57s:26s] 96% |█████████████████████████████████ | (113/117 GB, 148 MB/s) [13m57s:26s] 96% |█████████████████████████████████ | (113/117 GB, 148 MB/s) [13m57s:26s] 96% |█████████████████████████████████ | (113/117 GB, 148 MB/s) [13m57s:26s] 96% |█████████████████████████████████ | (113/117 GB, 148 MB/s) [13m58s:26s] 96% |█████████████████████████████████ | (113/117 GB, 148 MB/s) [13m58s:26s] 96% |█████████████████████████████████ | (113/117 GB, 138 MB/s) [13m58s:28s] 96% |█████████████████████████████████ | (113/117 GB, 138 MB/s) [13m58s:28s] 96% |█████████████████████████████████ | (113/117 GB, 138 MB/s) [13m58s:28s] 96% |█████████████████████████████████ | (113/117 GB, 138 MB/s) [13m58s:28s] 96% |█████████████████████████████████ | (113/117 GB, 138 MB/s) [13m58s:28s] 96% |█████████████████████████████████ | (113/117 GB, 121 MB/s) [13m58s:32s] 96% |█████████████████████████████████ | (113/117 GB, 121 MB/s) [13m58s:32s] 96% |█████████████████████████████████ | (113/117 GB, 121 MB/s) [13m58s:31s] 96% |█████████████████████████████████ | (113/117 GB, 121 MB/s) [13m59s:31s] 96% |█████████████████████████████████ | (113/117 GB, 121 MB/s) [13m59s:31s] 96% |█████████████████████████████████ | (113/117 GB, 121 MB/s) [13m59s:31s] 96% |█████████████████████████████████ | (113/117 GB, 109 MB/s) [13m59s:35s] 96% |█████████████████████████████████ | (113/117 GB, 109 MB/s) [13m59s:35s] 96% |█████████████████████████████████ | (113/117 GB, 109 MB/s) [13m59s:35s] 96% |█████████████████████████████████ | (113/117 GB, 109 MB/s) [13m59s:35s] 96% |█████████████████████████████████ | (113/117 GB, 104 MB/s) [13m59s:36s] 96% |█████████████████████████████████ | (113/117 GB, 104 MB/s) [13m59s:36s] 96% |██████████████████████████████████ | (113/117 GB, 104 MB/s) [14m0s:36s] 96% |██████████████████████████████████ | (113/117 GB, 104 MB/s) [14m0s:36s] 96% |██████████████████████████████████ | (113/117 GB, 104 MB/s) [14m0s:36s] 96% |██████████████████████████████████ | (113/117 GB, 104 MB/s) [14m0s:36s] 96% |██████████████████████████████████ | (113/117 GB, 108 MB/s) [14m0s:34s] 96% |██████████████████████████████████ | (113/117 GB, 108 MB/s) [14m0s:34s] 96% |██████████████████████████████████ | (113/117 GB, 108 MB/s) [14m0s:34s] 96% |██████████████████████████████████ | (113/117 GB, 108 MB/s) [14m0s:34s] 96% |██████████████████████████████████ | (113/117 GB, 108 MB/s) [14m0s:34s] 96% |██████████████████████████████████ | (113/117 GB, 118 MB/s) [14m0s:31s] 96% |██████████████████████████████████ | (113/117 GB, 118 MB/s) [14m0s:31s] 96% |██████████████████████████████████ | (113/117 GB, 118 MB/s) [14m1s:31s] 96% |██████████████████████████████████ | (113/117 GB, 118 MB/s) [14m1s:31s] 96% |██████████████████████████████████ | (113/117 GB, 118 MB/s) [14m1s:31s] 96% |██████████████████████████████████ | (113/117 GB, 107 MB/s) [14m1s:33s] 96% |██████████████████████████████████ | (114/117 GB, 107 MB/s) [14m1s:33s] 96% |██████████████████████████████████ | (114/117 GB, 107 MB/s) [14m1s:33s] 96% |██████████████████████████████████ | (114/117 GB, 107 MB/s) [14m1s:33s] 96% |██████████████████████████████████ | (114/117 GB, 107 MB/s) [14m1s:33s] 96% |██████████████████████████████████ | (114/117 GB, 116 MB/s) [14m1s:30s] 96% |██████████████████████████████████ | (114/117 GB, 116 MB/s) [14m1s:30s] 96% |██████████████████████████████████ | (114/117 GB, 116 MB/s) [14m2s:30s] 97% |██████████████████████████████████ | (114/117 GB, 116 MB/s) [14m2s:30s] 97% |██████████████████████████████████ | (114/117 GB, 116 MB/s) [14m2s:30s] 97% |██████████████████████████████████ | (114/117 GB, 116 MB/s) [14m2s:30s] 97% |██████████████████████████████████ | (114/117 GB, 113 MB/s) [14m2s:30s] 97% |██████████████████████████████████ | (114/117 GB, 113 MB/s) [14m2s:30s] 97% |██████████████████████████████████ | (114/117 GB, 113 MB/s) [14m2s:30s] 97% |██████████████████████████████████ | (114/117 GB, 113 MB/s) [14m2s:30s] 97% |██████████████████████████████████ | (114/117 GB, 113 MB/s) [14m2s:30s] 97% |██████████████████████████████████ | (114/117 GB, 113 MB/s) [14m2s:30s] 97% |██████████████████████████████████ | (114/117 GB, 113 MB/s) [14m2s:29s] 97% |██████████████████████████████████ | (114/117 GB, 113 MB/s) [14m2s:29s] 97% |██████████████████████████████████ | (114/117 GB, 123 MB/s) [14m2s:27s] 97% |██████████████████████████████████ | (114/117 GB, 123 MB/s) [14m3s:27s] 97% |██████████████████████████████████ | (114/117 GB, 123 MB/s) [14m3s:27s] 97% |██████████████████████████████████ | (114/117 GB, 123 MB/s) [14m3s:26s] 97% |██████████████████████████████████ | (114/117 GB, 123 MB/s) [14m3s:26s] 97% |██████████████████████████████████ | (114/117 GB, 127 MB/s) [14m3s:25s] 97% |██████████████████████████████████ | (114/117 GB, 127 MB/s) [14m3s:25s] 97% |██████████████████████████████████ | (114/117 GB, 127 MB/s) [14m3s:25s] 97% |██████████████████████████████████ | (114/117 GB, 127 MB/s) [14m3s:25s] 97% |██████████████████████████████████ | (114/117 GB, 127 MB/s) [14m3s:25s] 97% |██████████████████████████████████ | (114/117 GB, 133 MB/s) [14m3s:24s] 97% |██████████████████████████████████ | (114/117 GB, 133 MB/s) [14m3s:23s] 97% |██████████████████████████████████ | (114/117 GB, 133 MB/s) [14m4s:23s] 97% |██████████████████████████████████ | (114/117 GB, 133 MB/s) [14m4s:23s] 97% |██████████████████████████████████ | (114/117 GB, 133 MB/s) [14m4s:23s] 97% |██████████████████████████████████ | (114/117 GB, 142 MB/s) [14m4s:22s] 97% |██████████████████████████████████ | (114/117 GB, 142 MB/s) [14m4s:22s] 97% |██████████████████████████████████ | (114/117 GB, 142 MB/s) [14m4s:21s] 97% |██████████████████████████████████ | (114/117 GB, 142 MB/s) [14m4s:21s] 97% |██████████████████████████████████ | (114/117 GB, 142 MB/s) [14m4s:21s] 97% |██████████████████████████████████ | (114/117 GB, 142 MB/s) [14m4s:21s] 97% |██████████████████████████████████ | (114/117 GB, 151 MB/s) [14m4s:20s] 97% |██████████████████████████████████ | (114/117 GB, 151 MB/s) [14m5s:20s] 97% |██████████████████████████████████ | (114/117 GB, 151 MB/s) [14m5s:20s] 97% |██████████████████████████████████ | (114/117 GB, 151 MB/s) [14m5s:20s] 97% |██████████████████████████████████ | (114/117 GB, 151 MB/s) [14m5s:20s] 97% |██████████████████████████████████ | (114/117 GB, 145 MB/s) [14m5s:20s] 97% |██████████████████████████████████ | (114/117 GB, 145 MB/s) [14m5s:20s] 97% |██████████████████████████████████ | (114/117 GB, 145 MB/s) [14m6s:20s] 97% |██████████████████████████████████ | (114/117 GB, 145 MB/s) [14m6s:20s] 97% |██████████████████████████████████ | (114/117 GB, 145 MB/s) [14m6s:20s] 97% |██████████████████████████████████ | (114/117 GB, 145 MB/s) [14m6s:20s] 97% |██████████████████████████████████ | (114/117 GB, 145 MB/s) [14m6s:20s] 97% |██████████████████████████████████ | (114/117 GB, 149 MB/s) [14m6s:19s] 97% |██████████████████████████████████ | (114/117 GB, 149 MB/s) [14m6s:19s] 97% |██████████████████████████████████ | (114/117 GB, 149 MB/s) [14m6s:19s] 97% |██████████████████████████████████ | (114/117 GB, 149 MB/s) [14m6s:19s] 97% |██████████████████████████████████ | (114/117 GB, 149 MB/s) [14m6s:19s] 97% |██████████████████████████████████ | (114/117 GB, 149 MB/s) [14m6s:19s] 97% |██████████████████████████████████ | (114/117 GB, 149 MB/s) [14m6s:18s] 97% |██████████████████████████████████ | (114/117 GB, 156 MB/s) [14m7s:17s] 97% |██████████████████████████████████ | (114/117 GB, 156 MB/s) [14m7s:17s] 97% |██████████████████████████████████ | (114/117 GB, 156 MB/s) [14m7s:17s] 97% |██████████████████████████████████ | (114/117 GB, 156 MB/s) [14m7s:17s] 97% |██████████████████████████████████ | (114/117 GB, 156 MB/s) [14m7s:17s] 97% |██████████████████████████████████ | (114/117 GB, 156 MB/s) [14m7s:17s] 97% |██████████████████████████████████ | (114/117 GB, 156 MB/s) [14m7s:17s] 97% |██████████████████████████████████ | (114/117 GB, 164 MB/s) [14m7s:16s] 97% |██████████████████████████████████ | (114/117 GB, 164 MB/s) [14m7s:16s] 97% |██████████████████████████████████ | (114/117 GB, 164 MB/s) [14m7s:16s] 97% |██████████████████████████████████ | (114/117 GB, 164 MB/s) [14m7s:16s] 97% |██████████████████████████████████ | (114/117 GB, 164 MB/s) [14m7s:15s] 97% |██████████████████████████████████ | (114/117 GB, 164 MB/s) [14m7s:15s] 97% |██████████████████████████████████ | (114/117 GB, 164 MB/s) [14m7s:15s] 97% |██████████████████████████████████ | (114/117 GB, 164 MB/s) [14m7s:15s] 97% |██████████████████████████████████ | (114/117 GB, 175 MB/s) [14m8s:14s] 97% |██████████████████████████████████ | (114/117 GB, 175 MB/s) [14m8s:14s] 97% |██████████████████████████████████ | (114/117 GB, 152 MB/s) [14m9s:16s] 97% |██████████████████████████████████ | (114/117 GB, 152 MB/s) [14m9s:16s] 97% |██████████████████████████████████ | (115/117 GB, 152 MB/s) [14m9s:16s] 97% |█████████████████████████████████ | (115/117 GB, 152 MB/s) [14m10s:16s] 97% |█████████████████████████████████ | (115/117 GB, 152 MB/s) [14m10s:16s] 97% |█████████████████████████████████ | (115/117 GB, 152 MB/s) [14m10s:16s] 97% |█████████████████████████████████ | (115/117 GB, 152 MB/s) [14m10s:16s] 97% |█████████████████████████████████ | (115/117 GB, 151 MB/s) [14m10s:16s] 97% |█████████████████████████████████ | (115/117 GB, 151 MB/s) [14m10s:16s] 97% |█████████████████████████████████ | (115/117 GB, 151 MB/s) [14m10s:16s] 97% |█████████████████████████████████ | (115/117 GB, 151 MB/s) [14m10s:16s] 97% |█████████████████████████████████ | (115/117 GB, 151 MB/s) [14m10s:15s] 97% |█████████████████████████████████ | (115/117 GB, 151 MB/s) [14m10s:15s] 97% |█████████████████████████████████ | (115/117 GB, 151 MB/s) [14m10s:15s] 97% |█████████████████████████████████ | (115/117 GB, 151 MB/s) [14m11s:15s] 97% |█████████████████████████████████ | (115/117 GB, 151 MB/s) [14m11s:15s] 97% |█████████████████████████████████ | (115/117 GB, 151 MB/s) [14m11s:15s] 98% |██████████████████████████████████ | (115/117 GB, 151 MB/s) [14m11s:15s] 98% |██████████████████████████████████ | (115/117 GB, 151 MB/s) [14m11s:15s] 98% |██████████████████████████████████ | (115/117 GB, 151 MB/s) [14m11s:15s] 98% |██████████████████████████████████ | (115/117 GB, 154 MB/s) [14m11s:14s] 98% |██████████████████████████████████ | (115/117 GB, 154 MB/s) [14m11s:14s] 98% |██████████████████████████████████ | (115/117 GB, 154 MB/s) [14m11s:14s] 98% |██████████████████████████████████ | (115/117 GB, 154 MB/s) [14m11s:14s] 98% |██████████████████████████████████ | (115/117 GB, 154 MB/s) [14m11s:14s] 98% |██████████████████████████████████ | (115/117 GB, 154 MB/s) [14m11s:14s] 98% |██████████████████████████████████ | (115/117 GB, 153 MB/s) [14m11s:14s] 98% |██████████████████████████████████ | (115/117 GB, 153 MB/s) [14m12s:14s] 98% |██████████████████████████████████ | (115/117 GB, 153 MB/s) [14m12s:14s] 98% |██████████████████████████████████ | (115/117 GB, 153 MB/s) [14m12s:14s] 98% |██████████████████████████████████ | (115/117 GB, 153 MB/s) [14m12s:14s] 98% |██████████████████████████████████ | (115/117 GB, 158 MB/s) [14m12s:13s] 98% |██████████████████████████████████ | (115/117 GB, 158 MB/s) [14m12s:13s] 98% |██████████████████████████████████ | (115/117 GB, 158 MB/s) [14m12s:13s] 98% |██████████████████████████████████ | (115/117 GB, 158 MB/s) [14m12s:13s] 98% |██████████████████████████████████ | (115/117 GB, 158 MB/s) [14m12s:13s] 98% |██████████████████████████████████ | (115/117 GB, 148 MB/s) [14m13s:14s] 98% |██████████████████████████████████ | (115/117 GB, 148 MB/s) [14m13s:14s] 98% |██████████████████████████████████ | (115/117 GB, 148 MB/s) [14m13s:14s] 98% |██████████████████████████████████ | (115/117 GB, 148 MB/s) [14m13s:13s] 98% |██████████████████████████████████ | (115/117 GB, 148 MB/s) [14m13s:13s] 98% |██████████████████████████████████ | (115/117 GB, 148 MB/s) [14m13s:13s] 98% |██████████████████████████████████ | (115/117 GB, 143 MB/s) [14m13s:14s] 98% |██████████████████████████████████ | (115/117 GB, 143 MB/s) [14m13s:14s] 98% |██████████████████████████████████ | (115/117 GB, 143 MB/s) [14m13s:14s] 98% |██████████████████████████████████ | (115/117 GB, 143 MB/s) [14m13s:14s] 98% |██████████████████████████████████ | (115/117 GB, 143 MB/s) [14m14s:13s] 98% |██████████████████████████████████ | (115/117 GB, 143 MB/s) [14m14s:13s] 98% |██████████████████████████████████ | (115/117 GB, 131 MB/s) [14m14s:15s] 98% |██████████████████████████████████ | (115/117 GB, 131 MB/s) [14m14s:14s] 98% |██████████████████████████████████ | (115/117 GB, 131 MB/s) [14m14s:14s] 98% |██████████████████████████████████ | (115/117 GB, 131 MB/s) [14m14s:14s] 98% |██████████████████████████████████ | (115/117 GB, 115 MB/s) [14m14s:16s] 98% |██████████████████████████████████ | (115/117 GB, 115 MB/s) [14m14s:16s] 98% |██████████████████████████████████ | (115/117 GB, 115 MB/s) [14m14s:16s] 98% |██████████████████████████████████ | (115/117 GB, 115 MB/s) [14m14s:16s] 98% |██████████████████████████████████ | (115/117 GB, 115 MB/s) [14m15s:16s] 98% |██████████████████████████████████ | (115/117 GB, 123 MB/s) [14m15s:15s] 98% |██████████████████████████████████ | (115/117 GB, 123 MB/s) [14m15s:15s] 98% |██████████████████████████████████ | (115/117 GB, 123 MB/s) [14m15s:15s] 98% |██████████████████████████████████ | (115/117 GB, 123 MB/s) [14m15s:15s] 98% |██████████████████████████████████ | (115/117 GB, 123 MB/s) [14m15s:14s] 98% |██████████████████████████████████ | (115/117 GB, 123 MB/s) [14m15s:14s] 98% |██████████████████████████████████ | (115/117 GB, 123 MB/s) [14m15s:14s] 98% |██████████████████████████████████ | (115/117 GB, 128 MB/s) [14m15s:13s] 98% |██████████████████████████████████ | (115/117 GB, 128 MB/s) [14m15s:13s] 98% |██████████████████████████████████ | (115/117 GB, 128 MB/s) [14m15s:13s] 98% |██████████████████████████████████ | (115/117 GB, 128 MB/s) [14m15s:13s] 98% |██████████████████████████████████ | (115/117 GB, 128 MB/s) [14m16s:13s] 98% |██████████████████████████████████ | (115/117 GB, 128 MB/s) [14m16s:13s] 98% |██████████████████████████████████ | (115/117 GB, 124 MB/s) [14m16s:14s] 98% |██████████████████████████████████ | (115/117 GB, 124 MB/s) [14m16s:13s] 98% |██████████████████████████████████ | (115/117 GB, 124 MB/s) [14m16s:13s] 98% |██████████████████████████████████ | (115/117 GB, 124 MB/s) [14m16s:13s] 98% |██████████████████████████████████ | (115/117 GB, 124 MB/s) [14m16s:13s] 98% |██████████████████████████████████ | (115/117 GB, 124 MB/s) [14m16s:13s] 98% |██████████████████████████████████ | (115/117 GB, 117 MB/s) [14m16s:14s] 98% |██████████████████████████████████ | (115/117 GB, 117 MB/s) [14m16s:14s] 98% |██████████████████████████████████ | (115/117 GB, 117 MB/s) [14m16s:13s] 98% |██████████████████████████████████ | (116/117 GB, 117 MB/s) [14m17s:13s] 98% |██████████████████████████████████ | (116/117 GB, 117 MB/s) [14m17s:13s] 98% |██████████████████████████████████ | (116/117 GB, 117 MB/s) [14m17s:13s] 98% |██████████████████████████████████ | (116/117 GB, 120 MB/s) [14m17s:13s] 98% |██████████████████████████████████ | (116/117 GB, 120 MB/s) [14m17s:13s] 98% |██████████████████████████████████ | (116/117 GB, 120 MB/s) [14m17s:12s] 98% |██████████████████████████████████ | (116/117 GB, 120 MB/s) [14m17s:12s] 98% |██████████████████████████████████ | (116/117 GB, 120 MB/s) [14m17s:12s] 98% |██████████████████████████████████ | (116/117 GB, 125 MB/s) [14m17s:12s] 98% |██████████████████████████████████ | (116/117 GB, 125 MB/s) [14m17s:11s] 98% |██████████████████████████████████ | (116/117 GB, 125 MB/s) [14m17s:11s] 98% |██████████████████████████████████ | (116/117 GB, 125 MB/s) [14m17s:11s] 98% |██████████████████████████████████ | (116/117 GB, 125 MB/s) [14m18s:11s] 98% |██████████████████████████████████ | (116/117 GB, 125 MB/s) [14m18s:11s] 98% |██████████████████████████████████ | (116/117 GB, 125 MB/s) [14m18s:11s] 98% |██████████████████████████████████ | (116/117 GB, 139 MB/s) [14m18s:10s] 98% |███████████████████████████████████ | (116/117 GB, 139 MB/s) [14m18s:9s] 98% |███████████████████████████████████ | (116/117 GB, 139 MB/s) [14m18s:9s] 98% |███████████████████████████████████ | (116/117 GB, 139 MB/s) [14m18s:9s] 98% |███████████████████████████████████ | (116/117 GB, 139 MB/s) [14m18s:9s] 98% |███████████████████████████████████ | (116/117 GB, 139 MB/s) [14m18s:9s] 98% |███████████████████████████████████ | (116/117 GB, 139 MB/s) [14m18s:9s] 98% |███████████████████████████████████ | (116/117 GB, 139 MB/s) [14m18s:9s] 98% |███████████████████████████████████ | (116/117 GB, 150 MB/s) [14m18s:8s] 98% |███████████████████████████████████ | (116/117 GB, 150 MB/s) [14m18s:8s] 98% |███████████████████████████████████ | (116/117 GB, 150 MB/s) [14m18s:8s] 98% |███████████████████████████████████ | (116/117 GB, 150 MB/s) [14m19s:8s] 98% |███████████████████████████████████ | (116/117 GB, 150 MB/s) [14m19s:8s] 98% |███████████████████████████████████ | (116/117 GB, 150 MB/s) [14m19s:8s] 98% |███████████████████████████████████ | (116/117 GB, 154 MB/s) [14m19s:7s] 98% |███████████████████████████████████ | (116/117 GB, 154 MB/s) [14m19s:7s] 99% |███████████████████████████████████ | (116/117 GB, 154 MB/s) [14m19s:7s] 99% |███████████████████████████████████ | (116/117 GB, 154 MB/s) [14m19s:7s] 99% |███████████████████████████████████ | (116/117 GB, 154 MB/s) [14m19s:7s] 99% |███████████████████████████████████ | (116/117 GB, 154 MB/s) [14m19s:7s] 99% |███████████████████████████████████ | (116/117 GB, 158 MB/s) [14m19s:7s] 99% |███████████████████████████████████ | (116/117 GB, 158 MB/s) [14m19s:7s] 99% |███████████████████████████████████ | (116/117 GB, 158 MB/s) [14m19s:7s] 99% |███████████████████████████████████ | (116/117 GB, 158 MB/s) [14m20s:6s] 99% |███████████████████████████████████ | (116/117 GB, 158 MB/s) [14m20s:6s] 99% |███████████████████████████████████ | (116/117 GB, 158 MB/s) [14m20s:6s] 99% |███████████████████████████████████ | (116/117 GB, 158 MB/s) [14m20s:6s] 99% |███████████████████████████████████ | (116/117 GB, 166 MB/s) [14m20s:6s] 99% |███████████████████████████████████ | (116/117 GB, 166 MB/s) [14m20s:6s] 99% |███████████████████████████████████ | (116/117 GB, 166 MB/s) [14m20s:6s] 99% |███████████████████████████████████ | (116/117 GB, 166 MB/s) [14m20s:5s] 99% |███████████████████████████████████ | (116/117 GB, 166 MB/s) [14m20s:5s] 99% |███████████████████████████████████ | (116/117 GB, 166 MB/s) [14m20s:5s] 99% |███████████████████████████████████ | (116/117 GB, 166 MB/s) [14m20s:5s] 99% |███████████████████████████████████ | (116/117 GB, 173 MB/s) [14m20s:5s] 99% |███████████████████████████████████ | (116/117 GB, 173 MB/s) [14m20s:5s] 99% |███████████████████████████████████ | (116/117 GB, 173 MB/s) [14m20s:5s] 99% |███████████████████████████████████ | (116/117 GB, 173 MB/s) [14m20s:4s] 99% |███████████████████████████████████ | (116/117 GB, 173 MB/s) [14m21s:4s] 99% |███████████████████████████████████ | (116/117 GB, 173 MB/s) [14m21s:4s] 99% |███████████████████████████████████ | (116/117 GB, 173 MB/s) [14m21s:4s] 99% |███████████████████████████████████ | (116/117 GB, 173 MB/s) [14m21s:4s] 99% |███████████████████████████████████ | (116/117 GB, 191 MB/s) [14m21s:4s] 99% |███████████████████████████████████ | (116/117 GB, 191 MB/s) [14m21s:3s] 99% |███████████████████████████████████ | (116/117 GB, 191 MB/s) [14m21s:3s] 99% |███████████████████████████████████ | (116/117 GB, 191 MB/s) [14m21s:3s] 99% |███████████████████████████████████ | (116/117 GB, 191 MB/s) [14m21s:3s] 99% |███████████████████████████████████ | (116/117 GB, 191 MB/s) [14m21s:3s] 99% |███████████████████████████████████ | (116/117 GB, 197 MB/s) [14m21s:3s] 99% |███████████████████████████████████ | (116/117 GB, 197 MB/s) [14m21s:3s] 99% |███████████████████████████████████ | (116/117 GB, 197 MB/s) [14m21s:3s] 99% |███████████████████████████████████ | (116/117 GB, 197 MB/s) [14m22s:3s] 99% |███████████████████████████████████ | (116/117 GB, 197 MB/s) [14m22s:3s] 99% |███████████████████████████████████ | (116/117 GB, 189 MB/s) [14m22s:3s] 99% |███████████████████████████████████ | (116/117 GB, 189 MB/s) [14m22s:3s] 99% |███████████████████████████████████ | (116/117 GB, 189 MB/s) [14m22s:3s] 99% |███████████████████████████████████ | (116/117 GB, 189 MB/s) [14m22s:3s] 99% |███████████████████████████████████ | (116/117 GB, 189 MB/s) [14m22s:3s] 99% |███████████████████████████████████ | (116/117 GB, 182 MB/s) [14m22s:3s] 99% |███████████████████████████████████ | (116/117 GB, 160 MB/s) [14m24s:3s] 99% |███████████████████████████████████ | (116/117 GB, 160 MB/s) [14m24s:3s] 99% |███████████████████████████████████ | (116/117 GB, 160 MB/s) [14m24s:3s] 99% |███████████████████████████████████ | (116/117 GB, 160 MB/s) [14m24s:3s] 99% |███████████████████████████████████ | (116/117 GB, 160 MB/s) [14m24s:3s] 99% |███████████████████████████████████ | (116/117 GB, 138 MB/s) [14m24s:4s] 99% |███████████████████████████████████ | (116/117 GB, 138 MB/s) [14m25s:4s] 99% |███████████████████████████████████ | (116/117 GB, 138 MB/s) [14m25s:4s] 99% |███████████████████████████████████ | (116/117 GB, 138 MB/s) [14m25s:3s] 99% |███████████████████████████████████ | (116/117 GB, 138 MB/s) [14m25s:3s] 99% |███████████████████████████████████ | (117/117 GB, 138 MB/s) [14m25s:3s] 99% |███████████████████████████████████ | (117/117 GB, 136 MB/s) [14m25s:3s] 99% |███████████████████████████████████ | (117/117 GB, 136 MB/s) [14m25s:3s] 99% |███████████████████████████████████ | (117/117 GB, 136 MB/s) [14m25s:3s] 99% |███████████████████████████████████ | (117/117 GB, 136 MB/s) [14m25s:3s] 99% |███████████████████████████████████ | (117/117 GB, 136 MB/s) [14m25s:3s] 99% |███████████████████████████████████ | (117/117 GB, 136 MB/s) [14m25s:3s] 99% |███████████████████████████████████ | (117/117 GB, 139 MB/s) [14m26s:2s] 99% |███████████████████████████████████ | (117/117 GB, 139 MB/s) [14m26s:2s] 99% |███████████████████████████████████ | (117/117 GB, 139 MB/s) [14m26s:2s] 99% |███████████████████████████████████ | (117/117 GB, 139 MB/s) [14m26s:2s] 99% |███████████████████████████████████ | (117/117 GB, 139 MB/s) [14m26s:2s] 99% |███████████████████████████████████ | (117/117 GB, 139 MB/s) [14m26s:2s] 99% |███████████████████████████████████ | (117/117 GB, 139 MB/s) [14m26s:2s] 99% |███████████████████████████████████ | (117/117 GB, 139 MB/s) [14m26s:2s] 99% |███████████████████████████████████ | (117/117 GB, 142 MB/s) [14m26s:2s] 99% |███████████████████████████████████ | (117/117 GB, 142 MB/s) [14m26s:1s] 99% |███████████████████████████████████ | (117/117 GB, 142 MB/s) [14m26s:1s] 99% |███████████████████████████████████ | (117/117 GB, 142 MB/s) [14m26s:1s] 99% |███████████████████████████████████ | (117/117 GB, 142 MB/s) [14m27s:1s] 99% |███████████████████████████████████ | (117/117 GB, 127 MB/s) [14m27s:1s] 99% |███████████████████████████████████ | (117/117 GB, 127 MB/s) [14m27s:1s] 99% |███████████████████████████████████ | (117/117 GB, 127 MB/s) [14m27s:1s] 99% |███████████████████████████████████ | (117/117 GB, 127 MB/s) [14m27s:1s] 99% |███████████████████████████████████ | (117/117 GB, 127 MB/s) [14m27s:1s] 99% |███████████████████████████████████ | (117/117 GB, 127 MB/s) [14m27s:1s] 99% |███████████████████████████████████ | (117/117 GB, 119 MB/s) [14m27s:1s] 99% |███████████████████████████████████ | (117/117 GB, 119 MB/s) [14m27s:1s] 99% |███████████████████████████████████ | (117/117 GB, 119 MB/s) [14m27s:0s] 99% |███████████████████████████████████ | (117/117 GB, 119 MB/s) [14m27s:0s] 99% |███████████████████████████████████ | (117/117 GB, 119 MB/s) [14m27s:0s] 99% |███████████████████████████████████ | (117/117 GB, 119 MB/s) [14m28s:0s] 99% |███████████████████████████████████ | (117/117 GB, 116 MB/s) [14m28s:0s] 99% |███████████████████████████████████ | (117/117 GB, 116 MB/s) [14m28s:0s] 99% |███████████████████████████████████ | (117/117 GB, 116 MB/s) [14m28s:0s] 99% |███████████████████████████████████ | (117/117 GB, 116 MB/s) [14m28s:0s] 100% |████████████████████████████████████| (117/117 GB, 135 MB/s) 2026-08-18 00:50:31 [INFO] Writing lidar track file... 2026-08-18 00:50:31 [INFO] Packing lidar frames into a ZIP file... 0% | | (0/146578, 0 it/hr) [0s:0s] 0% | | (15/146578, 223 it/s) [0s:10m58s] 0% | | (19/146578, 116 it/s) [0s:21m6s] 0% | | (20/146578, 68 it/s) [0s:35m52s] 0% | | (32/146578, 88 it/s) [0s:27m45s] 0% | | (39/146578, 91 it/s) [0s:26m56s] 0% | | (52/146578, 103 it/s) [0s:23m39s] 0% | | (64/146578, 104 it/s) [0s:23m31s] 0% | | (72/146578, 104 it/s) [0s:23m31s] 0% | | (79/146578, 104 it/s) [0s:23m30s] 0% | | (86/146578, 104 it/s) [0s:23m30s] 0% | | (91/146578, 87 it/s) [1s:27m59s] 0% | | (100/146578, 87 it/s) [1s:27m59s] 0% | | (103/146578, 87 it/s) [1s:27m59s] 0% | | (115/146578, 87 it/s) [1s:27m59s] 0% | | (128/146578, 80 it/s) [1s:30m34s] 0% | | (141/146578, 80 it/s) [1s:30m34s] 0% | | (155/146578, 80 it/s) [1s:30m34s] 0% | | (161/146578, 80 it/s) [1s:30m34s] 0% | | (167/146578, 80 it/s) [1s:30m34s] 0% | | (176/146578, 80 it/s) [2s:30m34s] 0% | | (182/146578, 86 it/s) [2s:28m29s] 0% | | (195/146578, 86 it/s) [2s:28m29s] 0% | | (208/146578, 86 it/s) [2s:28m29s] 0% | | (222/146578, 86 it/s) [2s:28m28s] 0% | | (235/146578, 86 it/s) [2s:28m28s] 0% | | (249/146578, 86 it/s) [2s:28m28s] 0% | | (263/146578, 86 it/s) [2s:28m28s] 0% | | (274/146578, 102 it/s) [2s:23m54s] 0% | | (275/146578, 102 it/s) [2s:23m54s] 0% | | (281/146578, 102 it/s) [2s:23m54s] 0% | | (297/146578, 102 it/s) [2s:23m54s] 0% | | (307/146578, 102 it/s) [3s:23m54s] 0% | | (318/146578, 98 it/s) [3s:24m59s] 0% | | (333/146578, 98 it/s) [3s:24m59s] 0% | | (334/146578, 98 it/s) [3s:24m59s] 0% | | (349/146578, 98 it/s) [3s:24m59s] 0% | | (363/146578, 98 it/s) [3s:24m59s] 0% | | (376/146578, 98 it/s) [3s:24m58s] 0% | | (389/146578, 105 it/s) [3s:23m12s] 0% | | (393/146578, 105 it/s) [3s:23m12s] 0% | | (401/146578, 105 it/s) [3s:23m12s] 0% | | (404/146578, 105 it/s) [4s:23m12s] 0% | | (421/146578, 100 it/s) [4s:24m24s] 0% | | (437/146578, 100 it/s) [4s:24m24s] 0% | | (445/146578, 100 it/s) [4s:24m24s] 0% | | (460/146578, 100 it/s) [4s:24m23s] 0% | | (465/146578, 99 it/s) [4s:24m40s] 0% | | (480/146578, 99 it/s) [4s:24m39s] 0% | | (496/146578, 99 it/s) [4s:24m39s] 0% | | (508/146578, 99 it/s) [5s:24m39s] 0% | | (519/146578, 99 it/s) [5s:24m39s] 0% | | (532/146578, 100 it/s) [5s:24m23s] 0% | | (548/146578, 100 it/s) [5s:24m23s] 0% | | (563/146578, 100 it/s) [5s:24m23s] 0% | | (578/146578, 100 it/s) [5s:24m23s] 0% | | (586/146578, 102 it/s) [5s:23m52s] 0% | | (602/146578, 102 it/s) [5s:23m52s] 0% | | (618/146578, 102 it/s) [5s:23m52s] 0% | | (634/146578, 102 it/s) [5s:23m52s] 0% | | (641/146578, 102 it/s) [6s:23m52s] 0% | | (656/146578, 108 it/s) [6s:22m33s] 0% | | (670/146578, 108 it/s) [6s:22m33s] 0% | | (681/146578, 108 it/s) [6s:22m33s] 0% | | (691/146578, 108 it/s) [6s:22m33s] 0% | | (694/146578, 108 it/s) [6s:22m30s] 0% | | (708/146578, 108 it/s) [6s:22m29s] 0% | | (723/146578, 108 it/s) [6s:22m29s] 0% | | (727/146578, 108 it/s) [7s:22m29s] 0% | | (740/146578, 108 it/s) [7s:22m29s] 0% | | (744/146578, 106 it/s) [7s:22m52s] 0% | | (762/146578, 106 it/s) [7s:22m52s] 0% | | (775/146578, 106 it/s) [7s:22m51s] 0% | | (776/146578, 106 it/s) [7s:22m51s] 0% | | (786/146578, 106 it/s) [7s:22m51s] 0% | | (787/146578, 106 it/s) [7s:22m51s] 0% | | (789/146578, 98 it/s) [7s:24m54s] 0% | | (796/146578, 98 it/s) [8s:24m54s] 0% | | (812/146578, 98 it/s) [8s:24m53s] 0% | | (830/146578, 98 it/s) [8s:24m53s] 0% | | (845/146578, 98 it/s) [8s:24m53s] 0% | | (865/146578, 98 it/s) [8s:24m53s] 0% | | (877/146578, 106 it/s) [8s:22m53s] 0% | | (897/146578, 106 it/s) [8s:22m52s] 0% | | (909/146578, 106 it/s) [8s:22m52s] 0% | | (924/146578, 106 it/s) [8s:22m52s] 0% | | (940/146578, 106 it/s) [8s:22m52s] 0% | | (956/146578, 106 it/s) [8s:22m52s] 0% | | (973/146578, 106 it/s) [8s:22m52s] 0% | | (985/146578, 114 it/s) [8s:21m18s] 0% | | (1000/146578, 114 it/s) [9s:21m17s] 0% | | (1011/146578, 114 it/s) [9s:21m17s] 0% | | (1027/146578, 114 it/s) [9s:21m17s] 0% | | (1043/146578, 114 it/s) [9s:21m17s] 0% | | (1050/146578, 114 it/s) [9s:21m17s] 0% | | (1066/146578, 114 it/s) [9s:21m17s] 0% | | (1079/146578, 126 it/s) [9s:19m14s] 0% | | (1095/146578, 126 it/s) [9s:19m14s] 0% | | (1108/146578, 126 it/s) [9s:19m14s] 0% | | (1116/146578, 126 it/s) [9s:19m14s] 0% | | (1123/146578, 126 it/s) [9s:19m14s] 0% | | (1138/146578, 128 it/s) [9s:18m53s] 0% | | (1153/146578, 128 it/s) [10s:18m53s] 0% | | (1168/146578, 128 it/s) [10s:18m53s] 0% | | (1183/146578, 128 it/s) [10s:18m53s] 0% | | (1188/146578, 128 it/s) [10s:18m53s] 0% | | (1189/146578, 128 it/s) [10s:18m53s] 0% | | (1205/146578, 128 it/s) [10s:18m52s] 0% | | (1218/146578, 132 it/s) [10s:18m18s] 0% | | (1233/146578, 132 it/s) [10s:18m18s] 0% | | (1247/146578, 132 it/s) [10s:18m17s] 0% | | (1257/146578, 132 it/s) [10s:18m17s] 0% | | (1261/146578, 132 it/s) [10s:18m17s] 0% | | (1275/146578, 132 it/s) [11s:18m22s] 0% | | (1291/146578, 132 it/s) [11s:18m22s] 0% | | (1308/146578, 132 it/s) [11s:18m22s] 0% | | (1324/146578, 132 it/s) [11s:18m22s] 0% | | (1341/146578, 132 it/s) [11s:18m22s] 0% | | (1355/146578, 132 it/s) [11s:18m22s] 0% | | (1372/146578, 132 it/s) [11s:18m22s] 0% | | (1388/146578, 132 it/s) [11s:18m21s] 0% | | (1404/146578, 142 it/s) [11s:17m1s] 0% | | (1420/146578, 142 it/s) [11s:17m0s] 0% | | (1437/146578, 142 it/s) [11s:17m0s] 0% | | (1454/146578, 142 it/s) [12s:17m0s] 1% | | (1472/146578, 148 it/s) [12s:16m17s] 1% | | (1489/146578, 148 it/s) [12s:16m17s] 1% | | (1503/146578, 148 it/s) [12s:16m17s] 1% | | (1519/146578, 148 it/s) [12s:16m17s] 1% | | (1536/146578, 148 it/s) [12s:16m17s] 1% | | (1548/146578, 156 it/s) [12s:15m28s] 1% | | (1566/146578, 156 it/s) [12s:15m28s] 1% | | (1581/146578, 156 it/s) [12s:15m28s] 1% | | (1588/146578, 156 it/s) [12s:15m28s] 1% | | (1602/146578, 156 it/s) [12s:15m28s] 1% | | (1603/146578, 156 it/s) [13s:15m26s] 1% | | (1618/146578, 156 it/s) [13s:15m26s] 1% | | (1635/146578, 156 it/s) [13s:15m26s] 1% | | (1650/146578, 156 it/s) [13s:15m26s] 1% | | (1665/146578, 156 it/s) [13s:15m26s] 1% | | (1681/146578, 156 it/s) [13s:15m26s] 1% | | (1697/146578, 156 it/s) [13s:15m26s] 1% | | (1713/146578, 162 it/s) [13s:14m53s] 1% | | (1724/146578, 162 it/s) [14s:14m53s] 1% | | (1740/146578, 162 it/s) [14s:14m53s] 1% | | (1755/146578, 162 it/s) [14s:14m53s] 1% | | (1773/146578, 162 it/s) [14s:14m53s] 1% | | (1789/146578, 153 it/s) [14s:15m43s] 1% | | (1801/146578, 153 it/s) [14s:15m43s] 1% | | (1802/146578, 153 it/s) [14s:15m43s] 1% | | (1809/146578, 153 it/s) [14s:15m43s] 1% | | (1825/146578, 153 it/s) [14s:15m43s] 1% | | (1843/146578, 153 it/s) [14s:15m43s] 1% | | (1860/146578, 148 it/s) [14s:16m19s] 1% | | (1878/146578, 148 it/s) [14s:16m19s] 1% | | (1890/146578, 148 it/s) [14s:16m19s] 1% | | (1903/146578, 148 it/s) [15s:16m18s] 1% | | (1916/146578, 148 it/s) [15s:16m18s] 1% | | (1932/146578, 148 it/s) [15s:16m18s] 1% | | (1943/146578, 148 it/s) [15s:16m18s] 1% | | (1951/146578, 153 it/s) [15s:15m42s] 1% | | (1952/146578, 153 it/s) [15s:15m42s] 1% | | (1969/146578, 153 it/s) [15s:15m42s] 1% | | (1984/146578, 153 it/s) [15s:15m42s] 1% | | (2000/146578, 153 it/s) [15s:15m42s] 1% | | (2015/146578, 153 it/s) [15s:15m42s] 1% | | (2029/146578, 153 it/s) [15s:15m42s] 1% | | (2040/146578, 154 it/s) [15s:15m40s] 1% | | (2045/146578, 154 it/s) [16s:15m40s] 1% | | (2047/146578, 154 it/s) [16s:15m40s] 1% | | (2058/146578, 154 it/s) [16s:15m40s] 1% | | (2070/146578, 154 it/s) [16s:15m40s] 1% | | (2084/146578, 154 it/s) [16s:15m40s] 1% | | (2100/146578, 154 it/s) [16s:15m40s] 1% | | (2116/146578, 154 it/s) [16s:15m39s] 1% | | (2121/146578, 154 it/s) [16s:15m39s] 1% | | (2136/146578, 154 it/s) [16s:15m39s] 1% | | (2151/146578, 154 it/s) [16s:15m39s] 1% | | (2169/146578, 154 it/s) [16s:15m39s] 1% | | (2182/146578, 146 it/s) [17s:16m26s] 1% | | (2198/146578, 146 it/s) [17s:16m26s] 1% | | (2210/146578, 146 it/s) [17s:16m26s] 1% | | (2228/146578, 146 it/s) [17s:16m25s] 1% | | (2240/146578, 146 it/s) [17s:16m25s] 1% | | (2255/146578, 145 it/s) [17s:16m32s] 1% | | (2270/146578, 145 it/s) [17s:16m32s] 1% | | (2287/146578, 145 it/s) [17s:16m32s] 1% | | (2305/146578, 145 it/s) [17s:16m32s] 1% | | (2320/146578, 145 it/s) [17s:16m32s] 1% | | (2336/146578, 145 it/s) [17s:16m32s] 1% | | (2347/146578, 149 it/s) [18s:16m4s] 1% | | (2352/146578, 149 it/s) [18s:16m4s] 1% | | (2354/146578, 149 it/s) [18s:16m4s] 1% | | (2355/146578, 142 it/s) [18s:16m52s] 1% | | (2373/146578, 142 it/s) [18s:16m52s] 1% | | (2390/146578, 142 it/s) [18s:16m52s] 1% | | (2407/146578, 142 it/s) [18s:16m52s] 1% | | (2425/146578, 142 it/s) [18s:16m52s] 1% | | (2439/146578, 142 it/s) [19s:16m52s] 1% | | (2457/146578, 142 it/s) [19s:16m51s] 1% | | (2475/146578, 142 it/s) [19s:16m51s] 1% | | (2491/146578, 146 it/s) [19s:16m26s] 1% | | (2509/146578, 146 it/s) [19s:16m26s] 1% | | (2524/146578, 146 it/s) [19s:16m26s] 1% | | (2527/146578, 146 it/s) [19s:16m25s] 1% | | (2539/146578, 146 it/s) [19s:16m25s] 1% | | (2552/146578, 146 it/s) [19s:16m25s] 1% | | (2556/146578, 146 it/s) [19s:16m25s] 1% | | (2569/146578, 148 it/s) [19s:16m15s] 1% | | (2583/146578, 148 it/s) [19s:16m15s] 1% | | (2599/146578, 148 it/s) [19s:16m15s] 1% | | (2615/146578, 148 it/s) [19s:16m15s] 1% | | (2630/146578, 148 it/s) [20s:16m15s] 1% | | (2645/146578, 148 it/s) [20s:16m14s] 1% | | (2660/146578, 148 it/s) [20s:16m14s] 1% | | (2676/146578, 156 it/s) [20s:15m22s] 1% | | (2693/146578, 156 it/s) [20s:15m22s] 1% | | (2709/146578, 156 it/s) [20s:15m22s] 1% | | (2727/146578, 156 it/s) [20s:15m22s] 1% | | (2742/146578, 156 it/s) [20s:15m22s] 1% | | (2756/146578, 156 it/s) [20s:15m22s] 1% | | (2764/146578, 156 it/s) [20s:15m22s] 1% | | (2781/146578, 159 it/s) [20s:15m3s] 1% | | (2796/146578, 159 it/s) [20s:15m3s] 1% | | (2812/146578, 159 it/s) [20s:15m2s] 1% | | (2828/146578, 159 it/s) [20s:15m2s] 1% | | (2832/146578, 159 it/s) [21s:15m2s] 1% | | (2842/146578, 159 it/s) [21s:15m2s] 1% | | (2852/146578, 159 it/s) [21s:15m5s] 1% | | (2870/146578, 159 it/s) [21s:15m5s] 1% | | (2883/146578, 159 it/s) [21s:15m5s] 1% | | (2897/146578, 159 it/s) [21s:15m5s] 1% | | (2912/146578, 159 it/s) [21s:15m5s] 1% | | (2928/146578, 159 it/s) [21s:15m5s] 2% | | (2940/146578, 163 it/s) [21s:14m43s] 2% | | (2956/146578, 163 it/s) [21s:14m43s] 2% | | (2969/146578, 163 it/s) [22s:14m43s] 2% | | (2987/146578, 163 it/s) [22s:14m43s] 2% | | (3001/146578, 160 it/s) [22s:14m58s] 2% | | (3017/146578, 160 it/s) [22s:14m58s] 2% | | (3030/146578, 160 it/s) [22s:14m58s] 2% | | (3031/146578, 160 it/s) [22s:14m58s] 2% | | (3047/146578, 160 it/s) [22s:14m58s] 2% | | (3060/146578, 160 it/s) [22s:14m58s] 2% | | (3076/146578, 160 it/s) [22s:14m57s] 2% | | (3088/146578, 163 it/s) [22s:14m42s] 2% | | (3105/146578, 163 it/s) [22s:14m42s] 2% | | (3116/146578, 150 it/s) [23s:15m58s] 2% | | (3118/146578, 150 it/s) [23s:15m58s] 2% | | (3121/146578, 150 it/s) [23s:15m58s] 2% | | (3129/146578, 150 it/s) [23s:15m58s] 2% | | (3140/146578, 150 it/s) [23s:15m58s] 2% | | (3159/146578, 154 it/s) [23s:15m31s] 2% | | (3176/146578, 154 it/s) [23s:15m31s] 2% | | (3187/146578, 154 it/s) [24s:15m31s] 2% | | (3204/146578, 154 it/s) [24s:15m31s] 2% | | (3221/146578, 154 it/s) [24s:15m31s] 2% | | (3236/146578, 146 it/s) [24s:16m18s] 2% | | (3249/146578, 146 it/s) [24s:16m18s] 2% | | (3264/146578, 146 it/s) [24s:16m18s] 2% | | (3268/146578, 146 it/s) [24s:16m18s] 2% | | (3285/146578, 140 it/s) [24s:17m4s] 2% | | (3302/146578, 140 it/s) [24s:17m4s] 2% | | (3318/146578, 140 it/s) [24s:17m4s] 2% | | (3336/146578, 140 it/s) [25s:17m3s] 2% | | (3352/146578, 140 it/s) [25s:17m3s] 2% | | (3361/146578, 140 it/s) [25s:17m3s] 2% | | (3377/146578, 140 it/s) [25s:17m3s] 2% | | (3390/146578, 139 it/s) [25s:17m9s] 2% | | (3406/146578, 139 it/s) [25s:17m9s] 2% | | (3418/146578, 139 it/s) [25s:17m9s] 2% | | (3435/146578, 139 it/s) [25s:17m9s] 2% | | (3450/146578, 132 it/s) [25s:18m5s] 2% | | (3466/146578, 132 it/s) [25s:18m5s] 2% | | (3480/146578, 132 it/s) [26s:18m4s] 2% | | (3496/146578, 132 it/s) [26s:18m4s] 2% | | (3505/146578, 132 it/s) [26s:18m4s] 2% | | (3520/146578, 132 it/s) [26s:18m4s] 2% | | (3535/146578, 132 it/s) [26s:18m5s] 2% | | (3551/146578, 132 it/s) [26s:18m5s] 2% | | (3564/146578, 132 it/s) [26s:18m5s] 2% | | (3579/146578, 132 it/s) [26s:18m5s] 2% | | (3590/146578, 132 it/s) [26s:18m5s] 2% | | (3592/146578, 128 it/s) [26s:18m33s] 2% | | (3606/146578, 128 it/s) [26s:18m33s] 2% | | (3618/146578, 128 it/s) [27s:18m33s] 2% | | (3636/146578, 128 it/s) [27s:18m33s] 2% | | (3650/146578, 128 it/s) [27s:18m32s] 2% | | (3654/146578, 128 it/s) [27s:18m32s] 2% | | (3670/146578, 128 it/s) [27s:18m32s] 2% | | (3682/146578, 131 it/s) [27s:18m7s] 2% | | (3699/146578, 131 it/s) [27s:18m7s] 2% | | (3712/146578, 131 it/s) [27s:18m6s] 2% | | (3724/146578, 131 it/s) [27s:18m6s] 2% | | (3736/146578, 131 it/s) [27s:18m6s] 2% | | (3745/146578, 131 it/s) [27s:18m13s] 2% | | (3763/146578, 131 it/s) [27s:18m13s] 2% | | (3779/146578, 131 it/s) [28s:18m13s] 2% | | (3795/146578, 131 it/s) [28s:18m13s] 2% | | (3803/146578, 131 it/s) [28s:18m13s] 2% | | (3813/146578, 131 it/s) [28s:18m12s] 2% | | (3817/146578, 131 it/s) [28s:18m12s] 2% | | (3831/146578, 140 it/s) [28s:16m57s] 2% | | (3842/146578, 140 it/s) [28s:16m57s] 2% | | (3858/146578, 140 it/s) [28s:16m56s] 2% | | (3875/146578, 140 it/s) [28s:16m56s] 2% | | (3892/146578, 140 it/s) [28s:16m56s] 2% | | (3894/146578, 140 it/s) [28s:16m56s] 2% | | (3912/146578, 140 it/s) [28s:16m56s] 2% | | (3929/146578, 154 it/s) [28s:15m28s] 2% | | (3947/146578, 154 it/s) [29s:15m27s] 2% | | (3964/146578, 154 it/s) [29s:15m27s] 2% | | (3968/146578, 154 it/s) [29s:15m27s] 2% | | (3986/146578, 154 it/s) [29s:15m27s] 2% | | (3999/146578, 154 it/s) [29s:15m27s] 2% | | (4016/146578, 154 it/s) [29s:15m27s] 2% | | (4034/146578, 156 it/s) [29s:15m16s] 2% | | (4050/146578, 156 it/s) [29s:15m16s] 2% | | (4067/146578, 156 it/s) [29s:15m16s] 2% | | (4069/146578, 156 it/s) [29s:15m16s] 2% | | (4086/146578, 156 it/s) [29s:15m15s] 2% | | (4102/146578, 156 it/s) [29s:15m15s] 2% | | (4119/146578, 163 it/s) [29s:14m35s] 2% | | (4136/146578, 163 it/s) [30s:14m34s] 2% | | (4152/146578, 163 it/s) [30s:14m34s] 2% | | (4168/146578, 163 it/s) [30s:14m34s] 2% | | (4169/146578, 163 it/s) [30s:14m34s] 2% | | (4185/146578, 163 it/s) [30s:14m34s] 2% | | (4201/146578, 159 it/s) [30s:14m55s] 2% | | (4220/146578, 159 it/s) [30s:14m55s] 2% | | (4236/146578, 159 it/s) [30s:14m55s] 2% | | (4248/146578, 159 it/s) [30s:14m55s] 2% | | (4266/146578, 159 it/s) [30s:14m55s] 2% | | (4268/146578, 159 it/s) [30s:14m55s] 2% | | (4284/146578, 159 it/s) [30s:14m55s] 2% | | (4299/146578, 165 it/s) [31s:14m23s] 2% | | (4314/146578, 165 it/s) [31s:14m23s] 2% | | (4329/146578, 165 it/s) [31s:14m23s] 2% | | (4332/146578, 165 it/s) [31s:14m23s] 2% | | (4348/146578, 165 it/s) [31s:14m23s] 2% | | (4363/146578, 165 it/s) [31s:14m23s] 2% | | (4374/146578, 165 it/s) [31s:14m21s] 2% | | (4387/146578, 165 it/s) [31s:14m21s] 3% |█ | (4402/146578, 165 it/s) [31s:14m21s] 3% |█ | (4416/146578, 165 it/s) [31s:14m21s] 3% |█ | (4419/146578, 165 it/s) [31s:14m21s] 3% |█ | (4438/146578, 165 it/s) [31s:14m20s] 3% |█ | (4452/146578, 168 it/s) [32s:14m5s] 3% |█ | (4467/146578, 168 it/s) [32s:14m5s] 3% |█ | (4483/146578, 168 it/s) [32s:14m5s] 3% |█ | (4487/146578, 168 it/s) [32s:14m4s] 3% |█ | (4503/146578, 168 it/s) [32s:14m4s] 3% |█ | (4518/146578, 168 it/s) [32s:14m4s] 3% |█ | (4535/146578, 168 it/s) [32s:14m4s] 3% |█ | (4552/146578, 171 it/s) [32s:13m50s] 3% |█ | (4568/146578, 171 it/s) [32s:13m50s] 3% |█ | (4584/146578, 171 it/s) [32s:13m50s] 3% |█ | (4588/146578, 171 it/s) [32s:13m50s] 3% |█ | (4604/146578, 171 it/s) [32s:13m50s] 3% |█ | (4620/146578, 171 it/s) [32s:13m50s] 3% |█ | (4635/146578, 174 it/s) [33s:13m36s] 3% |█ | (4650/146578, 174 it/s) [33s:13m36s] 3% |█ | (4651/146578, 174 it/s) [33s:13m36s] 3% |█ | (4655/146578, 174 it/s) [33s:13m36s] 3% |█ | (4672/146578, 161 it/s) [33s:14m38s] 3% |█ | (4687/146578, 161 it/s) [33s:14m38s] 3% |█ | (4703/146578, 161 it/s) [33s:14m38s] 3% |█ | (4719/146578, 161 it/s) [33s:14m38s] 3% |█ | (4736/146578, 161 it/s) [33s:14m38s] 3% |█ | (4752/146578, 161 it/s) [33s:14m38s] 3% |█ | (4755/146578, 161 it/s) [34s:14m38s] 3% |█ | (4770/146578, 161 it/s) [34s:14m38s] 3% |█ | (4772/146578, 161 it/s) [34s:14m38s] 3% |█ | (4778/146578, 161 it/s) [34s:14m38s] 3% |█ | (4794/146578, 161 it/s) [34s:14m38s] 3% |█ | (4805/146578, 161 it/s) [34s:14m38s] 3% |█ | (4820/146578, 161 it/s) [34s:14m38s] 3% |█ | (4834/146578, 157 it/s) [34s:15m3s] 3% |█ | (4837/146578, 157 it/s) [34s:15m3s] 3% |█ | (4853/146578, 157 it/s) [34s:15m3s] 3% |█ | (4867/146578, 157 it/s) [34s:15m2s] 3% |█ | (4883/146578, 157 it/s) [34s:15m2s] 3% |█ | (4900/146578, 157 it/s) [35s:15m2s] 3% |█ | (4917/146578, 156 it/s) [35s:15m9s] 3% |█ | (4933/146578, 156 it/s) [35s:15m9s] 3% |█ | (4935/146578, 156 it/s) [35s:15m9s] 3% |█ | (4951/146578, 156 it/s) [35s:15m9s] 3% |█ | (4967/146578, 156 it/s) [35s:15m9s] 3% |█ | (4983/146578, 156 it/s) [35s:15m9s] 3% |█ | (4999/146578, 157 it/s) [35s:14m58s] 3% |█ | (5015/146578, 157 it/s) [35s:14m58s] 3% |█ | (5031/146578, 157 it/s) [35s:14m58s] 3% |█ | (5047/146578, 157 it/s) [35s:14m58s] 3% |█ | (5064/146578, 157 it/s) [35s:14m58s] 3% |█ | (5082/146578, 157 it/s) [35s:14m58s] 3% |█ | (5099/146578, 157 it/s) [36s:14m58s] 3% |█ | (5117/146578, 161 it/s) [36s:14m38s] 3% |█ | (5134/146578, 161 it/s) [36s:14m38s] 3% |█ | (5149/146578, 161 it/s) [36s:14m38s] 3% |█ | (5165/146578, 161 it/s) [36s:14m38s] 3% |█ | (5181/146578, 161 it/s) [36s:14m38s] 3% |█ | (5195/146578, 161 it/s) [36s:14m38s] 3% |█ | (5198/146578, 161 it/s) [36s:14m38s] 3% |█ | (5215/146578, 167 it/s) [36s:14m6s] 3% |█ | (5233/146578, 167 it/s) [36s:14m5s] 3% |█ | (5238/146578, 167 it/s) [36s:14m5s] 3% |█ | (5250/146578, 167 it/s) [36s:14m5s] 3% |█ | (5267/146578, 167 it/s) [36s:14m5s] 3% |█ | (5286/146578, 167 it/s) [37s:14m5s] 3% |█ | (5302/146578, 169 it/s) [37s:13m57s] 3% |█ | (5315/146578, 169 it/s) [37s:13m57s] 3% |█ | (5317/146578, 169 it/s) [37s:13m57s] 3% |█ | (5333/146578, 169 it/s) [37s:13m57s] 3% |█ | (5352/146578, 169 it/s) [37s:13m57s] 3% |█ | (5368/146578, 169 it/s) [37s:13m57s] 3% |█ | (5384/146578, 169 it/s) [37s:13m57s] 3% |█ | (5386/146578, 166 it/s) [37s:14m12s] 3% |█ | (5402/146578, 166 it/s) [37s:14m12s] 3% |█ | (5418/146578, 166 it/s) [37s:14m12s] 3% |█ | (5435/146578, 166 it/s) [37s:14m12s] 3% |█ | (5452/146578, 166 it/s) [37s:14m12s] 3% |█ | (5456/146578, 166 it/s) [38s:14m12s] 3% |█ | (5472/146578, 166 it/s) [38s:14m12s] 3% |█ | (5484/146578, 167 it/s) [38s:14m4s] 3% |█ | (5498/146578, 167 it/s) [38s:14m4s] 3% |█ | (5507/146578, 167 it/s) [38s:14m4s] 3% |█ | (5509/146578, 167 it/s) [38s:14m4s] 3% |█ | (5524/146578, 170 it/s) [38s:13m50s] 3% |█ | (5542/146578, 170 it/s) [38s:13m50s] 3% |█ | (5558/146578, 170 it/s) [38s:13m50s] 3% |█ | (5575/146578, 170 it/s) [38s:13m50s] 3% |█ | (5578/146578, 170 it/s) [38s:13m50s] 3% |█ | (5595/146578, 170 it/s) [38s:13m50s] 3% |█ | (5610/146578, 170 it/s) [39s:13m49s] 3% |█ | (5614/146578, 169 it/s) [39s:13m52s] 3% |█ | (5631/146578, 169 it/s) [39s:13m52s] 3% |█ | (5644/146578, 169 it/s) [39s:13m52s] 3% |█ | (5661/146578, 169 it/s) [39s:13m52s] 3% |█ | (5679/146578, 169 it/s) [39s:13m52s] 3% |█ | (5695/146578, 169 it/s) [39s:13m52s] 3% |█ | (5710/146578, 169 it/s) [39s:13m52s] 3% |█ | (5725/146578, 176 it/s) [39s:13m22s] 3% |█ | (5742/146578, 176 it/s) [39s:13m22s] 3% |█ | (5757/146578, 176 it/s) [39s:13m22s] 3% |█ | (5768/146578, 176 it/s) [39s:13m21s] 3% |█ | (5771/146578, 176 it/s) [39s:13m21s] 3% |█ | (5785/146578, 176 it/s) [39s:13m21s] 3% |█ | (5802/146578, 176 it/s) [40s:13m21s] 3% |█ | (5803/146578, 177 it/s) [40s:13m15s] 3% |█ | (5821/146578, 177 it/s) [40s:13m15s] 3% |█ | (5835/146578, 177 it/s) [40s:13m15s] 3% |█ | (5843/146578, 177 it/s) [40s:13m15s] 3% |█ | (5854/146578, 177 it/s) [40s:13m15s] 4% |█ | (5870/146578, 177 it/s) [40s:13m15s] 4% |█ | (5886/146578, 177 it/s) [40s:13m15s] 4% |█ | (5904/146578, 175 it/s) [40s:13m22s] 4% |█ | (5920/146578, 175 it/s) [40s:13m21s] 4% |█ | (5922/146578, 175 it/s) [40s:13m21s] 4% |█ | (5938/146578, 175 it/s) [40s:13m21s] 4% |█ | (5953/146578, 175 it/s) [40s:13m21s] 4% |█ | (5968/146578, 175 it/s) [41s:13m21s] 4% |█ | (5984/146578, 175 it/s) [41s:13m21s] 4% |█ | (6000/146578, 173 it/s) [41s:13m33s] 4% |█ | (6017/146578, 173 it/s) [41s:13m33s] 4% |█ | (6035/146578, 173 it/s) [41s:13m33s] 4% |█ | (6051/146578, 173 it/s) [41s:13m32s] 4% |█ | (6056/146578, 173 it/s) [41s:13m32s] 4% |█ | (6072/146578, 173 it/s) [41s:13m32s] 4% |█ | (6082/146578, 170 it/s) [41s:13m47s] 4% |█ | (6099/146578, 170 it/s) [41s:13m47s] 4% |█ | (6116/146578, 170 it/s) [41s:13m47s] 4% |█ | (6121/146578, 170 it/s) [41s:13m47s] 4% |█ | (6140/146578, 170 it/s) [41s:13m47s] 4% |█ | (6153/146578, 170 it/s) [42s:13m47s] 4% |█ | (6172/146578, 170 it/s) [42s:13m47s] 4% |█ | (6189/146578, 173 it/s) [42s:13m32s] 4% |█ | (6193/146578, 173 it/s) [42s:13m32s] 4% |█ | (6211/146578, 173 it/s) [42s:13m32s] 4% |█ | (6224/146578, 173 it/s) [42s:13m32s] 4% |█ | (6239/146578, 173 it/s) [42s:13m32s] 4% |█ | (6248/146578, 173 it/s) [42s:13m32s] 4% |█ | (6260/146578, 171 it/s) [42s:13m42s] 4% |█ | (6276/146578, 171 it/s) [42s:13m42s] 4% |█ | (6283/146578, 171 it/s) [42s:13m42s] 4% |█ | (6299/146578, 171 it/s) [42s:13m42s] 4% |█ | (6316/146578, 171 it/s) [43s:13m42s] 4% |█ | (6334/146578, 171 it/s) [43s:13m42s] 4% |█ | (6350/146578, 171 it/s) [43s:13m39s] 4% |█ | (6353/146578, 171 it/s) [43s:13m39s] 4% |█ | (6369/146578, 171 it/s) [43s:13m39s] 4% |█ | (6372/146578, 171 it/s) [43s:13m39s] 4% |█ | (6383/146578, 170 it/s) [43s:13m44s] 4% |█ | (6400/146578, 170 it/s) [43s:13m44s] 4% |█ | (6410/146578, 170 it/s) [43s:13m44s] 4% |█ | (6421/146578, 170 it/s) [43s:13m44s] 4% |█ | (6429/146578, 170 it/s) [43s:13m44s] 4% |█ | (6446/146578, 170 it/s) [44s:13m44s] 4% |█ | (6458/146578, 170 it/s) [44s:13m44s] 4% |█ | (6460/146578, 167 it/s) [44s:13m58s] 4% |█ | (6475/146578, 167 it/s) [44s:13m58s] 4% |█ | (6493/146578, 167 it/s) [44s:13m58s] 4% |█ | (6511/146578, 167 it/s) [44s:13m58s] 4% |█ | (6527/146578, 167 it/s) [44s:13m58s] 4% |█ | (6529/146578, 167 it/s) [44s:13m58s] 4% |█ | (6544/146578, 167 it/s) [44s:13m58s] 4% |█ | (6561/146578, 165 it/s) [44s:14m10s] 4% |█ | (6578/146578, 165 it/s) [44s:14m10s] 4% |█ | (6597/146578, 165 it/s) [44s:14m10s] 4% |█ | (6613/146578, 165 it/s) [45s:14m10s] 4% |█ | (6629/146578, 165 it/s) [45s:14m10s] 4% |█ | (6644/146578, 165 it/s) [45s:14m10s] 4% |█ | (6660/146578, 167 it/s) [45s:13m57s] 4% |█ | (6677/146578, 167 it/s) [45s:13m57s] 4% |█ | (6695/146578, 167 it/s) [45s:13m57s] 4% |█ | (6711/146578, 167 it/s) [45s:13m57s] 4% |█ | (6722/146578, 167 it/s) [45s:13m57s] 4% |█ | (6732/146578, 167 it/s) [45s:13m57s] 4% |█ | (6749/146578, 168 it/s) [45s:13m50s] 4% |█ | (6763/146578, 168 it/s) [45s:13m50s] 4% |█ | (6780/146578, 168 it/s) [45s:13m50s] 4% |█ | (6787/146578, 168 it/s) [45s:13m50s] 4% |█ | (6797/146578, 168 it/s) [46s:13m50s] 4% |█ | (6812/146578, 168 it/s) [46s:13m49s] 4% |█ | (6829/146578, 168 it/s) [46s:13m49s] 4% |█ | (6833/146578, 168 it/s) [46s:13m49s] 4% |█ | (6851/146578, 166 it/s) [46s:14m3s] 4% |█ | (6866/146578, 166 it/s) [46s:14m3s] 4% |█ | (6881/146578, 166 it/s) [46s:14m3s] 4% |█ | (6897/146578, 166 it/s) [46s:14m3s] 4% |█ | (6900/146578, 166 it/s) [46s:14m3s] 4% |█ | (6916/146578, 166 it/s) [46s:14m2s] 4% |█ | (6932/146578, 165 it/s) [46s:14m4s] 4% |█ | (6948/146578, 165 it/s) [46s:14m4s] 4% |█ | (6962/146578, 165 it/s) [46s:14m3s] 4% |█ | (6977/146578, 165 it/s) [47s:14m3s] 4% |█ | (6993/146578, 165 it/s) [47s:14m3s] 4% |█ | (7009/146578, 165 it/s) [47s:14m3s] 4% |█ | (7023/146578, 165 it/s) [47s:14m3s] 4% |█ | (7038/146578, 165 it/s) [47s:14m3s] 4% |█ | (7048/146578, 168 it/s) [47s:13m52s] 4% |█ | (7066/146578, 168 it/s) [47s:13m52s] 4% |█ | (7081/146578, 168 it/s) [47s:13m52s] 4% |█ | (7084/146578, 168 it/s) [47s:13m52s] 4% |█ | (7099/146578, 168 it/s) [47s:13m52s] 4% |█ | (7114/146578, 168 it/s) [47s:13m52s] 4% |█ | (7120/146578, 168 it/s) [47s:13m52s] 4% |█ | (7137/146578, 169 it/s) [47s:13m44s] 4% |█ | (7153/146578, 169 it/s) [47s:13m44s] 4% |█ | (7170/146578, 169 it/s) [48s:13m44s] 4% |█ | (7186/146578, 169 it/s) [48s:13m44s] 4% |█ | (7202/146578, 169 it/s) [48s:13m44s] 4% |█ | (7216/146578, 169 it/s) [48s:13m43s] 4% |█ | (7227/146578, 169 it/s) [48s:13m43s] 4% |█ | (7243/146578, 173 it/s) [48s:13m24s] 4% |█ | (7254/146578, 173 it/s) [48s:13m24s] 4% |█ | (7270/146578, 173 it/s) [48s:13m24s] 4% |█ | (7286/146578, 173 it/s) [48s:13m23s] 4% |█ | (7304/146578, 173 it/s) [48s:13m23s] 4% |█ | (7319/146578, 173 it/s) [48s:13m23s] 5% |█ | (7337/146578, 184 it/s) [48s:12m36s] 5% |█ | (7355/146578, 184 it/s) [48s:12m36s] 5% |█ | (7373/146578, 184 it/s) [48s:12m36s] 5% |█ | (7391/146578, 184 it/s) [49s:12m36s] 5% |█ | (7409/146578, 184 it/s) [49s:12m36s] 5% |█ | (7428/146578, 184 it/s) [49s:12m36s] 5% |█ | (7446/146578, 184 it/s) [49s:12m35s] 5% |█ | (7465/146578, 196 it/s) [49s:11m51s] 5% |█ | (7483/146578, 196 it/s) [49s:11m50s] 5% |█ | (7502/146578, 196 it/s) [49s:11m50s] 5% |█ | (7521/146578, 196 it/s) [49s:11m50s] 5% |█ | (7539/146578, 196 it/s) [49s:11m50s] 5% |█ | (7558/146578, 196 it/s) [49s:11m50s] 5% |█ | (7575/146578, 196 it/s) [49s:11m50s] 5% |█ | (7593/146578, 196 it/s) [49s:11m50s] 5% |█ | (7609/146578, 204 it/s) [49s:11m22s] 5% |█ | (7626/146578, 204 it/s) [49s:11m22s] 5% |█ | (7642/146578, 204 it/s) [50s:11m22s] 5% |█ | (7657/146578, 204 it/s) [50s:11m22s] 5% |█ | (7675/146578, 204 it/s) [50s:11m21s] 5% |█ | (7686/146578, 204 it/s) [50s:11m21s] 5% |█ | (7696/146578, 204 it/s) [50s:11m21s] 5% |█ | (7700/146578, 204 it/s) [50s:11m21s] 5% |█ | (7713/146578, 204 it/s) [50s:11m21s] 5% |█ | (7729/146578, 204 it/s) [50s:11m21s] 5% |█ | (7748/146578, 204 it/s) [50s:11m21s] 5% |█ | (7762/146578, 204 it/s) [50s:11m21s] 5% |█ | (7780/146578, 204 it/s) [50s:11m21s] 5% |█ | (7797/146578, 204 it/s) [50s:11m21s] 5% |█ | (7815/146578, 204 it/s) [50s:11m21s] 5% |█ | (7831/146578, 210 it/s) [50s:11m0s] 5% |█ | (7841/146578, 210 it/s) [51s:11m0s] 5% |█ | (7845/146578, 210 it/s) [51s:11m0s] 5% |█ | (7860/146578, 210 it/s) [51s:10m59s] 5% |█ | (7878/146578, 210 it/s) [51s:10m59s] 5% |█ | (7896/146578, 204 it/s) [51s:11m18s] 5% |█ | (7912/146578, 204 it/s) [51s:11m18s] 5% |█ | (7928/146578, 204 it/s) [51s:11m18s] 5% |█ | (7944/146578, 204 it/s) [51s:11m18s] 5% |█ | (7962/146578, 204 it/s) [51s:11m18s] 5% |█ | (7980/146578, 204 it/s) [51s:11m17s] 5% |█ | (7998/146578, 204 it/s) [51s:11m17s] 5% |█ | (8015/146578, 212 it/s) [51s:10m52s] 5% |█ | (8034/146578, 212 it/s) [51s:10m52s] 5% |█ | (8051/146578, 212 it/s) [52s:10m52s] 5% |█ | (8069/146578, 212 it/s) [52s:10m52s] 5% |█ | (8087/146578, 212 it/s) [52s:10m52s] 5% |█ | (8104/146578, 212 it/s) [52s:10m52s] 5% |█ | (8123/146578, 212 it/s) [52s:10m52s] 5% |█ | (8139/146578, 212 it/s) [52s:10m52s] 5% |█ | (8157/146578, 217 it/s) [52s:10m38s] 5% |█ | (8169/146578, 217 it/s) [52s:10m38s] 5% |█ | (8183/146578, 217 it/s) [52s:10m38s] 5% |█ | (8197/146578, 217 it/s) [52s:10m38s] 5% |█ | (8213/146578, 217 it/s) [52s:10m38s] 5% |█ | (8231/146578, 217 it/s) [52s:10m38s] 5% |█ | (8250/146578, 217 it/s) [52s:10m38s] 5% |█ | (8267/146578, 224 it/s) [52s:10m17s] 5% |█ | (8284/146578, 224 it/s) [52s:10m16s] 5% |█ | (8298/146578, 224 it/s) [53s:10m16s] 5% |█ | (8316/146578, 224 it/s) [53s:10m16s] 5% |█ | (8331/146578, 224 it/s) [53s:10m16s] 5% |█ | (8347/146578, 224 it/s) [53s:10m16s] 5% |█ | (8363/146578, 224 it/s) [53s:10m16s] 5% |█ | (8381/146578, 225 it/s) [53s:10m12s] 5% |█ | (8396/146578, 225 it/s) [53s:10m12s] 5% |█ | (8397/146578, 225 it/s) [53s:10m12s] 5% |█ | (8414/146578, 225 it/s) [53s:10m12s] 5% |█ | (8432/146578, 225 it/s) [53s:10m12s] 5% |█ | (8450/146578, 225 it/s) [53s:10m12s] 5% |█ | (8465/146578, 225 it/s) [53s:10m12s] 5% |█ | (8480/146578, 226 it/s) [53s:10m10s] 5% |█ | (8495/146578, 226 it/s) [54s:10m10s] 5% |█ | (8510/146578, 226 it/s) [54s:10m10s] 5% |█ | (8524/146578, 205 it/s) [54s:11m14s] 5% |█ | (8540/146578, 205 it/s) [54s:11m14s] 5% |█ | (8554/146578, 205 it/s) [55s:11m14s] 5% |█ | (8569/146578, 205 it/s) [55s:11m14s] 5% |█ | (8584/146578, 205 it/s) [55s:11m14s] 5% |█ | (8599/146578, 205 it/s) [55s:11m14s] 5% |█ | (8614/146578, 205 it/s) [55s:11m14s] 5% |█ | (8630/146578, 205 it/s) [55s:11m14s] 5% |█ | (8645/146578, 200 it/s) [55s:11m29s] 5% |█ | (8660/146578, 200 it/s) [55s:11m29s] 5% |█ | (8676/146578, 200 it/s) [55s:11m29s] 5% |█ | (8692/146578, 200 it/s) [55s:11m29s] 5% |█ | (8710/146578, 200 it/s) [55s:11m29s] 5% |█ | (8726/146578, 200 it/s) [55s:11m29s] 5% |█ | (8742/146578, 200 it/s) [55s:11m29s] 5% |█ | (8756/146578, 200 it/s) [55s:11m29s] 5% |█ | (8773/146578, 205 it/s) [55s:11m12s] 5% |█ | (8788/146578, 205 it/s) [56s:11m12s] 6% |██ | (8803/146578, 205 it/s) [56s:11m12s] 6% |██ | (8818/146578, 205 it/s) [56s:11m12s] 6% |██ | (8834/146578, 205 it/s) [56s:11m12s] 6% |██ | (8852/146578, 205 it/s) [56s:11m12s] 6% |██ | (8867/146578, 205 it/s) [56s:11m12s] 6% |██ | (8883/146578, 204 it/s) [56s:11m15s] 6% |██ | (8899/146578, 204 it/s) [56s:11m15s] 6% |██ | (8916/146578, 204 it/s) [56s:11m15s] 6% |██ | (8932/146578, 204 it/s) [56s:11m14s] 6% |██ | (8948/146578, 204 it/s) [56s:11m14s] 6% |██ | (8963/146578, 204 it/s) [56s:11m14s] 6% |██ | (8978/146578, 204 it/s) [56s:11m14s] 6% |██ | (8993/146578, 216 it/s) [56s:10m36s] 6% |██ | (9008/146578, 216 it/s) [56s:10m36s] 6% |██ | (9023/146578, 216 it/s) [57s:10m36s] 6% |██ | (9040/146578, 216 it/s) [57s:10m36s] 6% |██ | (9056/146578, 216 it/s) [57s:10m35s] 6% |██ | (9073/146578, 216 it/s) [57s:10m35s] 6% |██ | (9088/146578, 216 it/s) [57s:10m35s] 6% |██ | (9104/146578, 216 it/s) [57s:10m35s] 6% |██ | (9121/146578, 214 it/s) [57s:10m40s] 6% |██ | (9138/146578, 214 it/s) [57s:10m40s] 6% |██ | (9156/146578, 214 it/s) [57s:10m40s] 6% |██ | (9174/146578, 214 it/s) [57s:10m40s] 6% |██ | (9191/146578, 214 it/s) [57s:10m40s] 6% |██ | (9208/146578, 214 it/s) [57s:10m40s] 6% |██ | (9225/146578, 214 it/s) [57s:10m40s] 6% |██ | (9242/146578, 214 it/s) [57s:10m42s] 6% |██ | (9259/146578, 214 it/s) [57s:10m42s] 6% |██ | (9278/146578, 214 it/s) [58s:10m42s] 6% |██ | (9296/146578, 214 it/s) [58s:10m42s] 6% |██ | (9312/146578, 214 it/s) [58s:10m41s] 6% |██ | (9328/146578, 214 it/s) [58s:10m41s] 6% |██ | (9344/146578, 214 it/s) [58s:10m41s] 6% |██ | (9349/146578, 205 it/s) [58s:11m9s] 6% |██ | (9365/146578, 205 it/s) [58s:11m9s] 6% |██ | (9381/146578, 205 it/s) [58s:11m9s] 6% |██ | (9397/146578, 205 it/s) [58s:11m9s] 6% |██ | (9413/146578, 205 it/s) [58s:11m9s] 6% |██ | (9429/146578, 205 it/s) [59s:11m9s] 6% |██ | (9445/146578, 205 it/s) [59s:11m9s] 6% |██ | (9462/146578, 205 it/s) [59s:11m9s] 6% |██ | (9478/146578, 204 it/s) [59s:11m10s] 6% |██ | (9496/146578, 204 it/s) [59s:11m10s] 6% |██ | (9513/146578, 204 it/s) [59s:11m10s] 6% |██ | (9532/146578, 204 it/s) [59s:11m10s] 6% |██ | (9548/146578, 204 it/s) [59s:11m10s] 6% |██ | (9564/146578, 204 it/s) [59s:11m10s] 6% |██ | (9580/146578, 204 it/s) [59s:11m10s] 6% |██ | (9595/146578, 212 it/s) [59s:10m47s] 6% |██ | (9613/146578, 212 it/s) [59s:10m46s] 6% |██ | (9630/146578, 212 it/s) [59s:10m46s] 6% |██ | (9644/146578, 212 it/s) [59s:10m46s] 6% |██ | (9659/146578, 212 it/s) [59s:10m46s] 6% |█ | (9676/146578, 212 it/s) [1m0s:10m46s] 6% |█ | (9694/146578, 212 it/s) [1m0s:10m46s] 6% |█ | (9710/146578, 212 it/s) [1m0s:10m46s] 6% |██ | (9725/146578, 230 it/s) [1m0s:9m53s] 6% |██ | (9740/146578, 230 it/s) [1m0s:9m53s] 6% |██ | (9757/146578, 230 it/s) [1m0s:9m53s] 6% |██ | (9773/146578, 230 it/s) [1m0s:9m53s] 6% |██ | (9791/146578, 230 it/s) [1m0s:9m53s] 6% |██ | (9807/146578, 230 it/s) [1m0s:9m53s] 6% |██ | (9825/146578, 230 it/s) [1m0s:9m53s] 6% |██ | (9842/146578, 233 it/s) [1m0s:9m47s] 6% |██ | (9860/146578, 233 it/s) [1m0s:9m46s] 6% |██ | (9877/146578, 233 it/s) [1m0s:9m46s] 6% |██ | (9892/146578, 233 it/s) [1m0s:9m46s] 6% |██ | (9907/146578, 233 it/s) [1m0s:9m46s] 6% |██ | (9923/146578, 233 it/s) [1m1s:9m46s] 6% |██ | (9940/146578, 233 it/s) [1m1s:9m46s] 6% |██ | (9958/146578, 233 it/s) [1m1s:9m46s] 6% |██ | (9974/146578, 234 it/s) [1m1s:9m44s] 6% |██ | (9992/146578, 234 it/s) [1m1s:9m44s] 6% |█ | (10007/146578, 234 it/s) [1m1s:9m44s] 6% |█ | (10023/146578, 234 it/s) [1m1s:9m44s] 6% |█ | (10038/146578, 234 it/s) [1m1s:9m44s] 6% |█ | (10055/146578, 234 it/s) [1m1s:9m44s] 6% |█ | (10072/146578, 234 it/s) [1m1s:9m44s] 6% |█ | (10089/146578, 235 it/s) [1m1s:9m41s] 6% |█ | (10104/146578, 235 it/s) [1m1s:9m41s] 6% |█ | (10119/146578, 235 it/s) [1m1s:9m41s] 6% |█ | (10134/146578, 235 it/s) [1m1s:9m41s] 6% |█ | (10151/146578, 235 it/s) [1m1s:9m41s] 6% |█ | (10166/146578, 235 it/s) [1m2s:9m41s] 6% |█ | (10181/146578, 235 it/s) [1m2s:9m41s] 6% |█ | (10197/146578, 235 it/s) [1m2s:9m41s] 6% |█ | (10212/146578, 234 it/s) [1m2s:9m42s] 6% |█ | (10227/146578, 234 it/s) [1m2s:9m42s] 6% |█ | (10243/146578, 234 it/s) [1m2s:9m42s] 6% |█ | (10258/146578, 234 it/s) [1m2s:9m42s] 7% |██ | (10273/146578, 234 it/s) [1m2s:9m42s] 7% |██ | (10288/146578, 234 it/s) [1m2s:9m42s] 7% |██ | (10303/146578, 234 it/s) [1m2s:9m42s] 7% |██ | (10319/146578, 233 it/s) [1m2s:9m45s] 7% |██ | (10335/146578, 233 it/s) [1m2s:9m45s] 7% |██ | (10350/146578, 233 it/s) [1m2s:9m45s] 7% |██ | (10367/146578, 233 it/s) [1m2s:9m45s] 7% |██ | (10382/146578, 233 it/s) [1m2s:9m44s] 7% |██ | (10397/146578, 233 it/s) [1m3s:9m44s] 7% |██ | (10413/146578, 233 it/s) [1m3s:9m44s] 7% |██ | (10430/146578, 233 it/s) [1m3s:9m44s] 7% |██ | (10446/146578, 231 it/s) [1m3s:9m49s] 7% |██ | (10461/146578, 231 it/s) [1m3s:9m49s] 7% |██ | (10476/146578, 231 it/s) [1m3s:9m49s] 7% |██ | (10491/146578, 231 it/s) [1m3s:9m49s] 7% |██ | (10507/146578, 231 it/s) [1m3s:9m49s] 7% |██ | (10522/146578, 231 it/s) [1m3s:9m49s] 7% |██ | (10536/146578, 231 it/s) [1m3s:9m49s] 7% |██ | (10544/146578, 235 it/s) [1m3s:9m37s] 7% |██ | (10561/146578, 235 it/s) [1m3s:9m37s] 7% |██ | (10577/146578, 235 it/s) [1m3s:9m37s] 7% |██ | (10595/146578, 235 it/s) [1m3s:9m37s] 7% |██ | (10609/146578, 235 it/s) [1m4s:9m37s] 7% |██ | (10625/146578, 235 it/s) [1m4s:9m37s] 7% |██ | (10641/146578, 235 it/s) [1m4s:9m37s] 7% |██ | (10658/146578, 235 it/s) [1m4s:9m37s] 7% |██ | (10673/146578, 236 it/s) [1m4s:9m36s] 7% |██ | (10689/146578, 236 it/s) [1m4s:9m36s] 7% |██ | (10705/146578, 236 it/s) [1m4s:9m36s] 7% |██ | (10722/146578, 236 it/s) [1m4s:9m36s] 7% |██ | (10740/146578, 236 it/s) [1m4s:9m36s] 7% |██ | (10757/146578, 236 it/s) [1m4s:9m36s] 7% |██ | (10773/146578, 236 it/s) [1m4s:9m36s] 7% |██ | (10788/146578, 236 it/s) [1m4s:9m36s] 7% |██ | (10804/146578, 235 it/s) [1m4s:9m37s] 7% |██ | (10820/146578, 235 it/s) [1m4s:9m37s] 7% |██ | (10836/146578, 235 it/s) [1m4s:9m37s] 7% |██ | (10852/146578, 235 it/s) [1m5s:9m37s] 7% |██ | (10870/146578, 235 it/s) [1m5s:9m37s] 7% |██ | (10886/146578, 235 it/s) [1m5s:9m36s] 7% |██ | (10900/146578, 235 it/s) [1m5s:9m36s] 7% |██ | (10915/146578, 234 it/s) [1m5s:9m38s] 7% |██ | (10932/146578, 234 it/s) [1m5s:9m38s] 7% |██ | (10948/146578, 234 it/s) [1m5s:9m38s] 7% |██ | (10966/146578, 234 it/s) [1m5s:9m38s] 7% |██ | (10982/146578, 234 it/s) [1m5s:9m38s] 7% |██ | (10997/146578, 234 it/s) [1m5s:9m38s] 7% |██ | (11013/146578, 234 it/s) [1m5s:9m38s] 7% |██ | (11031/146578, 234 it/s) [1m5s:9m38s] 7% |██ | (11049/146578, 234 it/s) [1m5s:9m38s] 7% |██ | (11068/146578, 234 it/s) [1m5s:9m38s] 7% |██ | (11084/146578, 234 it/s) [1m5s:9m38s] 7% |██ | (11100/146578, 234 it/s) [1m6s:9m38s] 7% |██ | (11116/146578, 234 it/s) [1m6s:9m38s] 7% |██ | (11130/146578, 234 it/s) [1m6s:9m38s] 7% |██ | (11147/146578, 234 it/s) [1m6s:9m38s] 7% |██ | (11164/146578, 234 it/s) [1m6s:9m38s] 7% |██ | (11179/146578, 234 it/s) [1m6s:9m38s] 7% |██ | (11195/146578, 234 it/s) [1m6s:9m38s] 7% |██ | (11211/146578, 234 it/s) [1m6s:9m38s] 7% |██ | (11228/146578, 234 it/s) [1m6s:9m38s] 7% |██ | (11245/146578, 234 it/s) [1m6s:9m38s] 7% |██ | (11262/146578, 234 it/s) [1m6s:9m38s] 7% |██ | (11278/146578, 234 it/s) [1m6s:9m38s] 7% |██ | (11295/146578, 234 it/s) [1m6s:9m38s] 7% |██ | (11312/146578, 234 it/s) [1m6s:9m38s] 7% |██ | (11330/146578, 234 it/s) [1m6s:9m38s] 7% |██ | (11347/146578, 234 it/s) [1m7s:9m38s] 7% |██ | (11365/146578, 234 it/s) [1m7s:9m38s] 7% |██ | (11380/146578, 234 it/s) [1m7s:9m38s] 7% |██ | (11395/146578, 234 it/s) [1m7s:9m37s] 7% |██ | (11411/146578, 236 it/s) [1m7s:9m33s] 7% |██ | (11427/146578, 236 it/s) [1m7s:9m33s] 7% |██ | (11445/146578, 236 it/s) [1m7s:9m33s] 7% |██ | (11462/146578, 236 it/s) [1m7s:9m33s] 7% |██ | (11479/146578, 236 it/s) [1m7s:9m33s] 7% |██ | (11494/146578, 236 it/s) [1m7s:9m33s] 7% |██ | (11509/146578, 236 it/s) [1m7s:9m33s] 7% |██ | (11524/146578, 237 it/s) [1m7s:9m29s] 7% |██ | (11542/146578, 237 it/s) [1m7s:9m29s] 7% |██ | (11558/146578, 237 it/s) [1m7s:9m29s] 7% |██ | (11574/146578, 237 it/s) [1m7s:9m29s] 7% |██ | (11590/146578, 237 it/s) [1m8s:9m29s] 7% |██ | (11607/146578, 237 it/s) [1m8s:9m29s] 7% |██ | (11624/146578, 237 it/s) [1m8s:9m29s] 7% |██ | (11641/146578, 237 it/s) [1m8s:9m29s] 7% |██ | (11656/146578, 238 it/s) [1m8s:9m27s] 7% |██ | (11671/146578, 238 it/s) [1m8s:9m26s] 7% |██ | (11687/146578, 238 it/s) [1m8s:9m26s] 7% |██ | (11705/146578, 238 it/s) [1m8s:9m26s] 7% |██ | (11721/146578, 238 it/s) [1m8s:9m26s] 8% |██ | (11737/146578, 238 it/s) [1m8s:9m26s] 8% |██ | (11745/146578, 238 it/s) [1m8s:9m26s] 8% |██ | (11761/146578, 242 it/s) [1m8s:9m18s] 8% |██ | (11776/146578, 242 it/s) [1m8s:9m18s] 8% |██ | (11791/146578, 242 it/s) [1m8s:9m18s] 8% |██ | (11807/146578, 242 it/s) [1m8s:9m18s] 8% |██ | (11822/146578, 242 it/s) [1m9s:9m17s] 8% |██ | (11837/146578, 242 it/s) [1m9s:9m17s] 8% |██ | (11855/146578, 242 it/s) [1m9s:9m17s] 8% |██ | (11872/146578, 242 it/s) [1m9s:9m17s] 8% |██ | (11887/146578, 241 it/s) [1m9s:9m19s] 8% |██ | (11902/146578, 241 it/s) [1m9s:9m18s] 8% |██ | (11920/146578, 241 it/s) [1m9s:9m18s] 8% |██ | (11937/146578, 241 it/s) [1m9s:9m18s] 8% |██ | (11956/146578, 241 it/s) [1m9s:9m18s] 8% |██ | (11972/146578, 241 it/s) [1m9s:9m18s] 8% |██ | (11988/146578, 241 it/s) [1m9s:9m18s] 8% |██ | (12003/146578, 241 it/s) [1m9s:9m19s] 8% |██ | (12018/146578, 241 it/s) [1m9s:9m19s] 8% |██ | (12033/146578, 241 it/s) [1m9s:9m18s] 8% |██ | (12051/146578, 241 it/s) [1m10s:9m18s] 8% |██ | (12066/146578, 241 it/s) [1m10s:9m18s] 8% |██ | (12082/146578, 241 it/s) [1m10s:9m18s] 8% |██ | (12098/146578, 241 it/s) [1m10s:9m18s] 8% |██ | (12114/146578, 241 it/s) [1m10s:9m18s] 8% |██ | (12130/146578, 241 it/s) [1m10s:9m18s] 8% |██ | (12147/146578, 241 it/s) [1m10s:9m18s] 8% |██ | (12164/146578, 241 it/s) [1m10s:9m18s] 8% |██ | (12180/146578, 241 it/s) [1m10s:9m18s] 8% |██ | (12195/146578, 241 it/s) [1m10s:9m18s] 8% |██ | (12210/146578, 241 it/s) [1m10s:9m18s] 8% |██ | (12225/146578, 241 it/s) [1m10s:9m18s] 8% |██ | (12240/146578, 239 it/s) [1m10s:9m21s] 8% |██ | (12255/146578, 239 it/s) [1m10s:9m21s] 8% |██ | (12269/146578, 239 it/s) [1m10s:9m21s] 8% |██ | (12283/146578, 239 it/s) [1m11s:9m21s] 8% |██ | (12297/146578, 239 it/s) [1m11s:9m20s] 8% |██ | (12314/146578, 239 it/s) [1m11s:9m20s] 8% |██ | (12330/146578, 239 it/s) [1m11s:9m20s] 8% |██ | (12346/146578, 239 it/s) [1m11s:9m20s] 8% |██ | (12360/146578, 237 it/s) [1m11s:9m25s] 8% |██ | (12374/146578, 237 it/s) [1m11s:9m25s] 8% |██ | (12388/146578, 237 it/s) [1m11s:9m25s] 8% |██ | (12404/146578, 237 it/s) [1m11s:9m25s] 8% |██ | (12420/146578, 237 it/s) [1m11s:9m25s] 8% |██ | (12436/146578, 237 it/s) [1m11s:9m25s] 8% |██ | (12450/146578, 237 it/s) [1m11s:9m25s] 8% |██ | (12465/146578, 235 it/s) [1m11s:9m30s] 8% |██ | (12480/146578, 235 it/s) [1m11s:9m30s] 8% |██ | (12496/146578, 235 it/s) [1m11s:9m30s] 8% |██ | (12511/146578, 235 it/s) [1m12s:9m30s] 8% |██ | (12526/146578, 235 it/s) [1m12s:9m30s] 8% |██ | (12541/146578, 235 it/s) [1m12s:9m30s] 8% |██ | (12556/146578, 235 it/s) [1m12s:9m30s] 8% |██ | (12571/146578, 235 it/s) [1m12s:9m30s] 8% |██ | (12587/146578, 233 it/s) [1m12s:9m36s] 8% |██ | (12601/146578, 233 it/s) [1m12s:9m36s] 8% |██ | (12616/146578, 233 it/s) [1m12s:9m35s] 8% |██ | (12633/146578, 233 it/s) [1m12s:9m35s] 8% |██ | (12649/146578, 233 it/s) [1m12s:9m35s] 8% |██ | (12666/146578, 233 it/s) [1m12s:9m35s] 8% |██ | (12680/146578, 233 it/s) [1m12s:9m35s] 8% |██ | (12698/146578, 232 it/s) [1m12s:9m36s] 8% |██ | (12713/146578, 232 it/s) [1m12s:9m36s] 8% |██ | (12730/146578, 232 it/s) [1m12s:9m36s] 8% |██ | (12745/146578, 232 it/s) [1m13s:9m36s] 8% |██ | (12760/146578, 232 it/s) [1m13s:9m36s] 8% |██ | (12776/146578, 232 it/s) [1m13s:9m36s] 8% |██ | (12792/146578, 232 it/s) [1m13s:9m36s] 8% |██ | (12808/146578, 232 it/s) [1m13s:9m36s] 8% |██ | (12824/146578, 231 it/s) [1m13s:9m38s] 8% |██ | (12840/146578, 231 it/s) [1m13s:9m38s] 8% |██ | (12853/146578, 231 it/s) [1m13s:9m38s] 8% |██ | (12868/146578, 231 it/s) [1m13s:9m38s] 8% |██ | (12885/146578, 231 it/s) [1m13s:9m38s] 8% |██ | (12901/146578, 231 it/s) [1m13s:9m37s] 8% |██ | (12902/146578, 226 it/s) [1m13s:9m50s] 8% |██ | (12918/146578, 226 it/s) [1m13s:9m50s] 8% |██ | (12933/146578, 226 it/s) [1m13s:9m50s] 8% |██ | (12947/146578, 226 it/s) [1m14s:9m50s] 8% |██ | (12961/146578, 226 it/s) [1m14s:9m50s] 8% |██ | (12977/146578, 226 it/s) [1m14s:9m49s] 8% |██ | (12992/146578, 226 it/s) [1m14s:9m49s] 8% |██ | (13006/146578, 226 it/s) [1m14s:9m49s] 8% |██ | (13020/146578, 225 it/s) [1m14s:9m53s] 8% |██ | (13034/146578, 225 it/s) [1m14s:9m53s] 8% |██ | (13048/146578, 225 it/s) [1m14s:9m53s] 8% |██ | (13062/146578, 225 it/s) [1m14s:9m53s] 8% |██ | (13075/146578, 225 it/s) [1m14s:9m53s] 8% |██ | (13089/146578, 225 it/s) [1m14s:9m53s] 8% |██ | (13103/146578, 225 it/s) [1m14s:9m53s] 8% |██ | (13118/146578, 222 it/s) [1m14s:10m2s] 8% |██ | (13133/146578, 222 it/s) [1m14s:10m2s] 8% |██ | (13146/146578, 222 it/s) [1m14s:10m1s] 8% |██ | (13160/146578, 222 it/s) [1m15s:10m1s] 8% |██ | (13175/146578, 222 it/s) [1m15s:10m1s] 8% |██ | (13191/146578, 222 it/s) [1m15s:10m1s] 9% |██ | (13204/146578, 222 it/s) [1m15s:10m1s] 9% |██ | (13220/146578, 222 it/s) [1m15s:10m1s] 9% |██ | (13234/146578, 220 it/s) [1m15s:10m6s] 9% |██ | (13248/146578, 220 it/s) [1m15s:10m6s] 9% |██ | (13260/146578, 220 it/s) [1m15s:10m6s] 9% |██ | (13274/146578, 220 it/s) [1m15s:10m6s] 9% |██ | (13289/146578, 220 it/s) [1m15s:10m6s] 9% |██ | (13304/146578, 220 it/s) [1m15s:10m6s] 9% |██ | (13320/146578, 220 it/s) [1m15s:10m6s] 9% |██ | (13335/146578, 218 it/s) [1m15s:10m12s] 9% |██ | (13350/146578, 218 it/s) [1m15s:10m12s] 9% |██ | (13365/146578, 218 it/s) [1m15s:10m11s] 9% |██ | (13381/146578, 218 it/s) [1m16s:10m11s] 9% |██ | (13396/146578, 218 it/s) [1m16s:10m11s] 9% |██ | (13410/146578, 218 it/s) [1m16s:10m11s] 9% |██ | (13424/146578, 218 it/s) [1m16s:10m11s] 9% |██ | (13439/146578, 218 it/s) [1m16s:10m11s] 9% |██ | (13454/146578, 217 it/s) [1m16s:10m13s] 9% |██ | (13471/146578, 217 it/s) [1m16s:10m12s] 9% |██ | (13488/146578, 217 it/s) [1m16s:10m12s] 9% |██ | (13504/146578, 217 it/s) [1m16s:10m12s] 9% |██ | (13521/146578, 217 it/s) [1m16s:10m12s] 9% |██ | (13539/146578, 217 it/s) [1m16s:10m12s] 9% |██ | (13559/146578, 217 it/s) [1m16s:10m12s] 9% |██ | (13577/146578, 221 it/s) [1m16s:10m1s] 9% |██ | (13596/146578, 221 it/s) [1m16s:10m1s] 9% |██ | (13616/146578, 221 it/s) [1m16s:10m1s] 9% |██ | (13636/146578, 221 it/s) [1m17s:10m1s] 9% |██ | (13656/146578, 221 it/s) [1m17s:10m1s] 9% |██ | (13675/146578, 221 it/s) [1m17s:10m1s] 9% |██ | (13694/146578, 221 it/s) [1m17s:10m0s] 9% |██ | (13711/146578, 221 it/s) [1m17s:10m0s] 9% |██ | (13729/146578, 227 it/s) [1m17s:9m43s] 9% |██ | (13747/146578, 227 it/s) [1m17s:9m43s] 9% |██ | (13765/146578, 227 it/s) [1m17s:9m43s] 9% |██ | (13780/146578, 227 it/s) [1m17s:9m43s] 9% |██ | (13791/146578, 227 it/s) [1m17s:9m43s] 9% |██ | (13794/146578, 227 it/s) [1m17s:9m43s] 9% |██ | (13796/146578, 220 it/s) [1m17s:10m4s] 9% |██ | (13804/146578, 220 it/s) [1m17s:10m4s] 9% |██ | (13811/146578, 220 it/s) [1m18s:10m4s] 9% |██ | (13820/146578, 220 it/s) [1m18s:10m4s] 9% |██ | (13828/146578, 220 it/s) [1m18s:10m4s] 9% |██ | (13837/146578, 204 it/s) [1m18s:10m51s] 9% |██ | (13845/146578, 204 it/s) [1m18s:10m51s] 9% |██ | (13852/146578, 204 it/s) [1m18s:10m51s] 9% |██ | (13859/146578, 204 it/s) [1m18s:10m51s] 9% |██ | (13874/146578, 204 it/s) [1m18s:10m51s] 9% |██ | (13881/146578, 193 it/s) [1m19s:11m27s] 9% |██ | (13883/146578, 193 it/s) [1m19s:11m27s] 9% |██ | (13895/146578, 193 it/s) [1m19s:11m27s] 9% |██ | (13910/146578, 193 it/s) [1m19s:11m27s] 9% |██ | (13927/146578, 193 it/s) [1m19s:11m27s] 9% |██ | (13943/146578, 193 it/s) [1m19s:11m27s] 9% |██ | (13961/146578, 186 it/s) [1m19s:11m51s] 9% |██ | (13972/146578, 186 it/s) [1m19s:11m51s] 9% |██ | (13990/146578, 186 it/s) [1m19s:11m51s] 9% |██ | (14008/146578, 186 it/s) [1m19s:11m51s] 9% |██ | (14025/146578, 179 it/s) [1m20s:12m22s] 9% |██ | (14042/146578, 179 it/s) [1m20s:12m21s] 9% |██ | (14058/146578, 179 it/s) [1m20s:12m21s] 9% |██ | (14071/146578, 179 it/s) [1m20s:12m21s] 9% |██ | (14087/146578, 179 it/s) [1m20s:12m21s] 9% |██ | (14088/146578, 179 it/s) [1m20s:12m21s] 9% |██ | (14103/146578, 170 it/s) [1m20s:12m59s] 9% |██ | (14120/146578, 170 it/s) [1m20s:12m59s] 9% |██ | (14136/146578, 170 it/s) [1m20s:12m59s] 9% |██ | (14155/146578, 170 it/s) [1m20s:12m59s] 9% |██ | (14175/146578, 170 it/s) [1m20s:12m59s] 9% |██ | (14193/146578, 170 it/s) [1m20s:12m59s] 9% |██ | (14212/146578, 170 it/s) [1m21s:12m59s] 9% |██ | (14213/146578, 170 it/s) [1m21s:13m0s] 9% |██ | (14231/146578, 170 it/s) [1m21s:13m0s] 9% |██ | (14247/146578, 170 it/s) [1m21s:13m0s] 9% |██ | (14259/146578, 170 it/s) [1m21s:13m0s] 9% |██ | (14266/146578, 170 it/s) [1m21s:13m0s] 9% |██ | (14283/146578, 170 it/s) [1m21s:13m0s] 9% |██ | (14298/146578, 163 it/s) [1m21s:13m33s] 9% |██ | (14312/146578, 163 it/s) [1m21s:13m33s] 9% |██ | (14327/146578, 163 it/s) [1m21s:13m33s] 9% |██ | (14338/146578, 163 it/s) [1m21s:13m33s] 9% |██ | (14347/146578, 163 it/s) [1m22s:13m33s] 9% |██ | (14355/146578, 163 it/s) [1m22s:13m33s] 9% |██ | (14358/146578, 150 it/s) [1m22s:14m43s] 9% |██ | (14359/146578, 150 it/s) [1m22s:14m43s] 9% |██ | (14368/146578, 150 it/s) [1m22s:14m43s] 9% |██ | (14374/146578, 150 it/s) [1m22s:14m43s] 9% |██ | (14382/146578, 150 it/s) [1m22s:14m43s] 9% |██ | (14388/146578, 150 it/s) [1m22s:14m43s] 9% |██ | (14389/146578, 127 it/s) [1m22s:17m20s] 9% |██ | (14398/146578, 127 it/s) [1m22s:17m20s] 9% |██ | (14403/146578, 127 it/s) [1m22s:17m20s] 9% |██ | (14410/146578, 127 it/s) [1m23s:17m20s] 9% |██ | (14415/146578, 127 it/s) [1m23s:17m20s] 9% |██ | (14424/146578, 118 it/s) [1m23s:18m41s] 9% |██ | (14429/146578, 118 it/s) [1m23s:18m41s] 9% |██ | (14437/146578, 118 it/s) [1m23s:18m41s] 9% |██ | (14444/146578, 118 it/s) [1m23s:18m41s] 9% |██ | (14451/146578, 118 it/s) [1m23s:18m41s] 9% |██ | (14459/146578, 117 it/s) [1m23s:18m52s] 9% |██ | (14467/146578, 117 it/s) [1m23s:18m52s] 9% |██ | (14474/146578, 117 it/s) [1m24s:18m51s] 9% |██ | (14489/146578, 117 it/s) [1m24s:18m51s] 9% |██ | (14500/146578, 117 it/s) [1m24s:18m49s] 9% |██ | (14507/146578, 117 it/s) [1m24s:18m49s] 9% |██ | (14519/146578, 117 it/s) [1m24s:18m49s] 9% |██ | (14528/146578, 117 it/s) [1m24s:18m49s] 9% |██ | (14536/146578, 109 it/s) [1m24s:20m8s] 9% |██ | (14545/146578, 109 it/s) [1m24s:20m8s] 9% |██ | (14551/146578, 109 it/s) [1m25s:20m7s] 9% |██ | (14560/146578, 109 it/s) [1m25s:20m7s] 9% |██ | (14567/146578, 109 it/s) [1m25s:20m7s] 9% |██ | (14575/146578, 103 it/s) [1m25s:21m18s] 9% |██ | (14581/146578, 103 it/s) [1m25s:21m18s] 9% |██ | (14596/146578, 103 it/s) [1m25s:21m17s] 9% |██ | (14610/146578, 103 it/s) [1m25s:21m17s] 9% |██ | (14623/146578, 103 it/s) [1m25s:21m17s] 9% |██ | (14625/146578, 103 it/s) [1m25s:21m17s] 9% |██ | (14631/146578, 101 it/s) [1m25s:21m41s] 9% |██ | (14639/146578, 101 it/s) [1m26s:21m41s] 9% |██ | (14647/146578, 101 it/s) [1m26s:21m41s] 9% |██ | (14654/146578, 101 it/s) [1m26s:21m41s] 10% |███ | (14663/146578, 101 it/s) [1m26s:21m41s] 10% |███ | (14677/146578, 87 it/s) [1m26s:25m14s] 10% |███ | (14683/146578, 87 it/s) [1m26s:25m14s] 10% |███ | (14684/146578, 87 it/s) [1m26s:25m14s] 10% |███ | (14698/146578, 87 it/s) [1m26s:25m14s] 10% |███ | (14715/146578, 87 it/s) [1m26s:25m14s] 10% |███ | (14731/146578, 87 it/s) [1m26s:25m14s] 10% |███ | (14744/146578, 87 it/s) [1m26s:25m9s] 10% |███ | (14759/146578, 87 it/s) [1m26s:25m9s] 10% |███ | (14766/146578, 87 it/s) [1m27s:25m9s] 10% |███ | (14774/146578, 87 it/s) [1m27s:25m9s] 10% |███ | (14778/146578, 87 it/s) [1m27s:25m9s] 10% |███ | (14784/146578, 87 it/s) [1m27s:25m9s] 10% |███ | (14799/146578, 84 it/s) [1m27s:25m59s] 10% |███ | (14812/146578, 84 it/s) [1m27s:25m59s] 10% |███ | (14827/146578, 84 it/s) [1m27s:25m59s] 10% |███ | (14841/146578, 84 it/s) [1m27s:25m59s] 10% |███ | (14855/146578, 84 it/s) [1m27s:25m58s] 10% |███ | (14865/146578, 84 it/s) [1m27s:25m58s] 10% |███ | (14878/146578, 95 it/s) [1m27s:23m11s] 10% |███ | (14884/146578, 95 it/s) [1m28s:23m11s] 10% |███ | (14899/146578, 95 it/s) [1m28s:23m11s] 10% |███ | (14910/146578, 95 it/s) [1m28s:23m11s] 10% |███ | (14922/146578, 95 it/s) [1m28s:23m11s] 10% |███ | (14938/146578, 95 it/s) [1m28s:23m10s] 10% |███ | (14953/146578, 102 it/s) [1m28s:21m26s] 10% |███ | (14961/146578, 102 it/s) [1m28s:21m26s] 10% |███ | (14977/146578, 102 it/s) [1m28s:21m25s] 10% |███ | (14978/146578, 102 it/s) [1m28s:21m25s] 10% |███ | (14995/146578, 102 it/s) [1m28s:21m25s] 10% |███ | (15011/146578, 108 it/s) [1m28s:20m20s] 10% |███ | (15026/146578, 108 it/s) [1m28s:20m20s] 10% |███ | (15041/146578, 108 it/s) [1m29s:20m20s] 10% |███ | (15053/146578, 108 it/s) [1m29s:20m20s] 10% |███ | (15068/146578, 108 it/s) [1m29s:20m20s] 10% |███ | (15081/146578, 114 it/s) [1m29s:19m13s] 10% |███ | (15082/146578, 114 it/s) [1m29s:19m13s] 10% |███ | (15090/146578, 114 it/s) [1m29s:19m13s] 10% |███ | (15105/146578, 114 it/s) [1m29s:19m13s] 10% |███ | (15122/146578, 115 it/s) [1m29s:19m1s] 10% |███ | (15135/146578, 115 it/s) [1m30s:19m1s] 10% |███ | (15143/146578, 115 it/s) [1m30s:19m1s] 10% |███ | (15152/146578, 115 it/s) [1m30s:19m1s] 10% |███ | (15158/146578, 115 it/s) [1m30s:19m4s] 10% |███ | (15166/146578, 115 it/s) [1m30s:19m4s] 10% |███ | (15172/146578, 115 it/s) [1m30s:19m4s] 10% |███ | (15189/146578, 115 it/s) [1m30s:19m3s] 10% |███ | (15190/146578, 115 it/s) [1m30s:19m3s] 10% |███ | (15198/146578, 112 it/s) [1m30s:19m37s] 10% |███ | (15204/146578, 112 it/s) [1m31s:19m37s] 10% |███ | (15214/146578, 112 it/s) [1m31s:19m37s] 10% |███ | (15222/146578, 112 it/s) [1m31s:19m37s] 10% |███ | (15230/146578, 112 it/s) [1m31s:19m37s] 10% |███ | (15245/146578, 113 it/s) [1m31s:19m26s] 10% |███ | (15249/146578, 113 it/s) [1m31s:19m26s] 10% |███ | (15264/146578, 113 it/s) [1m31s:19m26s] 10% |███ | (15280/146578, 113 it/s) [1m31s:19m26s] 10% |███ | (15296/146578, 113 it/s) [1m31s:19m26s] 10% |███ | (15311/146578, 113 it/s) [1m31s:19m26s] 10% |███ | (15325/146578, 113 it/s) [1m32s:19m24s] 10% |███ | (15340/146578, 113 it/s) [1m32s:19m24s] 10% |███ | (15354/146578, 113 it/s) [1m32s:19m24s] 10% |███ | (15369/146578, 113 it/s) [1m32s:19m24s] 10% |███ | (15386/146578, 113 it/s) [1m32s:19m24s] 10% |███ | (15402/146578, 113 it/s) [1m32s:19m24s] 10% |███ | (15415/146578, 113 it/s) [1m32s:19m24s] 10% |███ | (15426/146578, 124 it/s) [1m32s:17m36s] 10% |███ | (15429/146578, 124 it/s) [1m32s:17m36s] 10% |███ | (15431/146578, 124 it/s) [1m32s:17m36s] 10% |███ | (15440/146578, 124 it/s) [1m32s:17m36s] 10% |███ | (15447/146578, 124 it/s) [1m32s:17m36s] 10% |███ | (15454/146578, 114 it/s) [1m32s:19m9s] 10% |███ | (15461/146578, 114 it/s) [1m33s:19m9s] 10% |███ | (15470/146578, 114 it/s) [1m33s:19m9s] 10% |███ | (15479/146578, 114 it/s) [1m33s:19m9s] 10% |███ | (15489/146578, 114 it/s) [1m33s:19m9s] 10% |███ | (15495/146578, 108 it/s) [1m33s:20m15s] 10% |███ | (15511/146578, 108 it/s) [1m33s:20m15s] 10% |███ | (15526/146578, 108 it/s) [1m33s:20m14s] 10% |███ | (15544/146578, 108 it/s) [1m33s:20m14s] 10% |███ | (15562/146578, 108 it/s) [1m33s:20m14s] 10% |███ | (15578/146578, 108 it/s) [1m33s:20m14s] 10% |███ | (15581/146578, 113 it/s) [1m33s:19m22s] 10% |███ | (15586/146578, 113 it/s) [1m34s:19m22s] 10% |███ | (15588/146578, 113 it/s) [1m34s:19m22s] 10% |███ | (15603/146578, 113 it/s) [1m34s:19m22s] 10% |███ | (15619/146578, 107 it/s) [1m34s:20m23s] 10% |███ | (15635/146578, 107 it/s) [1m34s:20m23s] 10% |███ | (15652/146578, 107 it/s) [1m34s:20m22s] 10% |███ | (15666/146578, 107 it/s) [1m34s:20m22s] 10% |███ | (15680/146578, 107 it/s) [1m34s:20m22s] 10% |███ | (15691/146578, 107 it/s) [1m34s:20m22s] 10% |███ | (15695/146578, 111 it/s) [1m35s:19m40s] 10% |███ | (15701/146578, 111 it/s) [1m35s:19m40s] 10% |███ | (15710/146578, 111 it/s) [1m35s:19m40s] 10% |███ | (15718/146578, 111 it/s) [1m35s:19m40s] 10% |███ | (15733/146578, 111 it/s) [1m35s:19m39s] 10% |███ | (15748/146578, 111 it/s) [1m35s:19m39s] 10% |███ | (15763/146578, 117 it/s) [1m35s:18m34s] 10% |███ | (15778/146578, 117 it/s) [1m35s:18m34s] 10% |███ | (15792/146578, 117 it/s) [1m35s:18m34s] 10% |███ | (15809/146578, 117 it/s) [1m35s:18m34s] 10% |███ | (15826/146578, 117 it/s) [1m35s:18m33s] 10% |███ | (15829/146578, 117 it/s) [1m35s:18m33s] 10% |███ | (15832/146578, 117 it/s) [1m36s:18m33s] 10% |███ | (15843/146578, 125 it/s) [1m36s:17m21s] 10% |███ | (15853/146578, 125 it/s) [1m36s:17m21s] 10% |███ | (15865/146578, 125 it/s) [1m36s:17m21s] 10% |███ | (15883/146578, 125 it/s) [1m36s:17m21s] 10% |███ | (15890/146578, 127 it/s) [1m36s:17m9s] 10% |███ | (15898/146578, 127 it/s) [1m36s:17m9s] 10% |███ | (15907/146578, 127 it/s) [1m36s:17m8s] 10% |███ | (15916/146578, 127 it/s) [1m36s:17m8s] 10% |███ | (15935/146578, 127 it/s) [1m36s:17m8s] 10% |███ | (15955/146578, 127 it/s) [1m37s:17m8s] 10% |███ | (15975/146578, 128 it/s) [1m37s:16m59s] 10% |███ | (15976/146578, 128 it/s) [1m37s:16m59s] 10% |███ | (15995/146578, 128 it/s) [1m37s:16m58s] 10% |███ | (16015/146578, 128 it/s) [1m37s:16m58s] 10% |███ | (16033/146578, 128 it/s) [1m37s:16m58s] 10% |███ | (16054/146578, 128 it/s) [1m37s:16m58s] 10% |███ | (16070/146578, 128 it/s) [1m37s:16m58s] 10% |███ | (16089/146578, 127 it/s) [1m37s:17m8s] 10% |███ | (16109/146578, 127 it/s) [1m37s:17m8s] 10% |███ | (16111/146578, 127 it/s) [1m38s:17m8s] 11% |███ | (16132/146578, 127 it/s) [1m38s:17m7s] 11% |███ | (16151/146578, 134 it/s) [1m38s:16m11s] 11% |███ | (16169/146578, 134 it/s) [1m38s:16m10s] 11% |███ | (16187/146578, 134 it/s) [1m38s:16m10s] 11% |███ | (16189/146578, 134 it/s) [1m38s:16m10s] 11% |███ | (16208/146578, 134 it/s) [1m38s:16m10s] 11% |███ | (16225/146578, 134 it/s) [1m38s:16m10s] 11% |███ | (16244/146578, 134 it/s) [1m38s:16m10s] 11% |███ | (16262/146578, 148 it/s) [1m38s:14m38s] 11% |███ | (16281/146578, 148 it/s) [1m38s:14m37s] 11% |███ | (16297/146578, 148 it/s) [1m38s:14m37s] 11% |███ | (16300/146578, 148 it/s) [1m38s:14m37s] 11% |███ | (16309/146578, 141 it/s) [1m39s:15m26s] 11% |███ | (16323/146578, 141 it/s) [1m39s:15m26s] 11% |███ | (16338/146578, 141 it/s) [1m39s:15m26s] 11% |███ | (16352/146578, 141 it/s) [1m39s:15m26s] 11% |███ | (16361/146578, 141 it/s) [1m39s:15m26s] 11% |███ | (16362/146578, 141 it/s) [1m39s:15m26s] 11% |███ | (16371/146578, 144 it/s) [1m39s:15m3s] 11% |███ | (16390/146578, 144 it/s) [1m39s:15m3s] 11% |███ | (16408/146578, 144 it/s) [1m39s:15m3s] 11% |███ | (16426/146578, 144 it/s) [1m39s:15m3s] 11% |███ | (16444/146578, 144 it/s) [1m40s:15m3s] 11% |███ | (16459/146578, 144 it/s) [1m40s:15m3s] 11% |███ | (16460/146578, 148 it/s) [1m40s:14m36s] 11% |███ | (16479/146578, 148 it/s) [1m40s:14m36s] 11% |███ | (16498/146578, 148 it/s) [1m40s:14m36s] 11% |███ | (16515/146578, 148 it/s) [1m40s:14m36s] 11% |███ | (16533/146578, 148 it/s) [1m40s:14m36s] 11% |███ | (16546/146578, 148 it/s) [1m40s:14m36s] 11% |███ | (16563/146578, 154 it/s) [1m40s:14m5s] 11% |███ | (16575/146578, 154 it/s) [1m40s:14m5s] 11% |███ | (16576/146578, 154 it/s) [1m41s:14m5s] 11% |███ | (16595/146578, 154 it/s) [1m41s:14m4s] 11% |███ | (16616/146578, 154 it/s) [1m41s:14m4s] 11% |███ | (16635/146578, 154 it/s) [1m41s:14m4s] 11% |███ | (16655/146578, 154 it/s) [1m41s:14m4s] 11% |███ | (16672/146578, 157 it/s) [1m41s:13m47s] 11% |███ | (16675/146578, 157 it/s) [1m41s:13m47s] 11% |███ | (16676/146578, 157 it/s) [1m41s:13m47s] 11% |███ | (16694/146578, 157 it/s) [1m41s:13m46s] 11% |███ | (16711/146578, 157 it/s) [1m41s:13m46s] 11% |███ | (16728/146578, 162 it/s) [1m41s:13m23s] 11% |███ | (16746/146578, 162 it/s) [1m41s:13m23s] 11% |███ | (16764/146578, 162 it/s) [1m41s:13m23s] 11% |███ | (16782/146578, 162 it/s) [1m42s:13m23s] 11% |███ | (16799/146578, 162 it/s) [1m42s:13m23s] 11% |███ | (16816/146578, 162 it/s) [1m42s:13m23s] 11% |███ | (16834/146578, 162 it/s) [1m42s:13m23s] 11% |███ | (16853/146578, 162 it/s) [1m42s:13m23s] 11% |███ | (16873/146578, 172 it/s) [1m42s:12m33s] 11% |███ | (16891/146578, 172 it/s) [1m42s:12m33s] 11% |███ | (16910/146578, 172 it/s) [1m42s:12m33s] 11% |███ | (16913/146578, 172 it/s) [1m42s:12m33s] 11% |███ | (16930/146578, 172 it/s) [1m42s:12m33s] 11% |███ | (16950/146578, 172 it/s) [1m42s:12m33s] 11% |███ | (16970/146578, 170 it/s) [1m42s:12m43s] 11% |███ | (16987/146578, 170 it/s) [1m42s:12m42s] 11% |███ | (17000/146578, 170 it/s) [1m43s:12m42s] 11% |███ | (17009/146578, 170 it/s) [1m43s:12m42s] 11% |███ | (17020/146578, 170 it/s) [1m43s:12m42s] 11% |███ | (17023/146578, 168 it/s) [1m43s:12m52s] 11% |███ | (17028/146578, 168 it/s) [1m43s:12m51s] 11% |███ | (17044/146578, 168 it/s) [1m43s:12m51s] 11% |███ | (17045/146578, 168 it/s) [1m43s:12m51s] 11% |███ | (17062/146578, 168 it/s) [1m43s:12m51s] 11% |███ | (17079/146578, 168 it/s) [1m43s:12m51s] 11% |███ | (17094/146578, 157 it/s) [1m44s:13m44s] 11% |███ | (17111/146578, 157 it/s) [1m44s:13m44s] 11% |███ | (17123/146578, 157 it/s) [1m44s:13m44s] 11% |███ | (17124/146578, 157 it/s) [1m44s:13m44s] 11% |███ | (17125/146578, 156 it/s) [1m44s:13m51s] 11% |███ | (17135/146578, 156 it/s) [1m44s:13m50s] 11% |███ | (17145/146578, 156 it/s) [1m44s:13m50s] 11% |███ | (17156/146578, 156 it/s) [1m44s:13m50s] 11% |███ | (17163/146578, 156 it/s) [1m44s:13m50s] 11% |███ | (17174/146578, 154 it/s) [1m45s:14m0s] 11% |███ | (17184/146578, 154 it/s) [1m45s:14m0s] 11% |███ | (17205/146578, 154 it/s) [1m45s:14m0s] 11% |███ | (17225/146578, 154 it/s) [1m45s:14m0s] 11% |███ | (17243/146578, 154 it/s) [1m45s:13m59s] 11% |███ | (17246/146578, 154 it/s) [1m45s:13m59s] 11% |███ | (17257/146578, 153 it/s) [1m45s:14m4s] 11% |███ | (17267/146578, 153 it/s) [1m45s:14m4s] 11% |███ | (17277/146578, 153 it/s) [1m45s:14m3s] 11% |███ | (17285/146578, 153 it/s) [1m45s:14m3s] 11% |███ | (17294/146578, 153 it/s) [1m46s:14m3s] 11% |███ | (17303/146578, 142 it/s) [1m46s:15m8s] 11% |███ | (17313/146578, 142 it/s) [1m46s:15m8s] 11% |███ | (17332/146578, 142 it/s) [1m46s:15m8s] 11% |███ | (17350/146578, 142 it/s) [1m46s:15m8s] 11% |███ | (17369/146578, 142 it/s) [1m46s:15m8s] 11% |███ | (17386/146578, 142 it/s) [1m46s:15m8s] 11% |███ | (17403/146578, 143 it/s) [1m46s:15m4s] 11% |███ | (17422/146578, 143 it/s) [1m46s:15m4s] 11% |███ | (17440/146578, 143 it/s) [1m46s:15m4s] 11% |███ | (17459/146578, 143 it/s) [1m46s:15m4s] 11% |███ | (17478/146578, 143 it/s) [1m46s:15m4s] 11% |███ | (17496/146578, 143 it/s) [1m46s:15m4s] 11% |███ | (17517/146578, 143 it/s) [1m46s:15m4s] 11% |███ | (17536/146578, 143 it/s) [1m47s:15m3s] 11% |███ | (17558/146578, 157 it/s) [1m47s:13m39s] 11% |███ | (17579/146578, 157 it/s) [1m47s:13m39s] 12% |███ | (17595/146578, 157 it/s) [1m47s:13m39s] 12% |███ | (17610/146578, 157 it/s) [1m47s:13m39s] 12% |███ | (17627/146578, 157 it/s) [1m47s:13m39s] 12% |███ | (17640/146578, 157 it/s) [1m47s:13m38s] 12% |███ | (17643/146578, 157 it/s) [1m47s:13m38s] 12% |███ | (17645/146578, 149 it/s) [1m47s:14m26s] 12% |███ | (17656/146578, 149 it/s) [1m47s:14m26s] 12% |███ | (17665/146578, 149 it/s) [1m47s:14m26s] 12% |███ | (17674/146578, 149 it/s) [1m47s:14m26s] 12% |███ | (17683/146578, 149 it/s) [1m48s:14m26s] 12% |███ | (17693/146578, 140 it/s) [1m48s:15m22s] 12% |███ | (17701/146578, 140 it/s) [1m48s:15m22s] 12% |███ | (17711/146578, 140 it/s) [1m48s:15m22s] 12% |███ | (17719/146578, 140 it/s) [1m48s:15m22s] 12% |███ | (17738/146578, 140 it/s) [1m48s:15m22s] 12% |███ | (17756/146578, 140 it/s) [1m48s:15m22s] 12% |███ | (17773/146578, 144 it/s) [1m48s:14m55s] 12% |███ | (17790/146578, 144 it/s) [1m48s:14m55s] 12% |███ | (17806/146578, 144 it/s) [1m48s:14m55s] 12% |███ | (17822/146578, 144 it/s) [1m48s:14m54s] 12% |███ | (17838/146578, 144 it/s) [1m48s:14m54s] 12% |███ | (17853/146578, 144 it/s) [1m49s:14m54s] 12% |███ | (17869/146578, 144 it/s) [1m49s:14m54s] 12% |███ | (17887/146578, 144 it/s) [1m49s:14m54s] 12% |███ | (17901/146578, 156 it/s) [1m49s:13m42s] 12% |███ | (17918/146578, 156 it/s) [1m49s:13m42s] 12% |███ | (17937/146578, 156 it/s) [1m49s:13m42s] 12% |███ | (17954/146578, 156 it/s) [1m49s:13m42s] 12% |███ | (17972/146578, 156 it/s) [1m49s:13m41s] 12% |███ | (17992/146578, 166 it/s) [1m49s:12m52s] 12% |███ | (18004/146578, 166 it/s) [1m49s:12m52s] 12% |███ | (18006/146578, 166 it/s) [1m49s:12m52s] 12% |███ | (18016/146578, 166 it/s) [1m50s:12m52s] 12% |███ | (18024/146578, 166 it/s) [1m50s:12m52s] 12% |███ | (18034/146578, 166 it/s) [1m50s:12m52s] 12% |███ | (18044/146578, 166 it/s) [1m50s:12m52s] 12% |███ | (18054/146578, 166 it/s) [1m50s:12m52s] 12% |███ | (18066/146578, 166 it/s) [1m50s:12m52s] 12% |███ | (18077/146578, 166 it/s) [1m50s:12m52s] 12% |███ | (18086/146578, 160 it/s) [1m50s:13m22s] 12% |███ | (18105/146578, 160 it/s) [1m50s:13m21s] 12% |███ | (18124/146578, 160 it/s) [1m50s:13m21s] 12% |███ | (18143/146578, 160 it/s) [1m50s:13m21s] 12% |███ | (18161/146578, 160 it/s) [1m51s:13m21s] 12% |███ | (18177/146578, 160 it/s) [1m51s:13m21s] 12% |███ | (18178/146578, 160 it/s) [1m51s:13m21s] 12% |███ | (18182/146578, 171 it/s) [1m51s:12m31s] 12% |███ | (18193/146578, 171 it/s) [1m51s:12m31s] 12% |███ | (18208/146578, 171 it/s) [1m51s:12m30s] 12% |███ | (18225/146578, 171 it/s) [1m51s:12m30s] 12% |███ | (18235/146578, 171 it/s) [1m51s:12m30s] 12% |███ | (18245/146578, 163 it/s) [1m51s:13m6s] 12% |███ | (18252/146578, 163 it/s) [1m51s:13m6s] 12% |███ | (18261/146578, 163 it/s) [1m52s:13m6s] 12% |███ | (18271/146578, 163 it/s) [1m52s:13m6s] 12% |███ | (18281/146578, 163 it/s) [1m52s:13m6s] 12% |███ | (18287/146578, 142 it/s) [1m52s:15m3s] 12% |███ | (18292/146578, 142 it/s) [1m52s:15m3s] 12% |███ | (18297/146578, 142 it/s) [1m52s:15m3s] 12% |███ | (18316/146578, 142 it/s) [1m52s:15m3s] 12% |███ | (18334/146578, 142 it/s) [1m52s:15m3s] 12% |███ | (18352/146578, 142 it/s) [1m52s:15m2s] 12% |███ | (18371/146578, 142 it/s) [1m52s:15m2s] 12% |███ | (18388/146578, 142 it/s) [1m52s:15m3s] 12% |███ | (18404/146578, 142 it/s) [1m53s:15m3s] 12% |███ | (18421/146578, 142 it/s) [1m53s:15m2s] 12% |███ | (18441/146578, 142 it/s) [1m53s:15m2s] 12% |███ | (18461/146578, 142 it/s) [1m53s:15m2s] 12% |███ | (18480/146578, 142 it/s) [1m53s:15m2s] 12% |███ | (18499/146578, 142 it/s) [1m53s:15m2s] 12% |███ | (18518/146578, 160 it/s) [1m53s:13m19s] 12% |███ | (18537/146578, 160 it/s) [1m53s:13m19s] 12% |███ | (18555/146578, 160 it/s) [1m53s:13m18s] 12% |███ | (18571/146578, 160 it/s) [1m53s:13m18s] 12% |███ | (18587/146578, 160 it/s) [1m53s:13m18s] 12% |███ | (18602/146578, 160 it/s) [1m53s:13m18s] 12% |███ | (18617/146578, 160 it/s) [1m53s:13m18s] 12% |███ | (18628/146578, 160 it/s) [1m53s:13m18s] 12% |███ | (18636/146578, 168 it/s) [1m53s:12m42s] 12% |███ | (18637/146578, 168 it/s) [1m54s:12m42s] 12% |███ | (18645/146578, 168 it/s) [1m54s:12m42s] 12% |███ | (18653/146578, 147 it/s) [1m54s:14m29s] 12% |███ | (18654/146578, 147 it/s) [1m54s:14m29s] 12% |███ | (18655/146578, 147 it/s) [1m54s:14m29s] 12% |███ | (18668/146578, 147 it/s) [1m54s:14m29s] 12% |███ | (18685/146578, 147 it/s) [1m54s:14m29s] 12% |███ | (18700/146578, 147 it/s) [1m54s:14m29s] 12% |███ | (18712/146578, 147 it/s) [1m54s:14m29s] 12% |███ | (18721/146578, 141 it/s) [1m55s:15m4s] 12% |███ | (18725/146578, 141 it/s) [1m55s:15m4s] 12% |███ | (18733/146578, 141 it/s) [1m55s:15m4s] 12% |███ | (18741/146578, 141 it/s) [1m55s:15m4s] 12% |███ | (18747/146578, 138 it/s) [1m55s:15m23s] 12% |███ | (18755/146578, 138 it/s) [1m55s:15m23s] 12% |███ | (18761/146578, 138 it/s) [1m55s:15m23s] 12% |███ | (18767/146578, 138 it/s) [1m55s:15m23s] 12% |███ | (18776/146578, 138 it/s) [1m55s:15m23s] 12% |███ | (18785/146578, 136 it/s) [1m56s:15m43s] 12% |███ | (18792/146578, 136 it/s) [1m56s:15m42s] 12% |███ | (18798/146578, 136 it/s) [1m56s:15m42s] 12% |███ | (18806/146578, 136 it/s) [1m56s:15m42s] 12% |███ | (18821/146578, 136 it/s) [1m56s:15m42s] 12% |███ | (18826/146578, 124 it/s) [1m56s:17m13s] 12% |███ | (18840/146578, 124 it/s) [1m56s:17m12s] 12% |███ | (18853/146578, 124 it/s) [1m56s:17m12s] 12% |███ | (18868/146578, 124 it/s) [1m56s:17m12s] 12% |███ | (18882/146578, 124 it/s) [1m56s:17m12s] 12% |███ | (18899/146578, 124 it/s) [1m56s:17m12s] 12% |███ | (18912/146578, 124 it/s) [1m57s:17m12s] 12% |███ | (18927/146578, 124 it/s) [1m57s:17m12s] 12% |███ | (18932/146578, 129 it/s) [1m57s:16m31s] 12% |███ | (18940/146578, 129 it/s) [1m57s:16m31s] 12% |███ | (18947/146578, 129 it/s) [1m57s:16m31s] 12% |███ | (18953/146578, 129 it/s) [1m57s:16m31s] 12% |███ | (18959/146578, 129 it/s) [1m57s:16m31s] 12% |███ | (18966/146578, 128 it/s) [1m57s:16m37s] 12% |███ | (18982/146578, 128 it/s) [1m57s:16m36s] 12% |███ | (18998/146578, 128 it/s) [1m57s:16m36s] 12% |███ | (19013/146578, 128 it/s) [1m58s:16m36s] 12% |███ | (19029/146578, 128 it/s) [1m58s:16m36s] 12% |███ | (19045/146578, 128 it/s) [1m58s:16m36s] 13% |████ | (19061/146578, 128 it/s) [1m58s:16m36s] 13% |████ | (19076/146578, 128 it/s) [1m58s:16m36s] 13% |████ | (19088/146578, 132 it/s) [1m58s:16m2s] 13% |████ | (19104/146578, 132 it/s) [1m58s:16m2s] 13% |████ | (19120/146578, 132 it/s) [1m58s:16m2s] 13% |████ | (19134/146578, 132 it/s) [1m58s:16m2s] 13% |████ | (19147/146578, 132 it/s) [1m58s:16m2s] 13% |████ | (19164/146578, 132 it/s) [1m58s:16m2s] 13% |████ | (19179/146578, 132 it/s) [1m58s:16m2s] 13% |████ | (19194/146578, 127 it/s) [1m58s:16m40s] 13% |████ | (19209/146578, 127 it/s) [1m58s:16m40s] 13% |████ | (19224/146578, 127 it/s) [1m58s:16m40s] 13% |████ | (19239/146578, 127 it/s) [1m59s:16m40s] 13% |████ | (19251/146578, 127 it/s) [1m59s:16m40s] 13% |████ | (19255/146578, 127 it/s) [1m59s:16m40s] 13% |████ | (19261/146578, 113 it/s) [1m59s:18m45s] 13% |████ | (19276/146578, 113 it/s) [1m59s:18m45s] 13% |████ | (19290/146578, 113 it/s) [1m59s:18m45s] 13% |████ | (19305/146578, 113 it/s) [1m59s:18m45s] 13% |████ | (19320/146578, 113 it/s) [1m59s:18m45s] 13% |████ | (19324/146578, 113 it/s) [2m0s:18m45s] 13% |████ | (19340/146578, 125 it/s) [2m0s:17m1s] 13% |████ | (19356/146578, 125 it/s) [2m0s:17m1s] 13% |████ | (19374/146578, 125 it/s) [2m0s:17m1s] 13% |████ | (19393/146578, 125 it/s) [2m0s:17m1s] 13% |████ | (19413/146578, 125 it/s) [2m0s:17m1s] 13% |████ | (19432/146578, 125 it/s) [2m0s:17m1s] 13% |████ | (19435/146578, 125 it/s) [2m0s:17m1s] 13% |████ | (19456/146578, 133 it/s) [2m0s:15m53s] 13% |████ | (19458/146578, 133 it/s) [2m0s:15m53s] 13% |████ | (19476/146578, 133 it/s) [2m0s:15m53s] 13% |████ | (19496/146578, 133 it/s) [2m0s:15m53s] 13% |████ | (19514/146578, 133 it/s) [2m0s:15m52s] 13% |████ | (19531/146578, 133 it/s) [2m1s:15m52s] 13% |████ | (19548/146578, 148 it/s) [2m1s:14m18s] 13% |████ | (19568/146578, 148 it/s) [2m1s:14m18s] 13% |████ | (19587/146578, 148 it/s) [2m1s:14m17s] 13% |████ | (19601/146578, 148 it/s) [2m1s:14m17s] 13% |████ | (19619/146578, 148 it/s) [2m1s:14m17s] 13% |████ | (19637/146578, 148 it/s) [2m1s:14m17s] 13% |████ | (19656/146578, 159 it/s) [2m1s:13m20s] 13% |████ | (19675/146578, 159 it/s) [2m1s:13m19s] 13% |████ | (19694/146578, 159 it/s) [2m1s:13m19s] 13% |████ | (19713/146578, 159 it/s) [2m1s:13m19s] 13% |████ | (19732/146578, 159 it/s) [2m1s:13m19s] 13% |████ | (19748/146578, 159 it/s) [2m2s:13m19s] 13% |████ | (19766/146578, 159 it/s) [2m2s:13m19s] 13% |████ | (19769/146578, 173 it/s) [2m2s:12m12s] 13% |████ | (19790/146578, 173 it/s) [2m2s:12m12s] 13% |████ | (19794/146578, 173 it/s) [2m2s:12m12s] 13% |████ | (19813/146578, 173 it/s) [2m2s:12m12s] 13% |████ | (19833/146578, 173 it/s) [2m2s:12m12s] 13% |████ | (19851/146578, 173 it/s) [2m2s:12m12s] 13% |████ | (19871/146578, 173 it/s) [2m2s:12m12s] 13% |████ | (19884/146578, 178 it/s) [2m2s:11m53s] 13% |████ | (19902/146578, 178 it/s) [2m2s:11m53s] 13% |████ | (19903/146578, 178 it/s) [2m2s:11m53s] 13% |████ | (19915/146578, 178 it/s) [2m3s:11m53s] 13% |████ | (19931/146578, 178 it/s) [2m3s:11m53s] 13% |████ | (19948/146578, 178 it/s) [2m3s:11m53s] 13% |████ | (19965/146578, 188 it/s) [2m3s:11m13s] 13% |████ | (19982/146578, 188 it/s) [2m3s:11m13s] 13% |████ | (19990/146578, 188 it/s) [2m3s:11m13s] 13% |████ | (20001/146578, 188 it/s) [2m3s:11m13s] 13% |████ | (20021/146578, 188 it/s) [2m3s:11m12s] 13% |████ | (20040/146578, 188 it/s) [2m3s:11m12s] 13% |████ | (20057/146578, 183 it/s) [2m3s:11m30s] 13% |████ | (20074/146578, 183 it/s) [2m3s:11m30s] 13% |████ | (20082/146578, 183 it/s) [2m3s:11m30s] 13% |████ | (20096/146578, 183 it/s) [2m4s:11m30s] 13% |████ | (20108/146578, 183 it/s) [2m4s:11m30s] 13% |████ | (20118/146578, 183 it/s) [2m4s:11m29s] 13% |████ | (20124/146578, 173 it/s) [2m4s:12m9s] 13% |████ | (20128/146578, 173 it/s) [2m4s:12m9s] 13% |████ | (20135/146578, 173 it/s) [2m4s:12m9s] 13% |████ | (20136/146578, 167 it/s) [2m4s:12m36s] 13% |████ | (20152/146578, 167 it/s) [2m4s:12m35s] 13% |████ | (20172/146578, 167 it/s) [2m5s:12m35s] 13% |████ | (20189/146578, 167 it/s) [2m5s:12m35s] 13% |████ | (20206/146578, 167 it/s) [2m5s:12m35s] 13% |████ | (20222/146578, 167 it/s) [2m5s:12m35s] 13% |████ | (20227/146578, 167 it/s) [2m5s:12m35s] 13% |████ | (20240/146578, 172 it/s) [2m5s:12m16s] 13% |████ | (20254/146578, 172 it/s) [2m5s:12m16s] 13% |████ | (20270/146578, 172 it/s) [2m5s:12m16s] 13% |████ | (20286/146578, 172 it/s) [2m5s:12m16s] 13% |████ | (20302/146578, 172 it/s) [2m5s:12m15s] 13% |████ | (20318/146578, 167 it/s) [2m5s:12m36s] 13% |████ | (20333/146578, 167 it/s) [2m6s:12m36s] 13% |████ | (20347/146578, 167 it/s) [2m6s:12m36s] 13% |████ | (20348/146578, 167 it/s) [2m6s:12m36s] 13% |████ | (20362/146578, 167 it/s) [2m6s:12m36s] 13% |████ | (20373/146578, 156 it/s) [2m6s:13m27s] 13% |████ | (20387/146578, 156 it/s) [2m6s:13m26s] 13% |████ | (20399/146578, 156 it/s) [2m6s:13m26s] 13% |████ | (20414/146578, 156 it/s) [2m6s:13m26s] 13% |████ | (20427/146578, 156 it/s) [2m6s:13m26s] 13% |████ | (20437/146578, 152 it/s) [2m6s:13m51s] 13% |████ | (20440/146578, 152 it/s) [2m7s:13m51s] 13% |████ | (20448/146578, 152 it/s) [2m7s:13m51s] 13% |████ | (20455/146578, 152 it/s) [2m7s:13m51s] 13% |████ | (20464/146578, 152 it/s) [2m7s:13m51s] 13% |████ | (20472/146578, 137 it/s) [2m7s:15m18s] 13% |████ | (20480/146578, 137 it/s) [2m7s:15m18s] 13% |████ | (20489/146578, 137 it/s) [2m7s:15m18s] 13% |████ | (20506/146578, 137 it/s) [2m7s:15m18s] 14% |████ | (20521/146578, 137 it/s) [2m7s:15m18s] 14% |████ | (20535/146578, 137 it/s) [2m7s:15m18s] 14% |████ | (20549/146578, 137 it/s) [2m7s:15m18s] 14% |████ | (20562/146578, 133 it/s) [2m7s:15m50s] 14% |████ | (20563/146578, 133 it/s) [2m8s:15m50s] 14% |████ | (20565/146578, 133 it/s) [2m8s:15m50s] 14% |████ | (20574/146578, 133 it/s) [2m8s:15m50s] 14% |████ | (20581/146578, 133 it/s) [2m8s:15m50s] 14% |████ | (20590/146578, 122 it/s) [2m8s:17m10s] 14% |████ | (20598/146578, 122 it/s) [2m8s:17m10s] 14% |████ | (20607/146578, 122 it/s) [2m8s:17m10s] 14% |████ | (20614/146578, 122 it/s) [2m8s:17m10s] 14% |████ | (20622/146578, 122 it/s) [2m8s:17m10s] 14% |████ | (20629/146578, 112 it/s) [2m8s:18m45s] 14% |████ | (20644/146578, 112 it/s) [2m9s:18m45s] 14% |████ | (20658/146578, 112 it/s) [2m9s:18m45s] 14% |████ | (20673/146578, 112 it/s) [2m9s:18m45s] 14% |████ | (20689/146578, 112 it/s) [2m9s:18m44s] 14% |████ | (20704/146578, 112 it/s) [2m9s:18m44s] 14% |████ | (20706/146578, 112 it/s) [2m9s:18m44s] 14% |████ | (20709/146578, 115 it/s) [2m9s:18m10s] 14% |████ | (20718/146578, 115 it/s) [2m9s:18m10s] 14% |████ | (20719/146578, 114 it/s) [2m10s:18m21s] 14% |████ | (20736/146578, 114 it/s) [2m10s:18m21s] 14% |████ | (20749/146578, 114 it/s) [2m10s:18m21s] 14% |████ | (20765/146578, 114 it/s) [2m10s:18m21s] 14% |████ | (20780/146578, 114 it/s) [2m10s:18m21s] 14% |████ | (20795/146578, 114 it/s) [2m10s:18m21s] 14% |████ | (20807/146578, 112 it/s) [2m10s:18m38s] 14% |████ | (20817/146578, 112 it/s) [2m10s:18m37s] 14% |████ | (20826/146578, 112 it/s) [2m10s:18m37s] 14% |████ | (20835/146578, 112 it/s) [2m10s:18m37s] 14% |████ | (20843/146578, 112 it/s) [2m10s:18m37s] 14% |████ | (20851/146578, 105 it/s) [2m11s:19m57s] 14% |████ | (20860/146578, 105 it/s) [2m11s:19m57s] 14% |████ | (20867/146578, 105 it/s) [2m11s:19m57s] 14% |████ | (20882/146578, 105 it/s) [2m11s:19m57s] 14% |████ | (20898/146578, 105 it/s) [2m11s:19m57s] 14% |████ | (20913/146578, 105 it/s) [2m11s:19m57s] 14% |████ | (20928/146578, 105 it/s) [2m11s:19m57s] 14% |████ | (20941/146578, 111 it/s) [2m11s:18m53s] 14% |████ | (20955/146578, 111 it/s) [2m11s:18m53s] 14% |████ | (20971/146578, 111 it/s) [2m11s:18m53s] 14% |████ | (20987/146578, 111 it/s) [2m11s:18m53s] 14% |████ | (21002/146578, 111 it/s) [2m11s:18m53s] 14% |████ | (21016/146578, 111 it/s) [2m11s:18m52s] 14% |████ | (21031/146578, 111 it/s) [2m12s:18m52s] 14% |████ | (21046/146578, 119 it/s) [2m12s:17m30s] 14% |████ | (21061/146578, 119 it/s) [2m12s:17m30s] 14% |████ | (21076/146578, 119 it/s) [2m12s:17m30s] 14% |████ | (21081/146578, 119 it/s) [2m12s:17m30s] 14% |████ | (21096/146578, 119 it/s) [2m12s:17m30s] 14% |████ | (21109/146578, 119 it/s) [2m12s:17m29s] 14% |████ | (21124/146578, 127 it/s) [2m12s:16m31s] 14% |████ | (21139/146578, 127 it/s) [2m12s:16m31s] 14% |████ | (21152/146578, 127 it/s) [2m12s:16m30s] 14% |████ | (21167/146578, 127 it/s) [2m12s:16m30s] 14% |████ | (21169/146578, 127 it/s) [2m12s:16m30s] 14% |████ | (21182/146578, 122 it/s) [2m13s:17m9s] 14% |████ | (21198/146578, 122 it/s) [2m13s:17m9s] 14% |████ | (21214/146578, 122 it/s) [2m13s:17m9s] 14% |████ | (21229/146578, 122 it/s) [2m13s:17m9s] 14% |████ | (21241/146578, 122 it/s) [2m13s:17m8s] 14% |████ | (21255/146578, 122 it/s) [2m13s:17m8s] 14% |████ | (21269/146578, 132 it/s) [2m13s:15m51s] 14% |████ | (21283/146578, 132 it/s) [2m13s:15m51s] 14% |████ | (21297/146578, 132 it/s) [2m13s:15m51s] 14% |████ | (21310/146578, 132 it/s) [2m14s:15m51s] 14% |████ | (21324/146578, 132 it/s) [2m14s:15m51s] 14% |████ | (21339/146578, 132 it/s) [2m14s:15m51s] 14% |████ | (21354/146578, 139 it/s) [2m14s:15m1s] 14% |████ | (21367/146578, 139 it/s) [2m14s:15m1s] 14% |████ | (21374/146578, 139 it/s) [2m14s:15m1s] 14% |████ | (21379/146578, 139 it/s) [2m14s:15m1s] 14% |████ | (21388/146578, 132 it/s) [2m14s:15m51s] 14% |████ | (21390/146578, 132 it/s) [2m14s:15m51s] 14% |████ | (21392/146578, 132 it/s) [2m15s:15m51s] 14% |████ | (21407/146578, 132 it/s) [2m15s:15m51s] 14% |████ | (21423/146578, 137 it/s) [2m15s:15m15s] 14% |████ | (21438/146578, 137 it/s) [2m15s:15m15s] 14% |████ | (21453/146578, 137 it/s) [2m15s:15m15s] 14% |████ | (21470/146578, 137 it/s) [2m15s:15m15s] 14% |████ | (21490/146578, 137 it/s) [2m15s:15m15s] 14% |████ | (21504/146578, 137 it/s) [2m15s:15m15s] 14% |████ | (21507/146578, 137 it/s) [2m15s:15m15s] 14% |████ | (21510/146578, 136 it/s) [2m15s:15m19s] 14% |████ | (21520/146578, 136 it/s) [2m15s:15m19s] 14% |████ | (21528/146578, 136 it/s) [2m15s:15m19s] 14% |████ | (21537/146578, 136 it/s) [2m16s:15m19s] 14% |████ | (21544/146578, 136 it/s) [2m16s:15m19s] 14% |████ | (21553/146578, 135 it/s) [2m16s:15m22s] 14% |████ | (21563/146578, 135 it/s) [2m16s:15m22s] 14% |████ | (21572/146578, 135 it/s) [2m16s:15m22s] 14% |████ | (21589/146578, 135 it/s) [2m16s:15m22s] 14% |████ | (21597/146578, 135 it/s) [2m16s:15m22s] 14% |████ | (21616/146578, 135 it/s) [2m16s:15m22s] 14% |████ | (21634/146578, 135 it/s) [2m16s:15m24s] 14% |████ | (21651/146578, 135 it/s) [2m16s:15m24s] 14% |████ | (21652/146578, 135 it/s) [2m17s:15m24s] 14% |████ | (21661/146578, 135 it/s) [2m17s:15m24s] 14% |████ | (21668/146578, 135 it/s) [2m17s:15m24s] 14% |████ | (21677/146578, 121 it/s) [2m17s:17m11s] 14% |████ | (21685/146578, 121 it/s) [2m17s:17m11s] 14% |████ | (21695/146578, 121 it/s) [2m17s:17m11s] 14% |████ | (21703/146578, 121 it/s) [2m17s:17m11s] 14% |████ | (21712/146578, 121 it/s) [2m17s:17m11s] 14% |████ | (21720/146578, 115 it/s) [2m17s:18m2s] 14% |████ | (21737/146578, 115 it/s) [2m17s:18m2s] 14% |████ | (21753/146578, 115 it/s) [2m17s:18m2s] 14% |████ | (21770/146578, 115 it/s) [2m18s:18m1s] 14% |████ | (21787/146578, 115 it/s) [2m18s:18m1s] 14% |████ | (21805/146578, 115 it/s) [2m18s:18m1s] 14% |████ | (21821/146578, 115 it/s) [2m18s:18m1s] 14% |████ | (21838/146578, 115 it/s) [2m18s:18m1s] 14% |████ | (21854/146578, 128 it/s) [2m18s:16m11s] 14% |████ | (21871/146578, 128 it/s) [2m18s:16m11s] 14% |████ | (21875/146578, 128 it/s) [2m18s:16m11s] 14% |████ | (21877/146578, 128 it/s) [2m18s:16m11s] 14% |████ | (21885/146578, 128 it/s) [2m18s:16m11s] 14% |████ | (21891/146578, 121 it/s) [2m18s:17m11s] 14% |████ | (21899/146578, 121 it/s) [2m18s:17m11s] 14% |████ | (21907/146578, 121 it/s) [2m19s:17m10s] 14% |████ | (21916/146578, 121 it/s) [2m19s:17m10s] 14% |████ | (21922/146578, 121 it/s) [2m19s:17m10s] 14% |████ | (21931/146578, 114 it/s) [2m19s:18m15s] 14% |████ | (21939/146578, 114 it/s) [2m19s:18m15s] 14% |████ | (21954/146578, 114 it/s) [2m19s:18m15s] 14% |████ | (21968/146578, 114 it/s) [2m19s:18m15s] 14% |████ | (21984/146578, 114 it/s) [2m19s:18m15s] 15% |████ | (21999/146578, 117 it/s) [2m19s:17m46s] 15% |████ | (22014/146578, 117 it/s) [2m20s:17m46s] 15% |████ | (22031/146578, 117 it/s) [2m20s:17m46s] 15% |████ | (22048/146578, 117 it/s) [2m20s:17m45s] 15% |████ | (22063/146578, 117 it/s) [2m20s:17m45s] 15% |████ | (22078/146578, 117 it/s) [2m20s:17m45s] 15% |████ | (22095/146578, 117 it/s) [2m20s:17m45s] 15% |████ | (22110/146578, 117 it/s) [2m20s:17m45s] 15% |████ | (22124/146578, 133 it/s) [2m20s:15m32s] 15% |████ | (22138/146578, 133 it/s) [2m20s:15m32s] 15% |████ | (22153/146578, 133 it/s) [2m20s:15m32s] 15% |████ | (22167/146578, 133 it/s) [2m20s:15m32s] 15% |████ | (22181/146578, 133 it/s) [2m20s:15m32s] 15% |████ | (22194/146578, 133 it/s) [2m20s:15m32s] 15% |████ | (22208/146578, 133 it/s) [2m20s:15m32s] 15% |████ | (22210/146578, 132 it/s) [2m21s:15m40s] 15% |████ | (22218/146578, 132 it/s) [2m21s:15m40s] 15% |████ | (22230/146578, 132 it/s) [2m21s:15m40s] 15% |████ | (22243/146578, 132 it/s) [2m21s:15m40s] 15% |████ | (22255/146578, 132 it/s) [2m21s:15m40s] 15% |████ | (22265/146578, 132 it/s) [2m21s:15m40s] 15% |████ | (22275/146578, 132 it/s) [2m21s:15m40s] 15% |████ | (22290/146578, 132 it/s) [2m21s:15m40s] 15% |████ | (22292/146578, 136 it/s) [2m21s:15m12s] 15% |████ | (22299/146578, 136 it/s) [2m21s:15m11s] 15% |████ | (22306/146578, 136 it/s) [2m21s:15m11s] 15% |████ | (22313/146578, 136 it/s) [2m22s:15m11s] 15% |████ | (22321/146578, 136 it/s) [2m22s:15m11s] 15% |████ | (22328/146578, 127 it/s) [2m22s:16m16s] 15% |████ | (22338/146578, 127 it/s) [2m22s:16m16s] 15% |████ | (22345/146578, 127 it/s) [2m22s:16m16s] 15% |████ | (22361/146578, 127 it/s) [2m22s:16m15s] 15% |████ | (22364/146578, 127 it/s) [2m22s:16m15s] 15% |████ | (22369/146578, 127 it/s) [2m22s:16m15s] 15% |████ | (22385/146578, 131 it/s) [2m22s:15m49s] 15% |████ | (22395/146578, 131 it/s) [2m22s:15m49s] 15% |████ | (22397/146578, 131 it/s) [2m22s:15m49s] 15% |████ | (22400/146578, 131 it/s) [2m23s:15m49s] 15% |████ | (22408/146578, 131 it/s) [2m23s:15m49s] 15% |████ | (22416/146578, 131 it/s) [2m23s:15m49s] 15% |████ | (22424/146578, 129 it/s) [2m23s:15m58s] 15% |████ | (22433/146578, 129 it/s) [2m23s:15m58s] 15% |████ | (22441/146578, 129 it/s) [2m23s:15m58s] 15% |████ | (22458/146578, 129 it/s) [2m23s:15m58s] 15% |████ | (22474/146578, 129 it/s) [2m23s:15m58s] 15% |████ | (22491/146578, 129 it/s) [2m23s:15m58s] 15% |████ | (22507/146578, 129 it/s) [2m23s:15m58s] 15% |████ | (22523/146578, 122 it/s) [2m23s:16m56s] 15% |████ | (22540/146578, 122 it/s) [2m23s:16m56s] 15% |████ | (22556/146578, 122 it/s) [2m24s:16m55s] 15% |████ | (22573/146578, 122 it/s) [2m24s:16m55s] 15% |████ | (22591/146578, 122 it/s) [2m24s:16m55s] 15% |████ | (22610/146578, 122 it/s) [2m24s:16m55s] 15% |████ | (22629/146578, 122 it/s) [2m24s:16m55s] 15% |████ | (22649/146578, 140 it/s) [2m24s:14m46s] 15% |████ | (22666/146578, 140 it/s) [2m24s:14m46s] 15% |████ | (22684/146578, 140 it/s) [2m24s:14m46s] 15% |████ | (22702/146578, 140 it/s) [2m24s:14m45s] 15% |████ | (22721/146578, 140 it/s) [2m24s:14m45s] 15% |████ | (22738/146578, 140 it/s) [2m24s:14m45s] 15% |████ | (22755/146578, 140 it/s) [2m24s:14m45s] 15% |████ | (22774/146578, 140 it/s) [2m24s:14m45s] 15% |████ | (22789/146578, 159 it/s) [2m25s:12m57s] 15% |████ | (22807/146578, 159 it/s) [2m25s:12m57s] 15% |████ | (22826/146578, 159 it/s) [2m25s:12m57s] 15% |████ | (22845/146578, 159 it/s) [2m25s:12m57s] 15% |████ | (22863/146578, 159 it/s) [2m25s:12m57s] 15% |████ | (22867/146578, 163 it/s) [2m25s:12m38s] 15% |████ | (22868/146578, 163 it/s) [2m25s:12m38s] 15% |████ | (22875/146578, 163 it/s) [2m25s:12m38s] 15% |████ | (22883/146578, 163 it/s) [2m25s:12m38s] 15% |████ | (22891/146578, 163 it/s) [2m25s:12m38s] 15% |████ | (22898/146578, 146 it/s) [2m25s:14m8s] 15% |████ | (22906/146578, 146 it/s) [2m26s:14m8s] 15% |████ | (22915/146578, 146 it/s) [2m26s:14m8s] 15% |████ | (22923/146578, 146 it/s) [2m26s:14m8s] 15% |████ | (22929/146578, 146 it/s) [2m26s:14m8s] 15% |████ | (22937/146578, 138 it/s) [2m26s:14m58s] 15% |████ | (22951/146578, 138 it/s) [2m26s:14m58s] 15% |████ | (22966/146578, 138 it/s) [2m26s:14m58s] 15% |████ | (22981/146578, 138 it/s) [2m26s:14m58s] 15% |████ | (22982/146578, 138 it/s) [2m26s:14m58s] 15% |████ | (22995/146578, 138 it/s) [2m26s:14m58s] 15% |████ | (23010/146578, 139 it/s) [2m26s:14m46s] 15% |████ | (23024/146578, 139 it/s) [2m27s:14m46s] 15% |████ | (23038/146578, 139 it/s) [2m27s:14m46s] 15% |████ | (23055/146578, 139 it/s) [2m27s:14m46s] 15% |████ | (23062/146578, 139 it/s) [2m27s:14m46s] 15% |████ | (23079/146578, 139 it/s) [2m27s:14m46s] 15% |████ | (23081/146578, 145 it/s) [2m27s:14m11s] 15% |████ | (23098/146578, 145 it/s) [2m27s:14m11s] 15% |████ | (23113/146578, 145 it/s) [2m27s:14m11s] 15% |████ | (23128/146578, 145 it/s) [2m27s:14m11s] 15% |████ | (23141/146578, 145 it/s) [2m27s:14m11s] 15% |████ | (23153/146578, 145 it/s) [2m27s:14m11s] 15% |████ | (23166/146578, 145 it/s) [2m27s:14m10s] 15% |████ | (23179/146578, 145 it/s) [2m27s:14m10s] 15% |████ | (23193/146578, 155 it/s) [2m28s:13m16s] 15% |████ | (23208/146578, 155 it/s) [2m28s:13m16s] 15% |████ | (23223/146578, 155 it/s) [2m28s:13m16s] 15% |████ | (23237/146578, 155 it/s) [2m28s:13m16s] 15% |████ | (23251/146578, 155 it/s) [2m28s:13m16s] 15% |████ | (23267/146578, 155 it/s) [2m28s:13m16s] 15% |████ | (23283/146578, 155 it/s) [2m28s:13m16s] 15% |████ | (23299/146578, 170 it/s) [2m28s:12m4s] 15% |████ | (23303/146578, 170 it/s) [2m28s:12m4s] 15% |████ | (23305/146578, 170 it/s) [2m28s:12m4s] 15% |████ | (23310/146578, 170 it/s) [2m28s:12m4s] 15% |████ | (23318/146578, 170 it/s) [2m28s:12m4s] 15% |████ | (23326/146578, 158 it/s) [2m29s:13m0s] 15% |████ | (23335/146578, 158 it/s) [2m29s:13m0s] 15% |████ | (23343/146578, 158 it/s) [2m29s:13m0s] 15% |████ | (23351/146578, 158 it/s) [2m29s:13m0s] 15% |████ | (23360/146578, 158 it/s) [2m29s:13m0s] 15% |████ | (23368/146578, 139 it/s) [2m29s:14m44s] 15% |████ | (23379/146578, 139 it/s) [2m29s:14m44s] 15% |████ | (23389/146578, 139 it/s) [2m29s:14m43s] 15% |████ | (23397/146578, 139 it/s) [2m29s:14m43s] 15% |████ | (23407/146578, 139 it/s) [2m29s:14m43s] 15% |████ | (23408/146578, 119 it/s) [2m30s:17m16s] 15% |████ | (23409/146578, 119 it/s) [2m30s:17m16s] 15% |████ | (23410/146578, 119 it/s) [2m30s:17m16s] 15% |████ | (23431/146578, 119 it/s) [2m30s:17m16s] 15% |████ | (23450/146578, 119 it/s) [2m30s:17m16s] 16% |████ | (23469/146578, 119 it/s) [2m30s:17m16s] 16% |████ | (23482/146578, 119 it/s) [2m30s:17m16s] 16% |█████ | (23495/146578, 120 it/s) [2m30s:17m1s] 16% |█████ | (23501/146578, 120 it/s) [2m30s:17m1s] 16% |█████ | (23511/146578, 120 it/s) [2m30s:17m1s] 16% |█████ | (23513/146578, 120 it/s) [2m30s:17m1s] 16% |█████ | (23519/146578, 120 it/s) [2m31s:17m1s] 16% |█████ | (23528/146578, 120 it/s) [2m31s:17m1s] 16% |████ | (23536/146578, 122 it/s) [2m31s:16m47s] 16% |████ | (23544/146578, 122 it/s) [2m31s:16m47s] 16% |████ | (23553/146578, 122 it/s) [2m31s:16m47s] 16% |████ | (23563/146578, 122 it/s) [2m31s:16m47s] 16% |████ | (23570/146578, 122 it/s) [2m31s:16m48s] 16% |████ | (23585/146578, 122 it/s) [2m31s:16m47s] 16% |████ | (23602/146578, 122 it/s) [2m31s:16m47s] 16% |████ | (23617/146578, 122 it/s) [2m31s:16m47s] 16% |████ | (23618/146578, 122 it/s) [2m31s:16m47s] 16% |████ | (23620/146578, 122 it/s) [2m32s:16m47s] 16% |████ | (23629/146578, 122 it/s) [2m32s:16m47s] 16% |████ | (23636/146578, 121 it/s) [2m32s:16m57s] 16% |████ | (23643/146578, 121 it/s) [2m32s:16m57s] 16% |████ | (23651/146578, 121 it/s) [2m32s:16m57s] 16% |████ | (23659/146578, 121 it/s) [2m32s:16m57s] 16% |████ | (23668/146578, 121 it/s) [2m32s:16m57s] 16% |████ | (23676/146578, 116 it/s) [2m32s:17m42s] 16% |████ | (23683/146578, 116 it/s) [2m32s:17m42s] 16% |████ | (23700/146578, 116 it/s) [2m32s:17m42s] 16% |████ | (23705/146578, 116 it/s) [2m33s:17m42s] 16% |████ | (23706/146578, 116 it/s) [2m33s:17m42s] 16% |████ | (23722/146578, 103 it/s) [2m33s:19m49s] 16% |████ | (23740/146578, 103 it/s) [2m33s:19m49s] 16% |████ | (23755/146578, 103 it/s) [2m33s:19m49s] 16% |████ | (23770/146578, 103 it/s) [2m33s:19m49s] 16% |████ | (23787/146578, 103 it/s) [2m33s:19m48s] 16% |████ | (23796/146578, 103 it/s) [2m33s:19m48s] 16% |████ | (23816/146578, 100 it/s) [2m33s:20m28s] 16% |████ | (23835/146578, 100 it/s) [2m33s:20m28s] 16% |████ | (23852/146578, 100 it/s) [2m33s:20m28s] 16% |████ | (23869/146578, 100 it/s) [2m34s:20m28s] 16% |████ | (23889/146578, 100 it/s) [2m34s:20m28s] 16% |████ | (23908/146578, 100 it/s) [2m34s:20m27s] 16% |████ | (23927/146578, 115 it/s) [2m34s:17m46s] 16% |████ | (23945/146578, 115 it/s) [2m34s:17m46s] 16% |████ | (23964/146578, 115 it/s) [2m34s:17m45s] 16% |████ | (23981/146578, 115 it/s) [2m34s:17m45s] 16% |████ | (23999/146578, 115 it/s) [2m34s:17m45s] 16% |████ | (24017/146578, 115 it/s) [2m34s:17m45s] 16% |████ | (24035/146578, 115 it/s) [2m34s:17m45s] 16% |████ | (24052/146578, 134 it/s) [2m34s:15m14s] 16% |████ | (24069/146578, 134 it/s) [2m34s:15m14s] 16% |████ | (24087/146578, 134 it/s) [2m34s:15m14s] 16% |████ | (24106/146578, 134 it/s) [2m34s:15m14s] 16% |████ | (24124/146578, 134 it/s) [2m34s:15m14s] 16% |████ | (24131/146578, 134 it/s) [2m35s:15m14s] 16% |████ | (24150/146578, 146 it/s) [2m35s:13m59s] 16% |████ | (24168/146578, 146 it/s) [2m35s:13m59s] 16% |████ | (24185/146578, 146 it/s) [2m35s:13m59s] 16% |████ | (24203/146578, 146 it/s) [2m35s:13m59s] 16% |████ | (24218/146578, 146 it/s) [2m35s:13m59s] 16% |████ | (24237/146578, 146 it/s) [2m35s:13m59s] 16% |████ | (24256/146578, 146 it/s) [2m35s:13m59s] 16% |█████ | (24274/146578, 155 it/s) [2m35s:13m8s] 16% |█████ | (24292/146578, 155 it/s) [2m35s:13m8s] 16% |█████ | (24310/146578, 155 it/s) [2m35s:13m8s] 16% |█████ | (24327/146578, 155 it/s) [2m35s:13m8s] 16% |█████ | (24344/146578, 155 it/s) [2m35s:13m8s] 16% |█████ | (24362/146578, 155 it/s) [2m36s:13m8s] 16% |█████ | (24378/146578, 155 it/s) [2m36s:13m8s] 16% |█████ | (24393/146578, 155 it/s) [2m36s:13m7s] 16% |████ | (24408/146578, 172 it/s) [2m36s:11m49s] 16% |████ | (24410/146578, 172 it/s) [2m36s:11m49s] 16% |████ | (24413/146578, 172 it/s) [2m36s:11m49s] 16% |████ | (24422/146578, 172 it/s) [2m36s:11m49s] 16% |████ | (24430/146578, 172 it/s) [2m36s:11m49s] 16% |████ | (24437/146578, 172 it/s) [2m36s:11m49s] 16% |████ | (24451/146578, 172 it/s) [2m36s:11m49s] 16% |████ | (24458/146578, 172 it/s) [2m37s:11m49s] 16% |████ | (24473/146578, 172 it/s) [2m37s:11m49s] 16% |████ | (24489/146578, 172 it/s) [2m37s:11m49s] 16% |████ | (24503/146578, 172 it/s) [2m37s:11m49s] 16% |████ | (24518/146578, 174 it/s) [2m37s:11m40s] 16% |████ | (24534/146578, 174 it/s) [2m37s:11m40s] 16% |████ | (24538/146578, 174 it/s) [2m37s:11m40s] 16% |████ | (24552/146578, 174 it/s) [2m37s:11m40s] 16% |████ | (24554/146578, 174 it/s) [2m37s:11m40s] 16% |████ | (24571/146578, 178 it/s) [2m37s:11m27s] 16% |████ | (24591/146578, 178 it/s) [2m37s:11m27s] 16% |████ | (24610/146578, 178 it/s) [2m37s:11m26s] 16% |████ | (24630/146578, 178 it/s) [2m37s:11m26s] 16% |████ | (24648/146578, 178 it/s) [2m38s:11m26s] 16% |████ | (24661/146578, 178 it/s) [2m38s:11m26s] 16% |████ | (24677/146578, 190 it/s) [2m38s:10m41s] 16% |████ | (24678/146578, 190 it/s) [2m38s:10m41s] 16% |████ | (24694/146578, 190 it/s) [2m38s:10m41s] 16% |████ | (24713/146578, 190 it/s) [2m38s:10m41s] 16% |████ | (24730/146578, 190 it/s) [2m38s:10m41s] 16% |████ | (24749/146578, 190 it/s) [2m38s:10m41s] 16% |████ | (24765/146578, 190 it/s) [2m38s:10m42s] 16% |████ | (24781/146578, 190 it/s) [2m38s:10m42s] 16% |████ | (24782/146578, 190 it/s) [2m38s:10m42s] 16% |████ | (24796/146578, 190 it/s) [2m39s:10m42s] 16% |████ | (24803/146578, 190 it/s) [2m39s:10m42s] 16% |████ | (24822/146578, 190 it/s) [2m39s:10m42s] 16% |████ | (24838/146578, 181 it/s) [2m39s:11m12s] 16% |████ | (24850/146578, 181 it/s) [2m39s:11m12s] 16% |████ | (24864/146578, 181 it/s) [2m39s:11m12s] 16% |████ | (24878/146578, 181 it/s) [2m39s:11m12s] 16% |████ | (24885/146578, 181 it/s) [2m39s:11m12s] 16% |████ | (24900/146578, 181 it/s) [2m39s:11m12s] 16% |█████ | (24903/146578, 169 it/s) [2m39s:12m1s] 16% |█████ | (24918/146578, 169 it/s) [2m39s:12m1s] 17% |█████ | (24932/146578, 169 it/s) [2m40s:12m1s] 17% |█████ | (24937/146578, 169 it/s) [2m40s:12m1s] 17% |█████ | (24950/146578, 169 it/s) [2m40s:12m1s] 17% |█████ | (24965/146578, 169 it/s) [2m40s:12m1s] 17% |█████ | (24971/146578, 162 it/s) [2m40s:12m32s] 17% |█████ | (24985/146578, 162 it/s) [2m40s:12m32s] 17% |█████ | (24988/146578, 162 it/s) [2m40s:12m32s] 17% |█████ | (25003/146578, 162 it/s) [2m40s:12m32s] 17% |█████ | (25018/146578, 162 it/s) [2m40s:12m32s] 17% |█████ | (25030/146578, 162 it/s) [2m40s:12m32s] 17% |█████ | (25041/146578, 162 it/s) [2m40s:12m32s] 17% |█████ | (25056/146578, 150 it/s) [2m40s:13m30s] 17% |█████ | (25074/146578, 150 it/s) [2m41s:13m30s] 17% |█████ | (25084/146578, 150 it/s) [2m41s:13m30s] 17% |█████ | (25096/146578, 150 it/s) [2m41s:13m30s] 17% |█████ | (25106/146578, 137 it/s) [2m41s:14m48s] 17% |█████ | (25117/146578, 137 it/s) [2m41s:14m48s] 17% |█████ | (25127/146578, 137 it/s) [2m41s:14m48s] 17% |█████ | (25137/146578, 137 it/s) [2m41s:14m48s] 17% |█████ | (25154/146578, 137 it/s) [2m41s:14m48s] 17% |█████ | (25165/146578, 137 it/s) [2m41s:14m48s] 17% |█████ | (25186/146578, 143 it/s) [2m41s:14m9s] 17% |█████ | (25205/146578, 143 it/s) [2m42s:14m8s] 17% |█████ | (25224/146578, 143 it/s) [2m42s:14m8s] 17% |█████ | (25244/146578, 143 it/s) [2m42s:14m8s] 17% |█████ | (25259/146578, 143 it/s) [2m42s:14m8s] 17% |█████ | (25261/146578, 143 it/s) [2m42s:14m8s] 17% |█████ | (25265/146578, 143 it/s) [2m42s:14m8s] 17% |█████ | (25276/146578, 147 it/s) [2m42s:13m42s] 17% |█████ | (25286/146578, 147 it/s) [2m42s:13m42s] 17% |█████ | (25294/146578, 147 it/s) [2m42s:13m42s] 17% |█████ | (25303/146578, 147 it/s) [2m42s:13m42s] 17% |█████ | (25312/146578, 145 it/s) [2m42s:13m57s] 17% |█████ | (25321/146578, 145 it/s) [2m43s:13m57s] 17% |█████ | (25332/146578, 145 it/s) [2m43s:13m57s] 17% |█████ | (25343/146578, 145 it/s) [2m43s:13m57s] 17% |█████ | (25352/146578, 145 it/s) [2m43s:13m57s] 17% |█████ | (25363/146578, 134 it/s) [2m43s:15m6s] 17% |█████ | (25374/146578, 134 it/s) [2m43s:15m6s] 17% |█████ | (25384/146578, 134 it/s) [2m43s:15m6s] 17% |█████ | (25402/146578, 134 it/s) [2m43s:15m6s] 17% |█████ | (25420/146578, 134 it/s) [2m43s:15m6s] 17% |█████ | (25437/146578, 134 it/s) [2m43s:15m6s] 17% |█████ | (25454/146578, 134 it/s) [2m43s:15m6s] 17% |█████ | (25472/146578, 135 it/s) [2m43s:14m59s] 17% |█████ | (25491/146578, 135 it/s) [2m44s:14m59s] 17% |█████ | (25509/146578, 135 it/s) [2m44s:14m59s] 17% |█████ | (25529/146578, 135 it/s) [2m44s:14m59s] 17% |█████ | (25550/146578, 135 it/s) [2m44s:14m59s] 17% |█████ | (25569/146578, 135 it/s) [2m44s:14m59s] 17% |█████ | (25587/146578, 135 it/s) [2m44s:14m59s] 17% |█████ | (25597/146578, 148 it/s) [2m44s:13m38s] 17% |█████ | (25599/146578, 148 it/s) [2m44s:13m38s] 17% |█████ | (25607/146578, 148 it/s) [2m44s:13m38s] 17% |█████ | (25616/146578, 148 it/s) [2m44s:13m38s] 17% |█████ | (25625/146578, 148 it/s) [2m44s:13m38s] 17% |█████ | (25634/146578, 140 it/s) [2m45s:14m24s] 17% |█████ | (25643/146578, 140 it/s) [2m45s:14m24s] 17% |█████ | (25660/146578, 140 it/s) [2m45s:14m24s] 17% |█████ | (25676/146578, 135 it/s) [2m45s:14m56s] 17% |█████ | (25677/146578, 135 it/s) [2m45s:14m56s] 17% |█████ | (25686/146578, 135 it/s) [2m45s:14m56s] 17% |█████ | (25695/146578, 135 it/s) [2m45s:14m55s] 17% |█████ | (25703/146578, 127 it/s) [2m46s:15m49s] 17% |█████ | (25712/146578, 127 it/s) [2m46s:15m49s] 17% |█████ | (25722/146578, 127 it/s) [2m46s:15m49s] 17% |█████ | (25729/146578, 127 it/s) [2m46s:15m49s] 17% |█████ | (25739/146578, 127 it/s) [2m46s:15m49s] 17% |█████ | (25747/146578, 124 it/s) [2m46s:16m12s] 17% |█████ | (25766/146578, 124 it/s) [2m46s:16m12s] 17% |█████ | (25771/146578, 124 it/s) [2m46s:16m12s] 17% |█████ | (25791/146578, 124 it/s) [2m46s:16m12s] 17% |█████ | (25809/146578, 124 it/s) [2m46s:16m12s] 17% |█████ | (25816/146578, 124 it/s) [2m46s:16m12s] 17% |█████ | (25817/146578, 124 it/s) [2m47s:16m15s] 17% |█████ | (25827/146578, 124 it/s) [2m47s:16m15s] 17% |█████ | (25845/146578, 124 it/s) [2m47s:16m14s] 17% |█████ | (25864/146578, 124 it/s) [2m47s:16m14s] 17% |█████ | (25866/146578, 124 it/s) [2m47s:16m14s] 17% |█████ | (25874/146578, 124 it/s) [2m47s:16m14s] 17% |█████ | (25884/146578, 118 it/s) [2m47s:17m6s] 17% |█████ | (25894/146578, 118 it/s) [2m47s:17m6s] 17% |█████ | (25902/146578, 118 it/s) [2m47s:17m6s] 17% |█████ | (25920/146578, 118 it/s) [2m47s:17m6s] 17% |█████ | (25937/146578, 118 it/s) [2m47s:17m6s] 17% |█████ | (25954/146578, 118 it/s) [2m48s:17m6s] 17% |█████ | (25972/146578, 118 it/s) [2m48s:17m6s] 17% |█████ | (25990/146578, 128 it/s) [2m48s:15m41s] 17% |█████ | (26007/146578, 128 it/s) [2m48s:15m41s] 17% |█████ | (26025/146578, 128 it/s) [2m48s:15m41s] 17% |█████ | (26045/146578, 128 it/s) [2m48s:15m41s] 17% |█████ | (26063/146578, 128 it/s) [2m48s:15m41s] 17% |█████ | (26082/146578, 128 it/s) [2m48s:15m40s] 17% |█████ | (26100/146578, 128 it/s) [2m48s:15m40s] 17% |█████ | (26117/146578, 145 it/s) [2m48s:13m48s] 17% |█████ | (26134/146578, 145 it/s) [2m48s:13m48s] 17% |█████ | (26150/146578, 145 it/s) [2m48s:13m48s] 17% |█████ | (26167/146578, 145 it/s) [2m48s:13m48s] 17% |█████ | (26184/146578, 145 it/s) [2m48s:13m48s] 17% |█████ | (26201/146578, 145 it/s) [2m48s:13m48s] 17% |█████ | (26217/146578, 145 it/s) [2m49s:13m48s] 17% |█████ | (26234/146578, 145 it/s) [2m49s:13m47s] 17% |█████ | (26250/146578, 150 it/s) [2m49s:13m20s] 17% |█████ | (26268/146578, 150 it/s) [2m49s:13m19s] 17% |█████ | (26287/146578, 150 it/s) [2m49s:13m19s] 17% |█████ | (26305/146578, 150 it/s) [2m49s:13m19s] 17% |█████ | (26322/146578, 150 it/s) [2m49s:13m19s] 17% |█████ | (26340/146578, 150 it/s) [2m49s:13m19s] 17% |█████ | (26357/146578, 150 it/s) [2m49s:13m19s] 17% |█████ | (26375/146578, 152 it/s) [2m49s:13m11s] 18% |█████ | (26390/146578, 152 it/s) [2m49s:13m11s] 18% |█████ | (26404/146578, 152 it/s) [2m49s:13m11s] 18% |█████ | (26412/146578, 152 it/s) [2m49s:13m11s] 18% |█████ | (26415/146578, 152 it/s) [2m49s:13m11s] 18% |█████ | (26416/146578, 152 it/s) [2m50s:13m11s] 18% |█████ | (26425/146578, 155 it/s) [2m50s:12m54s] 18% |█████ | (26432/146578, 155 it/s) [2m50s:12m54s] 18% |█████ | (26442/146578, 152 it/s) [2m50s:13m11s] 18% |█████ | (26451/146578, 152 it/s) [2m50s:13m11s] 18% |█████ | (26466/146578, 152 it/s) [2m50s:13m11s] 18% |█████ | (26467/146578, 152 it/s) [2m51s:13m11s] 18% |█████ | (26483/146578, 152 it/s) [2m51s:13m11s] 18% |█████ | (26499/146578, 152 it/s) [2m51s:13m11s] 18% |█████ | (26514/146578, 156 it/s) [2m51s:12m49s] 18% |█████ | (26528/146578, 156 it/s) [2m51s:12m48s] 18% |█████ | (26543/146578, 156 it/s) [2m51s:12m48s] 18% |█████ | (26546/146578, 156 it/s) [2m51s:12m48s] 18% |█████ | (26561/146578, 156 it/s) [2m51s:12m48s] 18% |█████ | (26569/146578, 156 it/s) [2m51s:12m48s] 18% |█████ | (26584/146578, 163 it/s) [2m51s:12m17s] 18% |█████ | (26586/146578, 163 it/s) [2m52s:12m17s] 18% |█████ | (26595/146578, 163 it/s) [2m52s:12m17s] 18% |█████ | (26603/146578, 163 it/s) [2m52s:12m17s] 18% |█████ | (26612/146578, 157 it/s) [2m52s:12m46s] 18% |█████ | (26620/146578, 157 it/s) [2m52s:12m46s] 18% |█████ | (26626/146578, 157 it/s) [2m52s:12m46s] 18% |█████ | (26634/146578, 157 it/s) [2m52s:12m46s] 18% |█████ | (26643/146578, 157 it/s) [2m52s:12m46s] 18% |█████ | (26655/146578, 152 it/s) [2m52s:13m10s] 18% |█████ | (26664/146578, 152 it/s) [2m52s:13m10s] 18% |█████ | (26674/146578, 152 it/s) [2m53s:13m10s] 18% |█████ | (26683/146578, 152 it/s) [2m53s:13m9s] 18% |█████ | (26695/146578, 152 it/s) [2m53s:13m9s] 18% |█████ | (26704/146578, 142 it/s) [2m53s:14m1s] 18% |█████ | (26714/146578, 142 it/s) [2m53s:14m1s] 18% |█████ | (26722/146578, 142 it/s) [2m53s:14m1s] 18% |█████ | (26739/146578, 142 it/s) [2m53s:14m1s] 18% |█████ | (26756/146578, 142 it/s) [2m53s:14m1s] 18% |█████ | (26773/146578, 142 it/s) [2m53s:14m1s] 18% |█████ | (26790/146578, 142 it/s) [2m53s:14m0s] 18% |█████ | (26804/146578, 133 it/s) [2m53s:14m59s] 18% |█████ | (26805/146578, 133 it/s) [2m53s:14m59s] 18% |█████ | (26806/146578, 133 it/s) [2m54s:14m59s] 18% |█████ | (26816/146578, 133 it/s) [2m54s:14m59s] 18% |█████ | (26826/146578, 133 it/s) [2m54s:14m59s] 18% |█████ | (26833/146578, 116 it/s) [2m54s:17m14s] 18% |█████ | (26842/146578, 116 it/s) [2m54s:17m14s] 18% |█████ | (26851/146578, 116 it/s) [2m54s:17m14s] 18% |█████ | (26860/146578, 116 it/s) [2m54s:17m14s] 18% |█████ | (26870/146578, 116 it/s) [2m54s:17m14s] 18% |█████ | (26877/146578, 98 it/s) [2m54s:20m23s] 18% |█████ | (26886/146578, 98 it/s) [2m55s:20m23s] 18% |█████ | (26894/146578, 98 it/s) [2m55s:20m23s] 18% |█████ | (26902/146578, 98 it/s) [2m55s:20m23s] 18% |█████ | (26909/146578, 98 it/s) [2m55s:20m23s] 18% |█████ | (26925/146578, 98 it/s) [2m55s:20m22s] 18% |█████ | (26941/146578, 98 it/s) [2m55s:20m25s] 18% |█████ | (26957/146578, 98 it/s) [2m55s:20m25s] 18% |█████ | (26975/146578, 98 it/s) [2m55s:20m25s] 18% |█████ | (26986/146578, 98 it/s) [2m55s:20m25s] 18% |█████ | (26987/146578, 105 it/s) [2m56s:18m56s] 18% |█████ | (27000/146578, 105 it/s) [2m56s:18m56s] 18% |█████ | (27015/146578, 105 it/s) [2m56s:18m56s] 18% |█████ | (27030/146578, 105 it/s) [2m56s:18m56s] 18% |█████ | (27047/146578, 105 it/s) [2m56s:18m56s] 18% |█████ | (27065/146578, 105 it/s) [2m56s:18m55s] 18% |█████ | (27080/146578, 112 it/s) [2m56s:17m48s] 18% |█████ | (27099/146578, 112 it/s) [2m56s:17m48s] 18% |█████ | (27118/146578, 112 it/s) [2m56s:17m48s] 18% |█████ | (27136/146578, 112 it/s) [2m56s:17m48s] 18% |█████ | (27155/146578, 112 it/s) [2m56s:17m48s] 18% |█████ | (27174/146578, 112 it/s) [2m57s:17m47s] 18% |█████ | (27192/146578, 117 it/s) [2m57s:17m1s] 18% |█████ | (27212/146578, 117 it/s) [2m57s:17m1s] 18% |█████ | (27233/146578, 117 it/s) [2m57s:17m0s] 18% |█████ | (27251/146578, 117 it/s) [2m57s:17m0s] 18% |█████ | (27270/146578, 117 it/s) [2m57s:17m0s] 18% |█████ | (27289/146578, 117 it/s) [2m57s:17m0s] 18% |█████ | (27310/146578, 117 it/s) [2m57s:17m0s] 18% |█████ | (27329/146578, 139 it/s) [2m57s:14m17s] 18% |█████ | (27348/146578, 139 it/s) [2m57s:14m17s] 18% |█████ | (27369/146578, 139 it/s) [2m57s:14m17s] 18% |█████ | (27390/146578, 139 it/s) [2m57s:14m17s] 18% |█████ | (27410/146578, 139 it/s) [2m57s:14m17s] 18% |█████ | (27428/146578, 139 it/s) [2m57s:14m17s] 18% |█████ | (27448/146578, 139 it/s) [2m57s:14m17s] 18% |█████ | (27467/146578, 139 it/s) [2m58s:14m16s] 18% |█████ | (27488/146578, 161 it/s) [2m58s:12m21s] 18% |█████ | (27506/146578, 161 it/s) [2m58s:12m21s] 18% |█████ | (27527/146578, 161 it/s) [2m58s:12m21s] 18% |█████ | (27544/146578, 161 it/s) [2m58s:12m21s] 18% |█████ | (27565/146578, 161 it/s) [2m58s:12m21s] 18% |█████ | (27584/146578, 161 it/s) [2m58s:12m20s] 18% |█████ | (27604/146578, 161 it/s) [2m58s:12m20s] 18% |█████ | (27623/146578, 180 it/s) [2m58s:10m59s] 18% |█████ | (27639/146578, 180 it/s) [2m58s:10m59s] 18% |█████ | (27642/146578, 180 it/s) [2m58s:10m59s] 18% |█████ | (27650/146578, 180 it/s) [2m58s:10m59s] 18% |█████ | (27660/146578, 180 it/s) [2m58s:10m59s] 18% |█████ | (27668/146578, 170 it/s) [2m59s:11m38s] 18% |█████ | (27677/146578, 170 it/s) [2m59s:11m38s] 18% |█████ | (27688/146578, 170 it/s) [2m59s:11m38s] 18% |█████ | (27697/146578, 170 it/s) [2m59s:11m38s] 18% |█████ | (27707/146578, 170 it/s) [2m59s:11m38s] 18% |█████ | (27717/146578, 173 it/s) [2m59s:11m28s] 18% |█████ | (27729/146578, 173 it/s) [2m59s:11m28s] 18% |█████ | (27739/146578, 173 it/s) [2m59s:11m28s] 18% |█████ | (27750/146578, 173 it/s) [2m59s:11m28s] 18% |█████ | (27757/146578, 173 it/s) [3m0s:11m28s] 18% |█████ | (27766/146578, 173 it/s) [3m0s:11m25s] 18% |█████ | (27774/146578, 173 it/s) [3m0s:11m25s] 18% |█████ | (27780/146578, 173 it/s) [3m0s:11m25s] 18% |█████ | (27787/146578, 173 it/s) [3m0s:11m25s] 18% |█████ | (27796/146578, 173 it/s) [3m0s:11m24s] 18% |█████ | (27805/146578, 171 it/s) [3m0s:11m35s] 18% |█████ | (27811/146578, 171 it/s) [3m0s:11m35s] 18% |█████ | (27813/146578, 171 it/s) [3m1s:11m35s] 18% |█████ | (27822/146578, 171 it/s) [3m1s:11m35s] 18% |█████ | (27829/146578, 165 it/s) [3m1s:12m1s] 18% |█████ | (27837/146578, 165 it/s) [3m1s:12m1s] 18% |█████ | (27844/146578, 165 it/s) [3m1s:12m1s] 19% |██████ | (27852/146578, 165 it/s) [3m1s:12m1s] 19% |██████ | (27860/146578, 153 it/s) [3m1s:12m55s] 19% |██████ | (27870/146578, 153 it/s) [3m1s:12m54s] 19% |██████ | (27887/146578, 153 it/s) [3m1s:12m54s] 19% |██████ | (27904/146578, 153 it/s) [3m1s:12m54s] 19% |██████ | (27920/146578, 153 it/s) [3m2s:12m54s] 19% |██████ | (27935/146578, 146 it/s) [3m2s:13m31s] 19% |██████ | (27950/146578, 146 it/s) [3m2s:13m31s] 19% |██████ | (27964/146578, 146 it/s) [3m2s:13m31s] 19% |██████ | (27979/146578, 146 it/s) [3m2s:13m31s] 19% |██████ | (27992/146578, 146 it/s) [3m2s:13m31s] 19% |██████ | (28001/146578, 146 it/s) [3m2s:13m31s] 19% |██████ | (28013/146578, 133 it/s) [3m2s:14m52s] 19% |██████ | (28015/146578, 133 it/s) [3m2s:14m52s] 19% |██████ | (28022/146578, 133 it/s) [3m2s:14m52s] 19% |██████ | (28027/146578, 133 it/s) [3m3s:14m52s] 19% |██████ | (28034/146578, 133 it/s) [3m3s:14m52s] 19% |██████ | (28035/146578, 109 it/s) [3m3s:18m10s] 19% |██████ | (28039/146578, 109 it/s) [3m3s:18m10s] 19% |██████ | (28046/146578, 109 it/s) [3m3s:18m10s] 19% |██████ | (28051/146578, 109 it/s) [3m3s:18m10s] 19% |██████ | (28057/146578, 109 it/s) [3m3s:18m10s] 19% |██████ | (28063/146578, 85 it/s) [3m3s:23m14s] 19% |██████ | (28078/146578, 85 it/s) [3m3s:23m14s] 19% |██████ | (28095/146578, 85 it/s) [3m3s:23m14s] 19% |██████ | (28109/146578, 85 it/s) [3m3s:23m13s] 19% |██████ | (28126/146578, 85 it/s) [3m4s:23m13s] 19% |██████ | (28142/146578, 85 it/s) [3m4s:23m13s] 19% |██████ | (28159/146578, 85 it/s) [3m4s:23m13s] 19% |██████ | (28174/146578, 85 it/s) [3m4s:23m13s] 19% |██████ | (28189/146578, 100 it/s) [3m4s:19m41s] 19% |██████ | (28202/146578, 100 it/s) [3m4s:19m41s] 19% |██████ | (28210/146578, 100 it/s) [3m4s:19m41s] 19% |██████ | (28227/146578, 100 it/s) [3m4s:19m40s] 19% |██████ | (28243/146578, 100 it/s) [3m4s:19m40s] 19% |██████ | (28258/146578, 106 it/s) [3m4s:18m41s] 19% |██████ | (28274/146578, 106 it/s) [3m4s:18m41s] 19% |██████ | (28285/146578, 106 it/s) [3m4s:18m41s] 19% |██████ | (28293/146578, 106 it/s) [3m5s:18m41s] 19% |██████ | (28307/146578, 106 it/s) [3m5s:18m40s] 19% |██████ | (28308/146578, 106 it/s) [3m5s:18m32s] 19% |██████ | (28314/146578, 106 it/s) [3m5s:18m32s] 19% |██████ | (28331/146578, 106 it/s) [3m5s:18m32s] 19% |██████ | (28347/146578, 106 it/s) [3m5s:18m32s] 19% |██████ | (28361/146578, 106 it/s) [3m5s:18m32s] 19% |██████ | (28376/146578, 106 it/s) [3m5s:18m32s] 19% |██████ | (28388/146578, 112 it/s) [3m5s:17m34s] 19% |██████ | (28402/146578, 112 it/s) [3m5s:17m34s] 19% |██████ | (28416/146578, 112 it/s) [3m6s:17m34s] 19% |██████ | (28427/146578, 112 it/s) [3m6s:17m34s] 19% |██████ | (28438/146578, 112 it/s) [3m6s:17m34s] 19% |██████ | (28453/146578, 121 it/s) [3m6s:16m19s] 19% |██████ | (28469/146578, 121 it/s) [3m6s:16m19s] 19% |██████ | (28484/146578, 121 it/s) [3m6s:16m19s] 19% |██████ | (28498/146578, 121 it/s) [3m6s:16m19s] 19% |██████ | (28511/146578, 121 it/s) [3m6s:16m18s] 19% |██████ | (28515/146578, 121 it/s) [3m6s:16m18s] 19% |██████ | (28525/146578, 127 it/s) [3m6s:15m32s] 19% |██████ | (28541/146578, 127 it/s) [3m7s:15m32s] 19% |██████ | (28543/146578, 127 it/s) [3m7s:15m32s] 19% |██████ | (28544/146578, 127 it/s) [3m7s:15m32s] 19% |██████ | (28558/146578, 127 it/s) [3m7s:15m32s] 19% |██████ | (28575/146578, 127 it/s) [3m7s:15m31s] 19% |██████ | (28589/146578, 127 it/s) [3m7s:15m31s] 19% |██████ | (28605/146578, 127 it/s) [3m7s:15m27s] 19% |██████ | (28613/146578, 127 it/s) [3m7s:15m27s] 19% |██████ | (28626/146578, 127 it/s) [3m7s:15m27s] 19% |██████ | (28641/146578, 127 it/s) [3m7s:15m27s] 19% |██████ | (28653/146578, 127 it/s) [3m7s:15m26s] 19% |██████ | (28666/146578, 127 it/s) [3m7s:15m26s] 19% |██████ | (28680/146578, 127 it/s) [3m8s:15m25s] 19% |██████ | (28686/146578, 127 it/s) [3m8s:15m24s] 19% |██████ | (28701/146578, 127 it/s) [3m8s:15m24s] 19% |██████ | (28715/146578, 127 it/s) [3m8s:15m24s] 19% |██████ | (28730/146578, 131 it/s) [3m8s:14m59s] 19% |██████ | (28744/146578, 131 it/s) [3m8s:14m59s] 19% |██████ | (28756/146578, 131 it/s) [3m8s:14m59s] 19% |██████ | (28757/146578, 131 it/s) [3m8s:14m59s] 19% |██████ | (28767/146578, 133 it/s) [3m9s:14m46s] 19% |██████ | (28781/146578, 133 it/s) [3m9s:14m46s] 19% |██████ | (28794/146578, 133 it/s) [3m9s:14m46s] 19% |██████ | (28809/146578, 133 it/s) [3m9s:14m45s] 19% |██████ | (28823/146578, 133 it/s) [3m9s:14m45s] 19% |██████ | (28837/146578, 133 it/s) [3m9s:14m45s] 19% |██████ | (28851/146578, 125 it/s) [3m9s:15m39s] 19% |██████ | (28865/146578, 125 it/s) [3m9s:15m39s] 19% |██████ | (28866/146578, 125 it/s) [3m9s:15m39s] 19% |██████ | (28871/146578, 125 it/s) [3m9s:15m39s] 19% |█████ | (28874/146578, 125 it/s) [3m10s:15m39s] 19% |██████ | (28878/146578, 115 it/s) [3m10s:17m1s] 19% |██████ | (28880/146578, 115 it/s) [3m10s:17m1s] 19% |██████ | (28883/146578, 115 it/s) [3m10s:17m1s] 19% |██████ | (28898/146578, 115 it/s) [3m10s:17m0s] 19% |██████ | (28911/146578, 115 it/s) [3m10s:17m0s] 19% |██████ | (28928/146578, 115 it/s) [3m10s:17m0s] 19% |█████ | (28945/146578, 117 it/s) [3m11s:16m47s] 19% |█████ | (28965/146578, 117 it/s) [3m11s:16m46s] 19% |█████ | (28983/146578, 113 it/s) [3m11s:17m22s] 19% |█████ | (29003/146578, 113 it/s) [3m11s:17m22s] 19% |█████ | (29023/146578, 113 it/s) [3m11s:17m22s] 19% |█████ | (29041/146578, 113 it/s) [3m11s:17m22s] 19% |█████ | (29061/146578, 113 it/s) [3m11s:17m22s] 19% |█████ | (29074/146578, 113 it/s) [3m11s:17m22s] 19% |█████ | (29090/146578, 113 it/s) [3m11s:17m21s] 19% |█████ | (29107/146578, 113 it/s) [3m11s:17m21s] 19% |█████ | (29115/146578, 126 it/s) [3m11s:15m30s] 19% |█████ | (29118/146578, 126 it/s) [3m11s:15m30s] 19% |█████ | (29123/146578, 126 it/s) [3m12s:15m30s] 19% |█████ | (29143/146578, 126 it/s) [3m12s:15m30s] 19% |█████ | (29148/146578, 119 it/s) [3m12s:16m24s] 19% |█████ | (29168/146578, 119 it/s) [3m12s:16m24s] 19% |█████ | (29186/146578, 119 it/s) [3m12s:16m23s] 19% |█████ | (29204/146578, 119 it/s) [3m12s:16m23s] 19% |█████ | (29220/146578, 119 it/s) [3m12s:16m23s] 19% |█████ | (29234/146578, 119 it/s) [3m12s:16m23s] 19% |█████ | (29251/146578, 119 it/s) [3m12s:16m23s] 19% |█████ | (29256/146578, 125 it/s) [3m12s:15m39s] 19% |█████ | (29271/146578, 125 it/s) [3m13s:15m39s] 19% |█████ | (29278/146578, 125 it/s) [3m13s:15m39s] 19% |█████ | (29296/146578, 125 it/s) [3m13s:15m39s] 19% |█████ | (29309/146578, 125 it/s) [3m13s:15m39s] 20% |██████ | (29324/146578, 125 it/s) [3m13s:15m39s] 20% |██████ | (29338/146578, 124 it/s) [3m13s:15m43s] 20% |██████ | (29353/146578, 124 it/s) [3m13s:15m43s] 20% |██████ | (29354/146578, 124 it/s) [3m13s:15m43s] 20% |██████ | (29361/146578, 124 it/s) [3m13s:15m43s] 20% |██████ | (29368/146578, 124 it/s) [3m13s:15m43s] 20% |██████ | (29374/146578, 122 it/s) [3m13s:16m0s] 20% |██████ | (29380/146578, 122 it/s) [3m14s:16m0s] 20% |██████ | (29383/146578, 122 it/s) [3m14s:16m0s] 20% |██████ | (29387/146578, 122 it/s) [3m14s:16m0s] 20% |██████ | (29390/146578, 118 it/s) [3m14s:16m30s] 20% |██████ | (29394/146578, 118 it/s) [3m14s:16m30s] 20% |██████ | (29408/146578, 118 it/s) [3m14s:16m29s] 20% |██████ | (29421/146578, 118 it/s) [3m14s:16m29s] 20% |██████ | (29426/146578, 118 it/s) [3m14s:16m29s] 20% |██████ | (29427/146578, 110 it/s) [3m14s:17m49s] 20% |██████ | (29442/146578, 110 it/s) [3m15s:17m49s] 20% |██████ | (29457/146578, 110 it/s) [3m15s:17m49s] 20% |██████ | (29471/146578, 110 it/s) [3m15s:17m49s] 20% |██████ | (29480/146578, 110 it/s) [3m15s:17m49s] 20% |██████ | (29494/146578, 110 it/s) [3m15s:17m48s] 20% |██████ | (29502/146578, 119 it/s) [3m15s:16m23s] 20% |██████ | (29504/146578, 119 it/s) [3m15s:16m23s] 20% |██████ | (29518/146578, 119 it/s) [3m15s:16m23s] 20% |██████ | (29532/146578, 119 it/s) [3m15s:16m23s] 20% |██████ | (29547/146578, 119 it/s) [3m15s:16m23s] 20% |██████ | (29559/146578, 117 it/s) [3m16s:16m39s] 20% |██████ | (29573/146578, 117 it/s) [3m16s:16m39s] 20% |██████ | (29581/146578, 117 it/s) [3m16s:16m38s] 20% |██████ | (29595/146578, 117 it/s) [3m16s:16m38s] 20% |██████ | (29605/146578, 117 it/s) [3m16s:16m38s] 20% |██████ | (29621/146578, 117 it/s) [3m16s:16m38s] 20% |██████ | (29638/146578, 117 it/s) [3m16s:16m38s] 20% |██████ | (29651/146578, 117 it/s) [3m16s:16m38s] 20% |██████ | (29666/146578, 128 it/s) [3m16s:15m15s] 20% |██████ | (29677/146578, 128 it/s) [3m16s:15m15s] 20% |██████ | (29692/146578, 128 it/s) [3m16s:15m15s] 20% |██████ | (29700/146578, 128 it/s) [3m16s:15m15s] 20% |██████ | (29714/146578, 128 it/s) [3m16s:15m15s] 20% |██████ | (29729/146578, 128 it/s) [3m16s:15m14s] 20% |██████ | (29743/146578, 128 it/s) [3m17s:15m14s] 20% |██████ | (29755/146578, 121 it/s) [3m17s:16m7s] 20% |██████ | (29764/146578, 121 it/s) [3m17s:16m7s] 20% |██████ | (29779/146578, 121 it/s) [3m17s:16m7s] 20% |██████ | (29791/146578, 121 it/s) [3m17s:16m7s] 20% |██████ | (29808/146578, 121 it/s) [3m17s:16m7s] 20% |██████ | (29825/146578, 121 it/s) [3m17s:16m7s] 20% |██████ | (29837/146578, 121 it/s) [3m17s:16m7s] 20% |██████ | (29854/146578, 121 it/s) [3m17s:16m7s] 20% |██████ | (29866/146578, 135 it/s) [3m17s:14m24s] 20% |██████ | (29881/146578, 135 it/s) [3m17s:14m24s] 20% |██████ | (29891/146578, 135 it/s) [3m17s:14m23s] 20% |██████ | (29906/146578, 135 it/s) [3m17s:14m23s] 20% |██████ | (29921/146578, 135 it/s) [3m17s:14m23s] 20% |██████ | (29937/146578, 135 it/s) [3m18s:14m23s] 20% |██████ | (29953/146578, 135 it/s) [3m18s:14m23s] 20% |██████ | (29964/146578, 136 it/s) [3m18s:14m19s] 20% |██████ | (29978/146578, 136 it/s) [3m18s:14m19s] 20% |██████ | (29989/146578, 136 it/s) [3m18s:14m19s] 20% |██████ | (29994/146578, 136 it/s) [3m18s:14m19s] 20% |██████ | (30007/146578, 136 it/s) [3m18s:14m19s] 20% |██████ | (30022/146578, 136 it/s) [3m18s:14m19s] 20% |██████ | (30028/146578, 134 it/s) [3m18s:14m26s] 20% |██████ | (30029/146578, 134 it/s) [3m18s:14m26s] 20% |██████ | (30044/146578, 134 it/s) [3m18s:14m26s] 20% |██████ | (30059/146578, 134 it/s) [3m18s:14m26s] 20% |██████ | (30074/146578, 134 it/s) [3m19s:14m26s] 20% |██████ | (30090/146578, 140 it/s) [3m19s:13m51s] 20% |██████ | (30107/146578, 140 it/s) [3m19s:13m51s] 20% |██████ | (30121/146578, 140 it/s) [3m19s:13m51s] 20% |██████ | (30138/146578, 140 it/s) [3m19s:13m51s] 20% |██████ | (30150/146578, 140 it/s) [3m19s:13m51s] 20% |██████ | (30167/146578, 140 it/s) [3m19s:13m51s] 20% |██████ | (30181/146578, 140 it/s) [3m19s:13m50s] 20% |██████ | (30192/146578, 140 it/s) [3m19s:13m50s] 20% |██████ | (30193/146578, 154 it/s) [3m19s:12m33s] 20% |██████ | (30207/146578, 154 it/s) [3m19s:12m33s] 20% |██████ | (30220/146578, 154 it/s) [3m19s:12m33s] 20% |██████ | (30230/146578, 154 it/s) [3m19s:12m33s] 20% |██████ | (30247/146578, 154 it/s) [3m19s:12m33s] 20% |██████ | (30256/146578, 154 it/s) [3m20s:12m33s] 20% |██████ | (30267/146578, 154 it/s) [3m20s:12m32s] 20% |██████ | (30268/146578, 160 it/s) [3m20s:12m8s] 20% |██████ | (30285/146578, 160 it/s) [3m20s:12m7s] 20% |██████ | (30301/146578, 160 it/s) [3m20s:12m7s] 20% |██████ | (30316/146578, 160 it/s) [3m20s:12m7s] 20% |██████ | (30332/146578, 160 it/s) [3m20s:12m7s] 20% |██████ | (30348/146578, 160 it/s) [3m20s:12m7s] 20% |██████ | (30360/146578, 164 it/s) [3m20s:11m50s] 20% |██████ | (30370/146578, 164 it/s) [3m20s:11m50s] 20% |██████ | (30371/146578, 164 it/s) [3m21s:11m50s] 20% |██████ | (30386/146578, 164 it/s) [3m21s:11m50s] 20% |██████ | (30399/146578, 159 it/s) [3m21s:12m8s] 20% |██████ | (30413/146578, 159 it/s) [3m21s:12m8s] 20% |██████ | (30427/146578, 159 it/s) [3m21s:12m8s] 20% |██████ | (30438/146578, 159 it/s) [3m21s:12m8s] 20% |██████ | (30442/146578, 159 it/s) [3m21s:12m8s] 20% |██████ | (30443/146578, 150 it/s) [3m21s:12m56s] 20% |██████ | (30458/146578, 150 it/s) [3m21s:12m56s] 20% |██████ | (30476/146578, 150 it/s) [3m22s:12m56s] 20% |██████ | (30491/146578, 150 it/s) [3m22s:12m56s] 20% |██████ | (30505/146578, 150 it/s) [3m22s:12m56s] 20% |██████ | (30521/146578, 150 it/s) [3m22s:12m56s] 20% |██████ | (30523/146578, 145 it/s) [3m22s:13m22s] 20% |██████ | (30538/146578, 145 it/s) [3m22s:13m22s] 20% |██████ | (30553/146578, 145 it/s) [3m22s:13m22s] 20% |██████ | (30568/146578, 145 it/s) [3m22s:13m22s] 20% |██████ | (30583/146578, 145 it/s) [3m22s:13m22s] 20% |██████ | (30591/146578, 145 it/s) [3m22s:13m22s] 20% |██████ | (30608/146578, 139 it/s) [3m23s:13m52s] 20% |██████ | (30622/146578, 139 it/s) [3m23s:13m52s] 20% |██████ | (30623/146578, 139 it/s) [3m23s:13m52s] 20% |██████ | (30628/146578, 139 it/s) [3m23s:13m52s] 20% |██████ | (30630/146578, 139 it/s) [3m23s:13m52s] 20% |██████ | (30634/146578, 124 it/s) [3m23s:15m34s] 20% |██████ | (30635/146578, 124 it/s) [3m23s:15m34s] 20% |██████ | (30638/146578, 124 it/s) [3m23s:15m34s] 20% |██████ | (30643/146578, 124 it/s) [3m23s:15m34s] 20% |██████ | (30647/146578, 124 it/s) [3m24s:15m34s] 20% |██████ | (30651/146578, 113 it/s) [3m24s:17m8s] 20% |██████ | (30656/146578, 113 it/s) [3m24s:17m8s] 20% |██████ | (30661/146578, 113 it/s) [3m24s:17m7s] 20% |██████ | (30664/146578, 113 it/s) [3m24s:17m7s] 20% |██████ | (30679/146578, 113 it/s) [3m24s:17m7s] 20% |██████ | (30695/146578, 113 it/s) [3m24s:17m7s] 20% |██████ | (30711/146578, 110 it/s) [3m24s:17m37s] 20% |██████ | (30727/146578, 110 it/s) [3m24s:17m37s] 20% |██████ | (30738/146578, 110 it/s) [3m24s:17m37s] 20% |██████ | (30757/146578, 110 it/s) [3m24s:17m37s] 20% |██████ | (30758/146578, 110 it/s) [3m25s:17m37s] 20% |██████ | (30768/146578, 104 it/s) [3m25s:18m29s] 20% |██████ | (30780/146578, 104 it/s) [3m25s:18m29s] 21% |██████ | (30797/146578, 104 it/s) [3m25s:18m29s] 21% |██████ | (30812/146578, 104 it/s) [3m25s:18m29s] 21% |██████ | (30829/146578, 104 it/s) [3m25s:18m29s] 21% |██████ | (30846/146578, 106 it/s) [3m25s:18m7s] 21% |██████ | (30856/146578, 106 it/s) [3m25s:18m7s] 21% |██████ | (30870/146578, 106 it/s) [3m26s:18m7s] 21% |██████ | (30876/146578, 95 it/s) [3m26s:20m21s] 21% |██████ | (30877/146578, 95 it/s) [3m26s:20m21s] 21% |██████ | (30890/146578, 95 it/s) [3m26s:20m21s] 21% |██████ | (30905/146578, 95 it/s) [3m26s:20m21s] 21% |██████ | (30917/146578, 95 it/s) [3m26s:20m21s] 21% |██████ | (30935/146578, 95 it/s) [3m26s:20m21s] 21% |██████ | (30949/146578, 95 it/s) [3m26s:20m21s] 21% |██████ | (30963/146578, 95 it/s) [3m26s:20m20s] 21% |██████ | (30978/146578, 108 it/s) [3m26s:17m55s] 21% |██████ | (30996/146578, 108 it/s) [3m26s:17m55s] 21% |██████ | (31011/146578, 108 it/s) [3m26s:17m54s] 21% |██████ | (31023/146578, 108 it/s) [3m27s:17m54s] 21% |██████ | (31039/146578, 108 it/s) [3m27s:17m54s] 21% |██████ | (31049/146578, 108 it/s) [3m27s:17m54s] 21% |██████ | (31051/146578, 113 it/s) [3m27s:16m58s] 21% |██████ | (31058/146578, 113 it/s) [3m27s:16m58s] 21% |██████ | (31061/146578, 113 it/s) [3m27s:16m58s] 21% |██████ | (31066/146578, 113 it/s) [3m27s:16m58s] 21% |██████ | (31076/146578, 113 it/s) [3m27s:16m58s] 21% |██████ | (31085/146578, 106 it/s) [3m27s:18m13s] 21% |██████ | (31095/146578, 106 it/s) [3m27s:18m13s] 21% |██████ | (31104/146578, 106 it/s) [3m28s:18m13s] 21% |██████ | (31124/146578, 106 it/s) [3m28s:18m13s] 21% |██████ | (31141/146578, 106 it/s) [3m28s:18m13s] 21% |██████ | (31151/146578, 106 it/s) [3m28s:18m13s] 21% |██████ | (31166/146578, 106 it/s) [3m28s:18m13s] 21% |██████ | (31172/146578, 106 it/s) [3m28s:18m6s] 21% |██████ | (31186/146578, 106 it/s) [3m28s:18m6s] 21% |██████ | (31198/146578, 106 it/s) [3m28s:18m5s] 21% |██████ | (31212/146578, 106 it/s) [3m28s:18m5s] 21% |██████ | (31224/146578, 106 it/s) [3m28s:18m5s] 21% |██████ | (31239/146578, 106 it/s) [3m28s:18m5s] 21% |██████ | (31255/146578, 106 it/s) [3m28s:18m5s] 21% |██████ | (31264/146578, 119 it/s) [3m28s:16m9s] 21% |██████ | (31281/146578, 119 it/s) [3m29s:16m9s] 21% |██████ | (31294/146578, 119 it/s) [3m29s:16m9s] 21% |██████ | (31300/146578, 119 it/s) [3m29s:16m9s] 21% |██████ | (31303/146578, 119 it/s) [3m29s:16m9s] 21% |██████ | (31310/146578, 119 it/s) [3m29s:16m9s] 21% |██████ | (31317/146578, 126 it/s) [3m29s:15m11s] 21% |██████ | (31325/146578, 126 it/s) [3m29s:15m11s] 21% |██████ | (31332/146578, 126 it/s) [3m29s:15m11s] 21% |██████ | (31340/146578, 126 it/s) [3m29s:15m11s] 21% |██████ | (31348/146578, 126 it/s) [3m29s:15m11s] 21% |██████ | (31357/146578, 125 it/s) [3m30s:15m24s] 21% |██████ | (31366/146578, 125 it/s) [3m30s:15m24s] 21% |██████ | (31378/146578, 125 it/s) [3m30s:15m24s] 21% |██████ | (31387/146578, 125 it/s) [3m30s:15m23s] 21% |██████ | (31398/146578, 125 it/s) [3m30s:15m23s] 21% |██████ | (31407/146578, 122 it/s) [3m30s:15m46s] 21% |██████ | (31418/146578, 122 it/s) [3m30s:15m46s] 21% |██████ | (31428/146578, 122 it/s) [3m30s:15m46s] 21% |██████ | (31449/146578, 122 it/s) [3m30s:15m46s] 21% |██████ | (31469/146578, 122 it/s) [3m30s:15m46s] 21% |██████ | (31488/146578, 122 it/s) [3m31s:15m46s] 21% |██████ | (31492/146578, 122 it/s) [3m31s:15m46s] 21% |██████ | (31493/146578, 122 it/s) [3m31s:15m46s] 21% |██████ | (31495/146578, 122 it/s) [3m31s:15m46s] 21% |██████ | (31512/146578, 122 it/s) [3m31s:15m46s] 21% |██████ | (31530/146578, 122 it/s) [3m31s:15m46s] 21% |██████ | (31534/146578, 123 it/s) [3m31s:15m32s] 21% |██████ | (31553/146578, 123 it/s) [3m31s:15m32s] 21% |██████ | (31572/146578, 123 it/s) [3m31s:15m31s] 21% |██████ | (31592/146578, 123 it/s) [3m32s:15m31s] 21% |██████ | (31611/146578, 123 it/s) [3m32s:15m31s] 21% |██████ | (31627/146578, 123 it/s) [3m32s:15m35s] 21% |██████ | (31643/146578, 123 it/s) [3m32s:15m35s] 21% |██████ | (31658/146578, 123 it/s) [3m32s:15m35s] 21% |██████ | (31675/146578, 123 it/s) [3m32s:15m35s] 21% |██████ | (31688/146578, 123 it/s) [3m32s:15m35s] 21% |██████ | (31705/146578, 123 it/s) [3m32s:15m35s] 21% |██████ | (31715/146578, 123 it/s) [3m32s:15m35s] 21% |██████ | (31730/146578, 123 it/s) [3m32s:15m35s] 21% |██████ | (31746/146578, 129 it/s) [3m32s:14m50s] 21% |██████ | (31756/146578, 129 it/s) [3m32s:14m50s] 21% |██████ | (31757/146578, 129 it/s) [3m32s:14m50s] 21% |██████ | (31766/146578, 129 it/s) [3m33s:14m50s] 21% |██████ | (31775/146578, 129 it/s) [3m33s:14m50s] 21% |██████ | (31784/146578, 132 it/s) [3m33s:14m29s] 21% |██████ | (31793/146578, 132 it/s) [3m33s:14m29s] 21% |██████ | (31799/146578, 132 it/s) [3m33s:14m29s] 21% |██████ | (31803/146578, 132 it/s) [3m33s:14m29s] 21% |██████ | (31812/146578, 123 it/s) [3m33s:15m35s] 21% |██████ | (31820/146578, 123 it/s) [3m33s:15m35s] 21% |██████ | (31838/146578, 123 it/s) [3m33s:15m35s] 21% |██████ | (31853/146578, 123 it/s) [3m33s:15m35s] 21% |██████ | (31868/146578, 123 it/s) [3m33s:15m35s] 21% |██████ | (31882/146578, 123 it/s) [3m34s:15m35s] 21% |██████ | (31897/146578, 123 it/s) [3m34s:15m35s] 21% |██████ | (31913/146578, 126 it/s) [3m34s:15m12s] 21% |██████ | (31929/146578, 126 it/s) [3m34s:15m12s] 21% |██████ | (31944/146578, 126 it/s) [3m34s:15m12s] 21% |██████ | (31958/146578, 126 it/s) [3m34s:15m12s] 21% |██████ | (31973/146578, 126 it/s) [3m34s:15m11s] 21% |██████ | (31989/146578, 126 it/s) [3m34s:15m11s] 21% |██████ | (32005/146578, 126 it/s) [3m34s:15m11s] 21% |██████ | (32019/146578, 126 it/s) [3m34s:15m11s] 21% |██████ | (32034/146578, 137 it/s) [3m34s:13m54s] 21% |██████ | (32049/146578, 137 it/s) [3m34s:13m54s] 21% |██████ | (32064/146578, 137 it/s) [3m34s:13m54s] 21% |██████ | (32072/146578, 137 it/s) [3m34s:13m54s] 21% |██████ | (32083/146578, 137 it/s) [3m34s:13m54s] 21% |██████ | (32097/146578, 137 it/s) [3m35s:13m54s] 21% |██████ | (32111/146578, 137 it/s) [3m35s:13m53s] 21% |██████ | (32125/146578, 150 it/s) [3m35s:12m45s] 21% |██████ | (32138/146578, 150 it/s) [3m35s:12m45s] 21% |██████ | (32141/146578, 150 it/s) [3m35s:12m45s] 21% |██████ | (32151/146578, 150 it/s) [3m35s:12m45s] 21% |██████ | (32157/146578, 150 it/s) [3m35s:12m45s] 21% |██████ | (32166/146578, 147 it/s) [3m35s:12m57s] 21% |██████ | (32174/146578, 147 it/s) [3m35s:12m57s] 21% |██████ | (32184/146578, 147 it/s) [3m35s:12m57s] 21% |██████ | (32193/146578, 147 it/s) [3m36s:12m57s] 21% |██████ | (32202/146578, 147 it/s) [3m36s:12m57s] 21% |██████ | (32203/146578, 138 it/s) [3m36s:13m47s] 21% |██████ | (32204/146578, 138 it/s) [3m36s:13m47s] 21% |██████ | (32217/146578, 138 it/s) [3m36s:13m47s] 21% |██████ | (32231/146578, 138 it/s) [3m36s:13m47s] 21% |██████ | (32247/146578, 138 it/s) [3m36s:13m47s] 22% |██████ | (32264/146578, 138 it/s) [3m36s:13m46s] 22% |███████ | (32278/146578, 145 it/s) [3m36s:13m8s] 22% |███████ | (32294/146578, 145 it/s) [3m37s:13m7s] 22% |███████ | (32312/146578, 145 it/s) [3m37s:13m7s] 22% |███████ | (32319/146578, 145 it/s) [3m37s:13m7s] 22% |███████ | (32328/146578, 145 it/s) [3m37s:13m7s] 22% |██████ | (32340/146578, 139 it/s) [3m37s:13m44s] 22% |██████ | (32349/146578, 139 it/s) [3m37s:13m44s] 22% |██████ | (32361/146578, 139 it/s) [3m37s:13m44s] 22% |██████ | (32371/146578, 139 it/s) [3m37s:13m44s] 22% |██████ | (32381/146578, 139 it/s) [3m37s:13m44s] 22% |███████ | (32391/146578, 127 it/s) [3m38s:15m1s] 22% |███████ | (32402/146578, 127 it/s) [3m38s:15m0s] 22% |███████ | (32410/146578, 127 it/s) [3m38s:15m0s] 22% |███████ | (32420/146578, 127 it/s) [3m38s:15m0s] 22% |███████ | (32429/146578, 127 it/s) [3m38s:15m0s] 22% |███████ | (32440/146578, 127 it/s) [3m38s:15m0s] 22% |██████ | (32450/146578, 127 it/s) [3m38s:14m59s] 22% |██████ | (32461/146578, 127 it/s) [3m38s:14m58s] 22% |██████ | (32470/146578, 127 it/s) [3m38s:14m58s] 22% |██████ | (32481/146578, 127 it/s) [3m38s:14m58s] 22% |██████ | (32489/146578, 130 it/s) [3m39s:14m37s] 22% |██████ | (32499/146578, 130 it/s) [3m39s:14m37s] 22% |██████ | (32509/146578, 130 it/s) [3m39s:14m36s] 22% |██████ | (32527/146578, 130 it/s) [3m39s:14m36s] 22% |██████ | (32535/146578, 130 it/s) [3m39s:14m36s] 22% |██████ | (32547/146578, 121 it/s) [3m39s:15m42s] 22% |██████ | (32555/146578, 121 it/s) [3m39s:15m42s] 22% |██████ | (32556/146578, 121 it/s) [3m39s:15m42s] 22% |██████ | (32560/146578, 121 it/s) [3m39s:15m42s] 22% |██████ | (32562/146578, 102 it/s) [3m40s:18m37s] 22% |██████ | (32566/146578, 102 it/s) [3m40s:18m37s] 22% |██████ | (32573/146578, 102 it/s) [3m40s:18m37s] 22% |██████ | (32583/146578, 102 it/s) [3m40s:18m37s] 22% |██████ | (32601/146578, 102 it/s) [3m40s:18m37s] 22% |██████ | (32619/146578, 102 it/s) [3m40s:18m37s] 22% |███████ | (32637/146578, 96 it/s) [3m40s:19m42s] 22% |███████ | (32656/146578, 96 it/s) [3m40s:19m41s] 22% |███████ | (32675/146578, 96 it/s) [3m40s:19m41s] 22% |███████ | (32694/146578, 96 it/s) [3m40s:19m41s] 22% |███████ | (32712/146578, 96 it/s) [3m40s:19m41s] 22% |███████ | (32732/146578, 96 it/s) [3m40s:19m41s] 22% |███████ | (32750/146578, 96 it/s) [3m40s:19m40s] 22% |███████ | (32771/146578, 96 it/s) [3m41s:19m40s] 22% |███████ | (32791/146578, 117 it/s) [3m41s:16m8s] 22% |███████ | (32813/146578, 117 it/s) [3m41s:16m8s] 22% |███████ | (32833/146578, 117 it/s) [3m41s:16m8s] 22% |███████ | (32834/146578, 117 it/s) [3m41s:16m8s] 22% |███████ | (32854/146578, 117 it/s) [3m41s:16m8s] 22% |███████ | (32874/146578, 117 it/s) [3m41s:16m7s] 22% |██████ | (32893/146578, 133 it/s) [3m41s:14m16s] 22% |██████ | (32913/146578, 133 it/s) [3m41s:14m16s] 22% |██████ | (32933/146578, 133 it/s) [3m41s:14m16s] 22% |██████ | (32950/146578, 133 it/s) [3m41s:14m16s] 22% |██████ | (32970/146578, 133 it/s) [3m41s:14m16s] 22% |██████ | (32974/146578, 133 it/s) [3m42s:14m16s] 22% |██████ | (32976/146578, 137 it/s) [3m42s:13m50s] 22% |██████ | (32985/146578, 137 it/s) [3m42s:13m50s] 22% |██████ | (32996/146578, 137 it/s) [3m42s:13m50s] 22% |██████ | (33009/146578, 137 it/s) [3m42s:13m50s] 22% |██████ | (33017/146578, 137 it/s) [3m42s:13m50s] 22% |███████ | (33027/146578, 135 it/s) [3m42s:14m0s] 22% |███████ | (33035/146578, 135 it/s) [3m42s:14m0s] 22% |███████ | (33045/146578, 135 it/s) [3m42s:14m0s] 22% |███████ | (33055/146578, 135 it/s) [3m42s:14m0s] 22% |███████ | (33067/146578, 135 it/s) [3m43s:14m0s] 22% |███████ | (33077/146578, 135 it/s) [3m43s:14m2s] 22% |███████ | (33088/146578, 135 it/s) [3m43s:14m2s] 22% |███████ | (33097/146578, 135 it/s) [3m43s:14m2s] 22% |███████ | (33107/146578, 135 it/s) [3m43s:14m2s] 22% |███████ | (33116/146578, 135 it/s) [3m43s:14m2s] 22% |███████ | (33126/146578, 134 it/s) [3m43s:14m3s] 22% |███████ | (33135/146578, 134 it/s) [3m43s:14m3s] 22% |███████ | (33155/146578, 134 it/s) [3m43s:14m3s] 22% |███████ | (33173/146578, 134 it/s) [3m43s:14m3s] 22% |███████ | (33189/146578, 134 it/s) [3m43s:14m3s] 22% |███████ | (33211/146578, 134 it/s) [3m44s:14m2s] 22% |███████ | (33229/146578, 134 it/s) [3m44s:14m2s] 22% |██████ | (33248/146578, 149 it/s) [3m44s:12m43s] 22% |██████ | (33262/146578, 149 it/s) [3m44s:12m43s] 22% |██████ | (33279/146578, 149 it/s) [3m44s:12m42s] 22% |██████ | (33292/146578, 149 it/s) [3m44s:12m42s] 22% |██████ | (33311/146578, 149 it/s) [3m44s:12m42s] 22% |██████ | (33328/146578, 149 it/s) [3m44s:12m42s] 22% |██████ | (33346/146578, 149 it/s) [3m44s:12m42s] 22% |██████ | (33367/146578, 161 it/s) [3m44s:11m41s] 22% |██████ | (33385/146578, 161 it/s) [3m44s:11m41s] 22% |██████ | (33400/146578, 161 it/s) [3m44s:11m41s] 22% |██████ | (33418/146578, 161 it/s) [3m44s:11m41s] 22% |██████ | (33431/146578, 161 it/s) [3m44s:11m41s] 22% |██████ | (33441/146578, 173 it/s) [3m45s:10m52s] 22% |██████ | (33449/146578, 173 it/s) [3m45s:10m52s] 22% |██████ | (33468/146578, 173 it/s) [3m45s:10m52s] 22% |██████ | (33485/146578, 173 it/s) [3m45s:10m52s] 22% |██████ | (33491/146578, 173 it/s) [3m45s:10m52s] 22% |██████ | (33507/146578, 172 it/s) [3m45s:10m56s] 22% |██████ | (33519/146578, 172 it/s) [3m45s:10m56s] 22% |██████ | (33528/146578, 172 it/s) [3m45s:10m56s] 22% |██████ | (33537/146578, 172 it/s) [3m45s:10m55s] 22% |██████ | (33546/146578, 172 it/s) [3m46s:10m55s] 22% |██████ | (33547/146578, 172 it/s) [3m46s:10m55s] 22% |██████ | (33557/146578, 153 it/s) [3m46s:12m17s] 22% |██████ | (33567/146578, 153 it/s) [3m46s:12m17s] 22% |██████ | (33571/146578, 153 it/s) [3m46s:12m17s] 22% |██████ | (33572/146578, 153 it/s) [3m46s:12m17s] 22% |██████ | (33590/146578, 153 it/s) [3m46s:12m16s] 22% |██████ | (33600/146578, 153 it/s) [3m46s:12m16s] 22% |██████ | (33619/146578, 145 it/s) [3m46s:12m57s] 22% |██████ | (33629/146578, 145 it/s) [3m46s:12m57s] 22% |██████ | (33647/146578, 145 it/s) [3m46s:12m57s] 22% |██████ | (33665/146578, 145 it/s) [3m46s:12m57s] 22% |██████ | (33680/146578, 145 it/s) [3m46s:12m57s] 22% |██████ | (33701/146578, 145 it/s) [3m47s:12m57s] 23% |███████ | (33720/146578, 145 it/s) [3m47s:12m56s] 23% |███████ | (33726/146578, 145 it/s) [3m47s:12m59s] 23% |███████ | (33742/146578, 145 it/s) [3m47s:12m59s] 23% |███████ | (33744/146578, 145 it/s) [3m47s:12m59s] 23% |███████ | (33763/146578, 145 it/s) [3m47s:12m59s] 23% |███████ | (33783/146578, 145 it/s) [3m47s:12m59s] 23% |███████ | (33801/146578, 145 it/s) [3m47s:12m59s] 23% |███████ | (33820/146578, 154 it/s) [3m47s:12m13s] 23% |███████ | (33839/146578, 154 it/s) [3m47s:12m13s] 23% |███████ | (33858/146578, 154 it/s) [3m47s:12m13s] 23% |███████ | (33875/146578, 154 it/s) [3m47s:12m13s] 23% |███████ | (33893/146578, 154 it/s) [3m48s:12m13s] 23% |███████ | (33913/146578, 154 it/s) [3m48s:12m13s] 23% |███████ | (33932/146578, 154 it/s) [3m48s:12m13s] 23% |███████ | (33952/146578, 154 it/s) [3m48s:12m12s] 23% |███████ | (33972/146578, 172 it/s) [3m48s:10m54s] 23% |███████ | (33993/146578, 172 it/s) [3m48s:10m54s] 23% |███████ | (34010/146578, 172 it/s) [3m48s:10m53s] 23% |███████ | (34028/146578, 172 it/s) [3m48s:10m53s] 23% |███████ | (34046/146578, 172 it/s) [3m48s:10m53s] 23% |███████ | (34066/146578, 172 it/s) [3m48s:10m53s] 23% |███████ | (34087/146578, 172 it/s) [3m48s:10m53s] 23% |███████ | (34104/146578, 191 it/s) [3m48s:9m48s] 23% |███████ | (34122/146578, 191 it/s) [3m48s:9m47s] 23% |███████ | (34142/146578, 191 it/s) [3m48s:9m47s] 23% |███████ | (34162/146578, 191 it/s) [3m49s:9m47s] 23% |███████ | (34183/146578, 191 it/s) [3m49s:9m47s] 23% |███████ | (34202/146578, 191 it/s) [3m49s:9m47s] 23% |███████ | (34220/146578, 191 it/s) [3m49s:9m47s] 23% |███████ | (34238/146578, 191 it/s) [3m49s:9m47s] 23% |███████ | (34257/146578, 196 it/s) [3m49s:9m31s] 23% |███████ | (34275/146578, 196 it/s) [3m49s:9m31s] 23% |███████ | (34276/146578, 196 it/s) [3m49s:9m31s] 23% |███████ | (34285/146578, 196 it/s) [3m49s:9m31s] 23% |███████ | (34295/146578, 196 it/s) [3m49s:9m31s] 23% |███████ | (34306/146578, 183 it/s) [3m49s:10m13s] 23% |███████ | (34315/146578, 183 it/s) [3m49s:10m13s] 23% |███████ | (34326/146578, 183 it/s) [3m50s:10m13s] 23% |███████ | (34334/146578, 183 it/s) [3m50s:10m13s] 23% |███████ | (34340/146578, 175 it/s) [3m50s:10m39s] 23% |███████ | (34348/146578, 175 it/s) [3m50s:10m39s] 23% |███████ | (34352/146578, 175 it/s) [3m50s:10m39s] 23% |███████ | (34358/146578, 175 it/s) [3m50s:10m39s] 23% |███████ | (34361/146578, 175 it/s) [3m50s:10m39s] 23% |███████ | (34364/146578, 166 it/s) [3m50s:11m14s] 23% |███████ | (34368/146578, 166 it/s) [3m51s:11m14s] 23% |███████ | (34373/146578, 166 it/s) [3m51s:11m14s] 23% |███████ | (34385/146578, 166 it/s) [3m51s:11m14s] 23% |███████ | (34395/146578, 166 it/s) [3m51s:11m14s] 23% |███████ | (34406/146578, 162 it/s) [3m51s:11m32s] 23% |███████ | (34427/146578, 162 it/s) [3m51s:11m32s] 23% |███████ | (34439/146578, 162 it/s) [3m52s:11m32s] 23% |███████ | (34456/146578, 162 it/s) [3m52s:11m32s] 23% |███████ | (34473/146578, 162 it/s) [3m52s:11m32s] 23% |███████ | (34491/146578, 162 it/s) [3m52s:11m32s] 23% |███████ | (34507/146578, 167 it/s) [3m52s:11m11s] 23% |███████ | (34526/146578, 167 it/s) [3m52s:11m10s] 23% |███████ | (34535/146578, 167 it/s) [3m52s:11m10s] 23% |███████ | (34554/146578, 167 it/s) [3m52s:11m10s] 23% |███████ | (34558/146578, 167 it/s) [3m52s:11m10s] 23% |███████ | (34567/146578, 162 it/s) [3m52s:11m32s] 23% |███████ | (34577/146578, 162 it/s) [3m52s:11m32s] 23% |███████ | (34587/146578, 162 it/s) [3m53s:11m32s] 23% |███████ | (34599/146578, 162 it/s) [3m53s:11m32s] 23% |███████ | (34609/146578, 153 it/s) [3m53s:12m12s] 23% |███████ | (34627/146578, 153 it/s) [3m53s:12m11s] 23% |███████ | (34644/146578, 153 it/s) [3m53s:12m11s] 23% |███████ | (34662/146578, 153 it/s) [3m53s:12m11s] 23% |███████ | (34679/146578, 153 it/s) [3m53s:12m11s] 23% |███████ | (34699/146578, 153 it/s) [3m53s:12m11s] 23% |███████ | (34717/146578, 153 it/s) [3m53s:12m11s] 23% |███████ | (34735/146578, 153 it/s) [3m53s:12m11s] 23% |███████ | (34743/146578, 150 it/s) [3m53s:12m25s] 23% |███████ | (34758/146578, 150 it/s) [3m53s:12m25s] 23% |███████ | (34774/146578, 150 it/s) [3m53s:12m25s] 23% |███████ | (34795/146578, 150 it/s) [3m54s:12m25s] 23% |███████ | (34811/146578, 150 it/s) [3m54s:12m25s] 23% |███████ | (34831/146578, 150 it/s) [3m54s:12m25s] 23% |███████ | (34848/146578, 150 it/s) [3m54s:12m25s] 23% |███████ | (34863/146578, 145 it/s) [3m54s:12m52s] 23% |███████ | (34883/146578, 145 it/s) [3m54s:12m52s] 23% |███████ | (34900/146578, 145 it/s) [3m54s:12m52s] 23% |███████ | (34918/146578, 145 it/s) [3m54s:12m52s] 23% |███████ | (34937/146578, 145 it/s) [3m54s:12m52s] 23% |███████ | (34957/146578, 145 it/s) [3m54s:12m52s] 23% |███████ | (34972/146578, 145 it/s) [3m54s:12m52s] 23% |███████ | (34990/146578, 145 it/s) [3m54s:12m52s] 23% |███████ | (34999/146578, 143 it/s) [3m54s:13m0s] 23% |███████ | (35019/146578, 143 it/s) [3m54s:12m59s] 23% |███████ | (35032/146578, 143 it/s) [3m55s:12m59s] 23% |███████ | (35043/146578, 143 it/s) [3m55s:12m59s] 23% |███████ | (35061/146578, 144 it/s) [3m55s:12m56s] 23% |███████ | (35080/146578, 144 it/s) [3m55s:12m56s] 23% |███████ | (35101/146578, 144 it/s) [3m55s:12m56s] 23% |███████ | (35120/146578, 144 it/s) [3m55s:12m56s] 23% |███████ | (35143/146578, 144 it/s) [3m55s:12m56s] 23% |███████ | (35146/146578, 144 it/s) [3m55s:12m56s] 23% |███████ | (35162/146578, 156 it/s) [3m55s:11m53s] 23% |███████ | (35163/146578, 156 it/s) [3m56s:11m53s] 23% |███████ | (35164/146578, 156 it/s) [3m56s:11m53s] 23% |███████ | (35169/146578, 156 it/s) [3m56s:11m53s] 23% |███████ | (35172/146578, 156 it/s) [3m56s:11m55s] 23% |███████ | (35176/146578, 156 it/s) [3m56s:11m55s] 23% |███████ | (35177/146578, 156 it/s) [3m56s:11m55s] 23% |███████ | (35178/146578, 152 it/s) [3m56s:12m14s] 24% |███████ | (35191/146578, 152 it/s) [3m57s:12m14s] 24% |███████ | (35208/146578, 152 it/s) [3m57s:12m14s] 24% |███████ | (35225/146578, 152 it/s) [3m57s:12m14s] 24% |███████ | (35242/146578, 152 it/s) [3m57s:12m13s] 24% |███████ | (35243/146578, 152 it/s) [3m57s:12m13s] 24% |███████ | (35253/146578, 152 it/s) [3m57s:12m13s] 24% |███████ | (35256/146578, 146 it/s) [3m57s:12m40s] 24% |███████ | (35267/146578, 146 it/s) [3m57s:12m40s] 24% |███████ | (35278/146578, 146 it/s) [3m57s:12m39s] 24% |███████ | (35287/146578, 146 it/s) [3m57s:12m39s] 24% |███████ | (35294/146578, 146 it/s) [3m57s:12m39s] 24% |███████ | (35301/146578, 141 it/s) [3m58s:13m6s] 24% |███████ | (35319/146578, 141 it/s) [3m58s:13m6s] 24% |███████ | (35336/146578, 141 it/s) [3m58s:13m6s] 24% |███████ | (35353/146578, 141 it/s) [3m58s:13m6s] 24% |███████ | (35373/146578, 141 it/s) [3m58s:13m5s] 24% |███████ | (35387/146578, 141 it/s) [3m58s:13m5s] 24% |███████ | (35401/146578, 141 it/s) [3m58s:13m5s] 24% |███████ | (35419/146578, 141 it/s) [3m58s:13m5s] 24% |███████ | (35433/146578, 156 it/s) [3m58s:11m50s] 24% |███████ | (35453/146578, 156 it/s) [3m58s:11m50s] 24% |███████ | (35467/146578, 156 it/s) [3m58s:11m50s] 24% |███████ | (35487/146578, 156 it/s) [3m58s:11m50s] 24% |███████ | (35507/146578, 156 it/s) [3m58s:11m50s] 24% |███████ | (35521/146578, 156 it/s) [3m59s:11m50s] 24% |███████ | (35541/146578, 156 it/s) [3m59s:11m50s] 24% |███████ | (35558/146578, 157 it/s) [3m59s:11m46s] 24% |███████ | (35577/146578, 157 it/s) [3m59s:11m46s] 24% |███████ | (35595/146578, 157 it/s) [3m59s:11m46s] 24% |███████ | (35614/146578, 157 it/s) [3m59s:11m46s] 24% |███████ | (35625/146578, 157 it/s) [3m59s:11m46s] 24% |███████ | (35636/146578, 157 it/s) [3m59s:11m46s] 24% |███████ | (35640/146578, 151 it/s) [3m59s:12m14s] 24% |███████ | (35647/146578, 151 it/s) [3m59s:12m14s] 24% |███████ | (35655/146578, 151 it/s) [3m59s:12m14s] 24% |███████ | (35661/146578, 151 it/s) [3m59s:12m14s] 24% |███████ | (35663/146578, 151 it/s) [4m0s:12m14s] 24% |███████ | (35668/146578, 129 it/s) [4m0s:14m20s] 24% |███████ | (35671/146578, 129 it/s) [4m0s:14m20s] 24% |███████ | (35677/146578, 129 it/s) [4m0s:14m20s] 24% |███████ | (35690/146578, 129 it/s) [4m0s:14m20s] 24% |███████ | (35708/146578, 125 it/s) [4m0s:14m43s] 24% |███████ | (35716/146578, 125 it/s) [4m0s:14m43s] 24% |███████ | (35731/146578, 125 it/s) [4m0s:14m43s] 24% |███████ | (35748/146578, 125 it/s) [4m0s:14m43s] 24% |███████ | (35766/146578, 125 it/s) [4m1s:14m43s] 24% |███████ | (35785/146578, 125 it/s) [4m1s:14m43s] 24% |███████ | (35802/146578, 125 it/s) [4m1s:14m42s] 24% |███████ | (35807/146578, 125 it/s) [4m1s:14m42s] 24% |███████ | (35822/146578, 126 it/s) [4m1s:14m37s] 24% |███████ | (35838/146578, 126 it/s) [4m1s:14m37s] 24% |███████ | (35850/146578, 126 it/s) [4m1s:14m37s] 24% |███████ | (35866/146578, 126 it/s) [4m1s:14m36s] 24% |███████ | (35868/146578, 126 it/s) [4m1s:14m36s] 24% |███████ | (35870/146578, 126 it/s) [4m1s:14m36s] 24% |███████ | (35879/146578, 131 it/s) [4m1s:14m4s] 24% |███████ | (35891/146578, 131 it/s) [4m2s:14m4s] 24% |███████ | (35907/146578, 131 it/s) [4m2s:14m4s] 24% |███████ | (35916/146578, 131 it/s) [4m2s:14m4s] 24% |███████ | (35931/146578, 131 it/s) [4m2s:14m3s] 24% |███████ | (35942/146578, 131 it/s) [4m2s:14m3s] 24% |███████ | (35951/146578, 131 it/s) [4m2s:14m3s] 24% |███████ | (35966/146578, 146 it/s) [4m2s:12m36s] 24% |███████ | (35982/146578, 146 it/s) [4m2s:12m36s] 24% |███████ | (35998/146578, 146 it/s) [4m2s:12m36s] 24% |███████ | (36014/146578, 146 it/s) [4m2s:12m36s] 24% |███████ | (36022/146578, 146 it/s) [4m2s:12m36s] 24% |███████ | (36036/146578, 146 it/s) [4m2s:12m36s] 24% |███████ | (36043/146578, 146 it/s) [4m2s:12m36s] 24% |███████ | (36058/146578, 153 it/s) [4m3s:12m0s] 24% |███████ | (36072/146578, 153 it/s) [4m3s:11m59s] 24% |███████ | (36087/146578, 153 it/s) [4m3s:11m59s] 24% |███████ | (36103/146578, 153 it/s) [4m3s:11m59s] 24% |███████ | (36117/146578, 153 it/s) [4m3s:11m59s] 24% |███████ | (36132/146578, 153 it/s) [4m3s:11m59s] 24% |███████ | (36148/146578, 163 it/s) [4m3s:11m17s] 24% |███████ | (36161/146578, 163 it/s) [4m3s:11m17s] 24% |███████ | (36176/146578, 163 it/s) [4m3s:11m17s] 24% |███████ | (36188/146578, 163 it/s) [4m3s:11m17s] 24% |███████ | (36199/146578, 163 it/s) [4m3s:11m17s] 24% |███████ | (36200/146578, 163 it/s) [4m3s:11m17s] 24% |███████ | (36208/146578, 150 it/s) [4m4s:12m18s] 24% |███████ | (36216/146578, 150 it/s) [4m4s:12m17s] 24% |███████ | (36224/146578, 150 it/s) [4m4s:12m17s] 24% |███████ | (36231/146578, 150 it/s) [4m4s:12m17s] 24% |███████ | (36239/146578, 131 it/s) [4m4s:14m3s] 24% |███████ | (36246/146578, 131 it/s) [4m4s:14m3s] 24% |███████ | (36251/146578, 131 it/s) [4m4s:14m3s] 24% |███████ | (36256/146578, 131 it/s) [4m4s:14m3s] 24% |███████ | (36264/146578, 131 it/s) [4m4s:14m3s] 24% |███████ | (36270/146578, 119 it/s) [4m5s:15m23s] 24% |███████ | (36278/146578, 119 it/s) [4m5s:15m23s] 24% |███████ | (36285/146578, 119 it/s) [4m5s:15m23s] 24% |███████ | (36291/146578, 119 it/s) [4m5s:15m23s] 24% |███████ | (36297/146578, 119 it/s) [4m5s:15m23s] 24% |███████ | (36312/146578, 119 it/s) [4m5s:15m23s] 24% |███████ | (36327/146578, 119 it/s) [4m5s:15m23s] 24% |███████ | (36342/146578, 119 it/s) [4m5s:15m23s] 24% |███████ | (36357/146578, 119 it/s) [4m5s:15m23s] 24% |███████ | (36364/146578, 119 it/s) [4m5s:15m22s] 24% |███████ | (36375/146578, 119 it/s) [4m6s:15m22s] 24% |███████ | (36385/146578, 128 it/s) [4m6s:14m23s] 24% |███████ | (36399/146578, 128 it/s) [4m6s:14m23s] 24% |███████ | (36413/146578, 128 it/s) [4m6s:14m22s] 24% |███████ | (36428/146578, 128 it/s) [4m6s:14m22s] 24% |███████ | (36443/146578, 128 it/s) [4m6s:14m22s] 24% |███████ | (36459/146578, 128 it/s) [4m6s:14m22s] 24% |███████ | (36474/146578, 128 it/s) [4m6s:14m22s] 24% |███████ | (36489/146578, 128 it/s) [4m6s:14m22s] 24% |███████ | (36505/146578, 129 it/s) [4m6s:14m13s] 24% |███████ | (36521/146578, 129 it/s) [4m6s:14m13s] 24% |███████ | (36533/146578, 129 it/s) [4m6s:14m13s] 24% |███████ | (36543/146578, 129 it/s) [4m7s:14m13s] 24% |███████ | (36554/146578, 133 it/s) [4m7s:13m49s] 24% |███████ | (36568/146578, 133 it/s) [4m7s:13m49s] 24% |███████ | (36580/146578, 133 it/s) [4m7s:13m49s] 24% |███████ | (36581/146578, 133 it/s) [4m7s:13m49s] 24% |███████ | (36588/146578, 133 it/s) [4m7s:13m49s] 24% |███████ | (36603/146578, 126 it/s) [4m7s:14m32s] 24% |███████ | (36618/146578, 126 it/s) [4m7s:14m32s] 24% |███████ | (36619/146578, 126 it/s) [4m7s:14m32s] 24% |███████ | (36628/146578, 126 it/s) [4m7s:14m31s] 24% |███████ | (36644/146578, 126 it/s) [4m8s:14m31s] 25% |████████ | (36659/146578, 126 it/s) [4m8s:14m31s] 25% |████████ | (36675/146578, 119 it/s) [4m8s:15m25s] 25% |████████ | (36678/146578, 119 it/s) [4m8s:15m25s] 25% |████████ | (36688/146578, 119 it/s) [4m8s:15m25s] 25% |████████ | (36695/146578, 119 it/s) [4m8s:15m25s] 25% |████████ | (36700/146578, 108 it/s) [4m8s:16m57s] 25% |████████ | (36704/146578, 108 it/s) [4m8s:16m57s] 25% |████████ | (36707/146578, 108 it/s) [4m8s:16m57s] 25% |████████ | (36711/146578, 108 it/s) [4m9s:16m57s] 25% |████████ | (36715/146578, 108 it/s) [4m9s:16m57s] 25% |████████ | (36720/146578, 100 it/s) [4m9s:18m18s] 25% |████████ | (36735/146578, 100 it/s) [4m9s:18m17s] 25% |████████ | (36748/146578, 100 it/s) [4m9s:18m17s] 25% |████████ | (36766/146578, 100 it/s) [4m9s:18m17s] 25% |████████ | (36781/146578, 100 it/s) [4m9s:18m17s] 25% |████████ | (36796/146578, 100 it/s) [4m9s:18m17s] 25% |████████ | (36810/146578, 100 it/s) [4m9s:18m17s] 25% |████████ | (36822/146578, 112 it/s) [4m9s:16m21s] 25% |████████ | (36837/146578, 112 it/s) [4m9s:16m21s] 25% |████████ | (36843/146578, 112 it/s) [4m9s:16m21s] 25% |███████ | (36857/146578, 112 it/s) [4m10s:16m20s] 25% |███████ | (36868/146578, 112 it/s) [4m10s:16m20s] 25% |███████ | (36883/146578, 112 it/s) [4m10s:16m20s] 25% |███████ | (36897/146578, 112 it/s) [4m10s:16m20s] 25% |███████ | (36912/146578, 125 it/s) [4m10s:14m34s] 25% |███████ | (36926/146578, 125 it/s) [4m10s:14m34s] 25% |███████ | (36942/146578, 125 it/s) [4m10s:14m34s] 25% |███████ | (36958/146578, 125 it/s) [4m10s:14m33s] 25% |███████ | (36973/146578, 125 it/s) [4m10s:14m33s] 25% |███████ | (36990/146578, 125 it/s) [4m10s:14m33s] 25% |███████ | (37006/146578, 125 it/s) [4m10s:14m33s] 25% |███████ | (37014/146578, 138 it/s) [4m10s:13m16s] 25% |███████ | (37031/146578, 138 it/s) [4m10s:13m16s] 25% |███████ | (37046/146578, 138 it/s) [4m11s:13m16s] 25% |███████ | (37060/146578, 138 it/s) [4m11s:13m16s] 25% |███████ | (37072/146578, 138 it/s) [4m11s:13m16s] 25% |███████ | (37080/146578, 138 it/s) [4m11s:13m16s] 25% |███████ | (37087/146578, 136 it/s) [4m11s:13m26s] 25% |███████ | (37096/146578, 136 it/s) [4m11s:13m26s] 25% |███████ | (37104/146578, 136 it/s) [4m11s:13m26s] 25% |███████ | (37114/146578, 136 it/s) [4m11s:13m26s] 25% |███████ | (37121/146578, 136 it/s) [4m11s:13m26s] 25% |████████ | (37129/146578, 121 it/s) [4m11s:15m2s] 25% |████████ | (37136/146578, 121 it/s) [4m12s:15m2s] 25% |████████ | (37147/146578, 121 it/s) [4m12s:15m2s] 25% |████████ | (37162/146578, 121 it/s) [4m12s:15m1s] 25% |███████ | (37168/146578, 116 it/s) [4m12s:15m44s] 25% |███████ | (37171/146578, 116 it/s) [4m12s:15m44s] 25% |███████ | (37186/146578, 116 it/s) [4m12s:15m43s] 25% |███████ | (37202/146578, 116 it/s) [4m12s:15m43s] 25% |███████ | (37217/146578, 116 it/s) [4m12s:15m43s] 25% |███████ | (37231/146578, 116 it/s) [4m12s:15m43s] 25% |████████ | (37247/146578, 120 it/s) [4m12s:15m9s] 25% |████████ | (37248/146578, 120 it/s) [4m13s:15m9s] 25% |████████ | (37255/146578, 120 it/s) [4m13s:15m8s] 25% |████████ | (37256/146578, 120 it/s) [4m13s:15m8s] 25% |████████ | (37272/146578, 120 it/s) [4m13s:15m8s] 25% |███████ | (37287/146578, 116 it/s) [4m13s:15m39s] 25% |███████ | (37303/146578, 116 it/s) [4m13s:15m39s] 25% |███████ | (37315/146578, 116 it/s) [4m13s:15m39s] 25% |███████ | (37331/146578, 116 it/s) [4m13s:15m39s] 25% |███████ | (37339/146578, 116 it/s) [4m13s:15m39s] 25% |███████ | (37353/146578, 125 it/s) [4m13s:14m36s] 25% |███████ | (37358/146578, 125 it/s) [4m14s:14m36s] 25% |███████ | (37364/146578, 125 it/s) [4m14s:14m36s] 25% |███████ | (37366/146578, 125 it/s) [4m14s:14m36s] 25% |███████ | (37370/146578, 125 it/s) [4m14s:14m36s] 25% |███████ | (37372/146578, 124 it/s) [4m14s:14m37s] 25% |███████ | (37374/146578, 124 it/s) [4m14s:14m37s] 25% |███████ | (37388/146578, 124 it/s) [4m14s:14m37s] 25% |███████ | (37402/146578, 124 it/s) [4m14s:14m37s] 25% |███████ | (37415/146578, 124 it/s) [4m14s:14m37s] 25% |███████ | (37430/146578, 124 it/s) [4m14s:14m37s] 25% |███████ | (37446/146578, 124 it/s) [4m15s:14m37s] 25% |███████ | (37461/146578, 122 it/s) [4m15s:14m52s] 25% |███████ | (37475/146578, 122 it/s) [4m15s:14m52s] 25% |███████ | (37490/146578, 122 it/s) [4m15s:14m52s] 25% |███████ | (37505/146578, 122 it/s) [4m15s:14m51s] 25% |███████ | (37519/146578, 122 it/s) [4m15s:14m51s] 25% |███████ | (37527/146578, 122 it/s) [4m15s:14m51s] 25% |███████ | (37543/146578, 122 it/s) [4m15s:14m51s] 25% |███████ | (37557/146578, 122 it/s) [4m15s:14m53s] 25% |███████ | (37571/146578, 122 it/s) [4m15s:14m53s] 25% |███████ | (37585/146578, 122 it/s) [4m15s:14m53s] 25% |███████ | (37600/146578, 122 it/s) [4m15s:14m52s] 25% |███████ | (37614/146578, 122 it/s) [4m15s:14m52s] 25% |███████ | (37621/146578, 122 it/s) [4m15s:14m52s] 25% |███████ | (37635/146578, 122 it/s) [4m15s:14m52s] 25% |███████ | (37645/146578, 122 it/s) [4m16s:14m52s] 25% |███████ | (37653/146578, 124 it/s) [4m16s:14m41s] 25% |███████ | (37654/146578, 124 it/s) [4m16s:14m41s] 25% |███████ | (37662/146578, 124 it/s) [4m16s:14m41s] 25% |███████ | (37669/146578, 124 it/s) [4m16s:14m41s] 25% |███████ | (37676/146578, 115 it/s) [4m16s:15m49s] 25% |███████ | (37684/146578, 115 it/s) [4m16s:15m49s] 25% |███████ | (37693/146578, 115 it/s) [4m16s:15m49s] 25% |███████ | (37700/146578, 115 it/s) [4m16s:15m49s] 25% |███████ | (37707/146578, 115 it/s) [4m17s:15m49s] 25% |███████ | (37713/146578, 114 it/s) [4m17s:15m56s] 25% |███████ | (37714/146578, 114 it/s) [4m17s:15m56s] 25% |███████ | (37729/146578, 114 it/s) [4m17s:15m56s] 25% |███████ | (37744/146578, 114 it/s) [4m17s:15m56s] 25% |███████ | (37759/146578, 114 it/s) [4m17s:15m56s] 25% |███████ | (37773/146578, 114 it/s) [4m17s:15m56s] 25% |████████ | (37787/146578, 120 it/s) [4m17s:15m8s] 25% |████████ | (37803/146578, 120 it/s) [4m17s:15m8s] 25% |████████ | (37817/146578, 120 it/s) [4m17s:15m7s] 25% |████████ | (37832/146578, 120 it/s) [4m17s:15m7s] 25% |████████ | (37844/146578, 120 it/s) [4m17s:15m7s] 25% |████████ | (37845/146578, 120 it/s) [4m17s:15m7s] 25% |████████ | (37847/146578, 120 it/s) [4m18s:15m7s] 25% |████████ | (37856/146578, 121 it/s) [4m18s:15m1s] 25% |████████ | (37864/146578, 121 it/s) [4m18s:15m1s] 25% |████████ | (37872/146578, 121 it/s) [4m18s:15m1s] 25% |████████ | (37878/146578, 121 it/s) [4m18s:15m1s] 25% |███████ | (37882/146578, 118 it/s) [4m18s:15m20s] 25% |███████ | (37898/146578, 118 it/s) [4m18s:15m20s] 25% |███████ | (37908/146578, 118 it/s) [4m18s:15m20s] 25% |███████ | (37917/146578, 118 it/s) [4m18s:15m20s] 25% |███████ | (37929/146578, 118 it/s) [4m18s:15m20s] 25% |███████ | (37939/146578, 118 it/s) [4m18s:15m19s] 25% |███████ | (37953/146578, 118 it/s) [4m19s:15m19s] 25% |███████ | (37964/146578, 118 it/s) [4m19s:15m19s] 25% |███████ | (37980/146578, 121 it/s) [4m19s:14m57s] 25% |███████ | (37996/146578, 121 it/s) [4m19s:14m57s] 25% |███████ | (38013/146578, 121 it/s) [4m19s:14m57s] 25% |███████ | (38028/146578, 121 it/s) [4m19s:14m56s] 25% |███████ | (38042/146578, 121 it/s) [4m19s:14m56s] 25% |███████ | (38056/146578, 121 it/s) [4m19s:14m56s] 25% |███████ | (38068/146578, 121 it/s) [4m19s:14m56s] 25% |███████ | (38069/146578, 136 it/s) [4m19s:13m19s] 25% |███████ | (38072/146578, 136 it/s) [4m19s:13m19s] 25% |███████ | (38079/146578, 136 it/s) [4m19s:13m19s] 25% |███████ | (38093/146578, 136 it/s) [4m19s:13m19s] 25% |███████ | (38107/146578, 136 it/s) [4m20s:13m19s] 26% |████████ | (38121/146578, 136 it/s) [4m20s:13m19s] 26% |████████ | (38136/146578, 136 it/s) [4m20s:13m19s] 26% |████████ | (38150/146578, 134 it/s) [4m20s:13m30s] 26% |████████ | (38151/146578, 134 it/s) [4m20s:13m30s] 26% |████████ | (38153/146578, 134 it/s) [4m20s:13m30s] 26% |████████ | (38161/146578, 134 it/s) [4m20s:13m30s] 26% |████████ | (38168/146578, 134 it/s) [4m20s:13m30s] 26% |████████ | (38175/146578, 121 it/s) [4m20s:14m58s] 26% |████████ | (38182/146578, 121 it/s) [4m20s:14m58s] 26% |████████ | (38190/146578, 121 it/s) [4m20s:14m58s] 26% |████████ | (38198/146578, 121 it/s) [4m21s:14m58s] 26% |████████ | (38207/146578, 121 it/s) [4m21s:14m58s] 26% |████████ | (38217/146578, 110 it/s) [4m21s:16m22s] 26% |████████ | (38233/146578, 110 it/s) [4m21s:16m22s] 26% |████████ | (38250/146578, 110 it/s) [4m21s:16m22s] 26% |████████ | (38268/146578, 110 it/s) [4m21s:16m21s] 26% |████████ | (38283/146578, 110 it/s) [4m21s:16m21s] 26% |████████ | (38298/146578, 110 it/s) [4m21s:16m21s] 26% |████████ | (38302/146578, 110 it/s) [4m21s:16m21s] 26% |████████ | (38303/146578, 121 it/s) [4m21s:14m57s] 26% |████████ | (38318/146578, 121 it/s) [4m21s:14m57s] 26% |████████ | (38333/146578, 121 it/s) [4m21s:14m57s] 26% |████████ | (38349/146578, 121 it/s) [4m21s:14m57s] 26% |████████ | (38362/146578, 121 it/s) [4m22s:14m57s] 26% |████████ | (38377/146578, 121 it/s) [4m22s:14m57s] 26% |████████ | (38379/146578, 123 it/s) [4m22s:14m39s] 26% |████████ | (38385/146578, 123 it/s) [4m22s:14m39s] 26% |████████ | (38400/146578, 123 it/s) [4m22s:14m39s] 26% |████████ | (38415/146578, 123 it/s) [4m22s:14m38s] 26% |████████ | (38429/146578, 123 it/s) [4m22s:14m38s] 26% |████████ | (38431/146578, 123 it/s) [4m23s:14m38s] 26% |████████ | (38441/146578, 122 it/s) [4m23s:14m49s] 26% |████████ | (38449/146578, 122 it/s) [4m23s:14m49s] 26% |████████ | (38458/146578, 122 it/s) [4m23s:14m49s] 26% |████████ | (38464/146578, 122 it/s) [4m23s:14m49s] 26% |████████ | (38472/146578, 114 it/s) [4m23s:15m49s] 26% |████████ | (38478/146578, 114 it/s) [4m23s:15m49s] 26% |████████ | (38480/146578, 114 it/s) [4m23s:15m49s] 26% |████████ | (38483/146578, 114 it/s) [4m23s:15m49s] 26% |████████ | (38497/146578, 114 it/s) [4m24s:15m49s] 26% |████████ | (38512/146578, 116 it/s) [4m24s:15m32s] 26% |████████ | (38529/146578, 116 it/s) [4m24s:15m32s] 26% |████████ | (38543/146578, 116 it/s) [4m24s:15m31s] 26% |████████ | (38558/146578, 116 it/s) [4m24s:15m31s] 26% |████████ | (38574/146578, 116 it/s) [4m24s:15m31s] 26% |████████ | (38592/146578, 116 it/s) [4m24s:15m31s] 26% |████████ | (38610/146578, 116 it/s) [4m24s:15m31s] 26% |████████ | (38625/146578, 116 it/s) [4m24s:15m31s] 26% |████████ | (38645/146578, 122 it/s) [4m24s:14m45s] 26% |████████ | (38654/146578, 122 it/s) [4m24s:14m45s] 26% |████████ | (38673/146578, 122 it/s) [4m24s:14m44s] 26% |████████ | (38690/146578, 122 it/s) [4m24s:14m44s] 26% |████████ | (38709/146578, 122 it/s) [4m24s:14m44s] 26% |████████ | (38726/146578, 122 it/s) [4m24s:14m44s] 26% |████████ | (38738/146578, 122 it/s) [4m25s:14m44s] 26% |████████ | (38757/146578, 128 it/s) [4m25s:14m0s] 26% |████████ | (38764/146578, 128 it/s) [4m25s:14m0s] 26% |████████ | (38781/146578, 128 it/s) [4m25s:14m0s] 26% |████████ | (38794/146578, 128 it/s) [4m25s:14m0s] 26% |████████ | (38812/146578, 128 it/s) [4m25s:14m0s] 26% |████████ | (38828/146578, 128 it/s) [4m25s:14m0s] 26% |████████ | (38837/146578, 129 it/s) [4m25s:13m55s] 26% |████████ | (38838/146578, 129 it/s) [4m25s:13m55s] 26% |████████ | (38840/146578, 129 it/s) [4m25s:13m55s] 26% |████████ | (38855/146578, 129 it/s) [4m25s:13m55s] 26% |████████ | (38870/146578, 129 it/s) [4m26s:13m55s] 26% |████████ | (38883/146578, 129 it/s) [4m26s:13m55s] 26% |████████ | (38901/146578, 129 it/s) [4m26s:13m55s] 26% |████████ | (38918/146578, 129 it/s) [4m26s:13m54s] 26% |████████ | (38934/146578, 129 it/s) [4m26s:13m54s] 26% |████████ | (38951/146578, 129 it/s) [4m26s:13m54s] 26% |████████ | (38953/146578, 137 it/s) [4m26s:13m8s] 26% |████████ | (38969/146578, 137 it/s) [4m26s:13m7s] 26% |████████ | (38987/146578, 137 it/s) [4m26s:13m7s] 26% |████████ | (39004/146578, 137 it/s) [4m26s:13m7s] 26% |████████ | (39023/146578, 137 it/s) [4m26s:13m7s] 26% |████████ | (39040/146578, 137 it/s) [4m27s:13m7s] 26% |████████ | (39058/146578, 137 it/s) [4m27s:13m7s] 26% |████████ | (39061/146578, 140 it/s) [4m27s:12m48s] 26% |████████ | (39068/146578, 140 it/s) [4m27s:12m48s] 26% |████████ | (39084/146578, 140 it/s) [4m27s:12m47s] 26% |████████ | (39097/146578, 140 it/s) [4m27s:12m47s] 26% |████████ | (39099/146578, 137 it/s) [4m27s:13m3s] 26% |████████ | (39101/146578, 137 it/s) [4m27s:13m3s] 26% |████████ | (39120/146578, 137 it/s) [4m28s:13m3s] 26% |████████ | (39138/146578, 137 it/s) [4m28s:13m3s] 26% |████████ | (39156/146578, 137 it/s) [4m28s:13m2s] 26% |████████ | (39176/146578, 137 it/s) [4m28s:13m2s] 26% |████████ | (39187/146578, 137 it/s) [4m28s:13m2s] 26% |████████ | (39204/146578, 146 it/s) [4m28s:12m17s] 26% |████████ | (39215/146578, 146 it/s) [4m28s:12m17s] 26% |████████ | (39223/146578, 146 it/s) [4m28s:12m17s] 26% |████████ | (39234/146578, 146 it/s) [4m28s:12m17s] 26% |████████ | (39243/146578, 146 it/s) [4m28s:12m14s] 26% |████████ | (39252/146578, 146 it/s) [4m28s:12m14s] 26% |████████ | (39253/146578, 146 it/s) [4m29s:12m14s] 26% |████████ | (39261/146578, 146 it/s) [4m29s:12m14s] 26% |████████ | (39271/146578, 146 it/s) [4m29s:12m14s] 26% |████████ | (39281/146578, 147 it/s) [4m29s:12m8s] 26% |████████ | (39301/146578, 147 it/s) [4m29s:12m8s] 26% |████████ | (39319/146578, 147 it/s) [4m29s:12m8s] 26% |████████ | (39339/146578, 147 it/s) [4m29s:12m8s] 26% |████████ | (39355/146578, 147 it/s) [4m29s:12m7s] 26% |████████ | (39372/146578, 147 it/s) [4m29s:12m7s] 26% |████████ | (39391/146578, 147 it/s) [4m29s:12m7s] 26% |████████ | (39409/146578, 146 it/s) [4m29s:12m13s] 26% |████████ | (39410/146578, 146 it/s) [4m30s:12m13s] 26% |████████ | (39431/146578, 146 it/s) [4m30s:12m13s] 26% |████████ | (39450/146578, 146 it/s) [4m30s:12m13s] 26% |████████ | (39469/146578, 146 it/s) [4m30s:12m13s] 26% |████████ | (39488/146578, 146 it/s) [4m30s:12m13s] 26% |████████ | (39506/146578, 146 it/s) [4m30s:12m12s] 26% |████████ | (39520/146578, 143 it/s) [4m30s:12m28s] 26% |████████ | (39524/146578, 143 it/s) [4m30s:12m28s] 26% |████████ | (39536/146578, 143 it/s) [4m30s:12m28s] 26% |████████ | (39554/146578, 143 it/s) [4m30s:12m28s] 26% |████████ | (39572/146578, 143 it/s) [4m30s:12m28s] 27% |████████ | (39586/146578, 140 it/s) [4m30s:12m42s] 27% |████████ | (39602/146578, 140 it/s) [4m31s:12m42s] 27% |████████ | (39610/146578, 140 it/s) [4m31s:12m42s] 27% |████████ | (39621/146578, 140 it/s) [4m31s:12m42s] 27% |████████ | (39636/146578, 140 it/s) [4m31s:12m42s] 27% |████████ | (39649/146578, 140 it/s) [4m31s:12m42s] 27% |████████ | (39668/146578, 151 it/s) [4m31s:11m47s] 27% |████████ | (39681/146578, 151 it/s) [4m31s:11m47s] 27% |████████ | (39687/146578, 151 it/s) [4m31s:11m47s] 27% |████████ | (39694/146578, 151 it/s) [4m31s:11m47s] 27% |████████ | (39701/146578, 151 it/s) [4m31s:11m47s] 27% |████████ | (39710/146578, 144 it/s) [4m31s:12m21s] 27% |████████ | (39720/146578, 144 it/s) [4m32s:12m21s] 27% |████████ | (39731/146578, 144 it/s) [4m32s:12m21s] 27% |████████ | (39750/146578, 144 it/s) [4m32s:12m21s] 27% |████████ | (39768/146578, 144 it/s) [4m32s:12m20s] 27% |████████ | (39786/146578, 144 it/s) [4m32s:12m20s] 27% |████████ | (39787/146578, 144 it/s) [4m32s:12m20s] 27% |████████ | (39788/146578, 135 it/s) [4m32s:13m12s] 27% |████████ | (39805/146578, 135 it/s) [4m32s:13m12s] 27% |████████ | (39825/146578, 135 it/s) [4m32s:13m12s] 27% |████████ | (39827/146578, 135 it/s) [4m33s:13m12s] 27% |████████ | (39839/146578, 135 it/s) [4m33s:13m12s] 27% |████████ | (39859/146578, 135 it/s) [4m33s:13m12s] 27% |████████ | (39878/146578, 144 it/s) [4m33s:12m22s] 27% |████████ | (39896/146578, 144 it/s) [4m33s:12m22s] 27% |████████ | (39915/146578, 144 it/s) [4m33s:12m21s] 27% |████████ | (39934/146578, 144 it/s) [4m33s:12m21s] 27% |████████ | (39953/146578, 144 it/s) [4m33s:12m21s] 27% |████████ | (39973/146578, 144 it/s) [4m33s:12m21s] 27% |████████ | (39991/146578, 144 it/s) [4m33s:12m21s] 27% |████████ | (40008/146578, 152 it/s) [4m33s:11m43s] 27% |████████ | (40027/146578, 152 it/s) [4m33s:11m43s] 27% |████████ | (40046/146578, 152 it/s) [4m33s:11m42s] 27% |████████ | (40064/146578, 152 it/s) [4m34s:11m42s] 27% |████████ | (40084/146578, 152 it/s) [4m34s:11m42s] 27% |████████ | (40105/146578, 152 it/s) [4m34s:11m42s] 27% |████████ | (40123/146578, 152 it/s) [4m34s:11m42s] 27% |████████ | (40141/146578, 152 it/s) [4m34s:11m42s] 27% |████████ | (40159/146578, 172 it/s) [4m34s:10m17s] 27% |████████ | (40179/146578, 172 it/s) [4m34s:10m17s] 27% |████████ | (40190/146578, 172 it/s) [4m34s:10m17s] 27% |████████ | (40210/146578, 172 it/s) [4m34s:10m17s] 27% |████████ | (40221/146578, 172 it/s) [4m34s:10m17s] 27% |████████ | (40238/146578, 172 it/s) [4m34s:10m16s] 27% |████████ | (40254/146578, 172 it/s) [4m34s:10m16s] 27% |████████ | (40272/146578, 188 it/s) [4m34s:9m25s] 27% |████████ | (40291/146578, 188 it/s) [4m34s:9m25s] 27% |████████ | (40309/146578, 188 it/s) [4m34s:9m25s] 27% |████████ | (40326/146578, 188 it/s) [4m35s:9m25s] 27% |████████ | (40340/146578, 188 it/s) [4m35s:9m25s] 27% |████████ | (40354/146578, 188 it/s) [4m35s:9m25s] 27% |████████ | (40368/146578, 188 it/s) [4m35s:9m25s] 27% |████████ | (40383/146578, 188 it/s) [4m35s:9m24s] 27% |████████ | (40399/146578, 189 it/s) [4m35s:9m22s] 27% |████████ | (40414/146578, 189 it/s) [4m35s:9m22s] 27% |████████ | (40427/146578, 189 it/s) [4m35s:9m22s] 27% |████████ | (40440/146578, 189 it/s) [4m35s:9m22s] 27% |████████ | (40454/146578, 189 it/s) [4m35s:9m22s] 27% |████████ | (40470/146578, 189 it/s) [4m35s:9m21s] 27% |████████ | (40484/146578, 189 it/s) [4m35s:9m21s] 27% |████████ | (40499/146578, 189 it/s) [4m35s:9m20s] 27% |████████ | (40514/146578, 189 it/s) [4m35s:9m20s] 27% |████████ | (40521/146578, 189 it/s) [4m36s:9m20s] 27% |████████ | (40529/146578, 189 it/s) [4m36s:9m20s] 27% |████████ | (40545/146578, 189 it/s) [4m36s:9m20s] 27% |████████ | (40560/146578, 189 it/s) [4m36s:9m20s] 27% |████████ | (40576/146578, 189 it/s) [4m36s:9m20s] 27% |████████ | (40577/146578, 189 it/s) [4m36s:9m20s] 27% |████████ | (40584/146578, 189 it/s) [4m36s:9m20s] 27% |████████ | (40593/146578, 189 it/s) [4m36s:9m20s] 27% |████████ | (40601/146578, 189 it/s) [4m36s:9m20s] 27% |████████ | (40608/146578, 181 it/s) [4m36s:9m46s] 27% |████████ | (40617/146578, 181 it/s) [4m36s:9m45s] 27% |████████ | (40625/146578, 181 it/s) [4m37s:9m45s] 27% |████████ | (40633/146578, 181 it/s) [4m37s:9m45s] 27% |████████ | (40648/146578, 181 it/s) [4m37s:9m45s] 27% |████████ | (40665/146578, 181 it/s) [4m37s:9m45s] 27% |████████ | (40675/146578, 184 it/s) [4m37s:9m34s] 27% |████████ | (40689/146578, 184 it/s) [4m37s:9m34s] 27% |████████ | (40703/146578, 184 it/s) [4m37s:9m34s] 27% |████████ | (40710/146578, 184 it/s) [4m37s:9m34s] 27% |████████ | (40719/146578, 183 it/s) [4m37s:9m37s] 27% |████████ | (40726/146578, 183 it/s) [4m38s:9m37s] 27% |████████ | (40735/146578, 183 it/s) [4m38s:9m37s] 27% |████████ | (40749/146578, 183 it/s) [4m38s:9m37s] 27% |████████ | (40763/146578, 183 it/s) [4m38s:9m37s] 27% |████████ | (40768/146578, 178 it/s) [4m38s:9m54s] 27% |████████ | (40777/146578, 178 it/s) [4m38s:9m54s] 27% |████████ | (40781/146578, 178 it/s) [4m38s:9m54s] 27% |████████ | (40789/146578, 178 it/s) [4m38s:9m54s] 27% |████████ | (40796/146578, 155 it/s) [4m38s:11m20s] 27% |████████ | (40802/146578, 155 it/s) [4m39s:11m20s] 27% |████████ | (40806/146578, 155 it/s) [4m39s:11m20s] 27% |████████ | (40808/146578, 155 it/s) [4m39s:11m20s] 27% |████████ | (40826/146578, 155 it/s) [4m39s:11m20s] 27% |████████ | (40844/146578, 155 it/s) [4m39s:11m20s] 27% |████████ | (40853/146578, 137 it/s) [4m39s:12m54s] 27% |████████ | (40861/146578, 137 it/s) [4m39s:12m54s] 27% |████████ | (40871/146578, 137 it/s) [4m39s:12m54s] 27% |████████ | (40876/146578, 137 it/s) [4m39s:12m54s] 27% |████████ | (40877/146578, 118 it/s) [4m40s:14m55s] 27% |████████ | (40894/146578, 118 it/s) [4m40s:14m55s] 27% |████████ | (40913/146578, 118 it/s) [4m40s:14m55s] 27% |████████ | (40934/146578, 118 it/s) [4m40s:14m55s] 27% |████████ | (40953/146578, 118 it/s) [4m40s:14m54s] 27% |████████ | (40972/146578, 118 it/s) [4m40s:14m54s] 27% |████████ | (40976/146578, 118 it/s) [4m40s:14m54s] 27% |████████ | (40985/146578, 111 it/s) [4m40s:15m48s] 27% |████████ | (41004/146578, 111 it/s) [4m40s:15m48s] 27% |████████ | (41005/146578, 111 it/s) [4m40s:15m48s] 27% |████████ | (41013/146578, 111 it/s) [4m41s:15m48s] 27% |████████ | (41030/146578, 111 it/s) [4m41s:15m48s] 28% |████████ | (41047/146578, 111 it/s) [4m41s:15m47s] 28% |████████ | (41057/146578, 103 it/s) [4m41s:17m6s] 28% |████████ | (41076/146578, 103 it/s) [4m41s:17m5s] 28% |████████ | (41079/146578, 103 it/s) [4m41s:17m5s] 28% |████████ | (41093/146578, 103 it/s) [4m41s:17m5s] 28% |████████ | (41096/146578, 103 it/s) [4m41s:17m5s] 28% |████████ | (41108/146578, 100 it/s) [4m41s:17m32s] 28% |████████ | (41125/146578, 100 it/s) [4m41s:17m32s] 28% |████████ | (41142/146578, 100 it/s) [4m41s:17m32s] 28% |████████ | (41155/146578, 100 it/s) [4m41s:17m31s] 28% |████████ | (41171/146578, 100 it/s) [4m42s:17m31s] 28% |████████ | (41172/146578, 100 it/s) [4m42s:17m31s] 28% |████████ | (41181/146578, 106 it/s) [4m42s:16m36s] 28% |████████ | (41187/146578, 106 it/s) [4m42s:16m36s] 28% |████████ | (41202/146578, 106 it/s) [4m42s:16m36s] 28% |████████ | (41208/146578, 106 it/s) [4m42s:16m36s] 28% |████████ | (41222/146578, 106 it/s) [4m42s:16m35s] 28% |████████ | (41237/146578, 106 it/s) [4m42s:16m35s] 28% |████████ | (41253/146578, 106 it/s) [4m42s:16m35s] 28% |████████ | (41267/146578, 110 it/s) [4m42s:16m1s] 28% |████████ | (41268/146578, 110 it/s) [4m42s:16m1s] 28% |████████ | (41270/146578, 110 it/s) [4m43s:16m1s] 28% |████████ | (41286/146578, 110 it/s) [4m43s:16m0s] 28% |████████ | (41300/146578, 107 it/s) [4m43s:16m22s] 28% |████████ | (41314/146578, 107 it/s) [4m43s:16m21s] 28% |████████ | (41329/146578, 107 it/s) [4m43s:16m21s] 28% |████████ | (41342/146578, 107 it/s) [4m43s:16m21s] 28% |████████ | (41348/146578, 107 it/s) [4m43s:16m21s] 28% |████████ | (41364/146578, 107 it/s) [4m43s:16m21s] 28% |████████ | (41379/146578, 112 it/s) [4m43s:15m38s] 28% |████████ | (41393/146578, 112 it/s) [4m43s:15m38s] 28% |████████ | (41408/146578, 112 it/s) [4m43s:15m38s] 28% |████████ | (41422/146578, 112 it/s) [4m44s:15m38s] 28% |████████ | (41436/146578, 112 it/s) [4m44s:15m38s] 28% |████████ | (41450/146578, 112 it/s) [4m44s:15m38s] 28% |████████ | (41462/146578, 122 it/s) [4m44s:14m21s] 28% |████████ | (41476/146578, 122 it/s) [4m44s:14m21s] 28% |████████ | (41490/146578, 122 it/s) [4m44s:14m21s] 28% |████████ | (41505/146578, 122 it/s) [4m44s:14m21s] 28% |████████ | (41522/146578, 122 it/s) [4m44s:14m21s] 28% |████████ | (41532/146578, 122 it/s) [4m44s:14m21s] 28% |████████ | (41546/146578, 128 it/s) [4m44s:13m39s] 28% |████████ | (41551/146578, 128 it/s) [4m44s:13m39s] 28% |████████ | (41552/146578, 128 it/s) [4m45s:13m39s] 28% |████████ | (41557/146578, 128 it/s) [4m45s:13m39s] 28% |████████ | (41559/146578, 128 it/s) [4m45s:13m39s] 28% |████████ | (41563/146578, 125 it/s) [4m45s:13m59s] 28% |████████ | (41566/146578, 125 it/s) [4m45s:13m59s] 28% |████████ | (41573/146578, 125 it/s) [4m45s:13m59s] 28% |████████ | (41582/146578, 125 it/s) [4m45s:13m59s] 28% |████████ | (41588/146578, 125 it/s) [4m45s:13m59s] 28% |████████ | (41604/146578, 125 it/s) [4m45s:13m59s] 28% |████████ | (41617/146578, 117 it/s) [4m46s:14m54s] 28% |████████ | (41628/146578, 117 it/s) [4m46s:14m54s] 28% |████████ | (41640/146578, 117 it/s) [4m46s:14m54s] 28% |████████ | (41654/146578, 117 it/s) [4m46s:14m54s] 28% |████████ | (41667/146578, 117 it/s) [4m46s:14m53s] 28% |████████ | (41683/146578, 117 it/s) [4m46s:14m53s] 28% |████████ | (41696/146578, 117 it/s) [4m46s:14m53s] 28% |████████ | (41700/146578, 121 it/s) [4m46s:14m25s] 28% |████████ | (41704/146578, 121 it/s) [4m46s:14m24s] 28% |████████ | (41710/146578, 121 it/s) [4m46s:14m24s] 28% |████████ | (41718/146578, 121 it/s) [4m46s:14m24s] 28% |████████ | (41724/146578, 121 it/s) [4m46s:14m24s] 28% |████████ | (41731/146578, 117 it/s) [4m47s:14m56s] 28% |████████ | (41738/146578, 117 it/s) [4m47s:14m56s] 28% |████████ | (41753/146578, 117 it/s) [4m47s:14m56s] 28% |████████ | (41769/146578, 117 it/s) [4m47s:14m56s] 28% |████████ | (41785/146578, 117 it/s) [4m47s:14m56s] 28% |████████ | (41801/146578, 117 it/s) [4m47s:14m56s] 28% |████████ | (41816/146578, 117 it/s) [4m47s:14m56s] 28% |████████ | (41831/146578, 123 it/s) [4m47s:14m13s] 28% |████████ | (41846/146578, 123 it/s) [4m47s:14m13s] 28% |████████ | (41861/146578, 123 it/s) [4m47s:14m13s] 28% |████████ | (41876/146578, 123 it/s) [4m47s:14m13s] 28% |████████ | (41889/146578, 123 it/s) [4m47s:14m12s] 28% |████████ | (41890/146578, 117 it/s) [4m48s:14m57s] 28% |████████ | (41899/146578, 117 it/s) [4m48s:14m57s] 28% |████████ | (41913/146578, 117 it/s) [4m48s:14m57s] 28% |████████ | (41928/146578, 117 it/s) [4m48s:14m57s] 28% |████████ | (41942/146578, 117 it/s) [4m48s:14m57s] 28% |████████ | (41957/146578, 117 it/s) [4m48s:14m57s] 28% |████████ | (41969/146578, 117 it/s) [4m48s:14m57s] 28% |████████ | (41983/146578, 128 it/s) [4m48s:13m39s] 28% |████████ | (41994/146578, 128 it/s) [4m48s:13m39s] 28% |████████ | (42008/146578, 128 it/s) [4m48s:13m39s] 28% |████████ | (42021/146578, 128 it/s) [4m48s:13m39s] 28% |████████ | (42036/146578, 128 it/s) [4m48s:13m39s] 28% |████████ | (42050/146578, 128 it/s) [4m49s:13m39s] 28% |████████ | (42061/146578, 128 it/s) [4m49s:13m39s] 28% |████████ | (42064/146578, 127 it/s) [4m49s:13m43s] 28% |████████ | (42070/146578, 127 it/s) [4m49s:13m43s] 28% |████████ | (42077/146578, 127 it/s) [4m49s:13m43s] 28% |████████ | (42083/146578, 127 it/s) [4m49s:13m43s] 28% |████████ | (42091/146578, 127 it/s) [4m49s:13m43s] 28% |████████ | (42098/146578, 118 it/s) [4m49s:14m42s] 28% |████████ | (42113/146578, 118 it/s) [4m49s:14m42s] 28% |████████ | (42129/146578, 118 it/s) [4m49s:14m41s] 28% |████████ | (42142/146578, 118 it/s) [4m49s:14m41s] 28% |████████ | (42156/146578, 118 it/s) [4m50s:14m41s] 28% |████████ | (42171/146578, 118 it/s) [4m50s:14m41s] 28% |████████ | (42187/146578, 118 it/s) [4m50s:14m41s] 28% |████████ | (42201/146578, 118 it/s) [4m50s:14m41s] 28% |████████ | (42217/146578, 125 it/s) [4m50s:13m56s] 28% |████████ | (42234/146578, 125 it/s) [4m50s:13m56s] 28% |████████ | (42247/146578, 125 it/s) [4m50s:13m56s] 28% |████████ | (42261/146578, 125 it/s) [4m50s:13m55s] 28% |████████ | (42276/146578, 125 it/s) [4m50s:13m55s] 28% |████████ | (42290/146578, 125 it/s) [4m50s:13m55s] 28% |████████ | (42305/146578, 125 it/s) [4m50s:13m55s] 28% |████████ | (42320/146578, 144 it/s) [4m50s:12m3s] 28% |████████ | (42335/146578, 144 it/s) [4m50s:12m3s] 28% |████████ | (42349/146578, 144 it/s) [4m50s:12m3s] 28% |████████ | (42363/146578, 144 it/s) [4m50s:12m3s] 28% |████████ | (42376/146578, 144 it/s) [4m51s:12m3s] 28% |████████ | (42387/146578, 144 it/s) [4m51s:12m3s] 28% |████████ | (42390/146578, 149 it/s) [4m51s:11m40s] 28% |████████ | (42398/146578, 149 it/s) [4m51s:11m40s] 28% |████████ | (42404/146578, 149 it/s) [4m51s:11m40s] 28% |████████ | (42410/146578, 149 it/s) [4m51s:11m40s] 28% |████████ | (42416/146578, 149 it/s) [4m51s:11m40s] 28% |████████ | (42417/146578, 149 it/s) [4m51s:11m40s] 28% |████████ | (42424/146578, 138 it/s) [4m51s:12m33s] 28% |████████ | (42431/146578, 138 it/s) [4m51s:12m33s] 28% |████████ | (42437/146578, 138 it/s) [4m52s:12m33s] 28% |████████ | (42444/146578, 138 it/s) [4m52s:12m32s] 28% |████████ | (42459/146578, 138 it/s) [4m52s:12m32s] 28% |████████ | (42460/146578, 139 it/s) [4m52s:12m29s] 28% |████████ | (42474/146578, 139 it/s) [4m52s:12m29s] 28% |████████ | (42490/146578, 139 it/s) [4m52s:12m29s] 28% |████████ | (42503/146578, 139 it/s) [4m52s:12m29s] 29% |████████ | (42516/146578, 139 it/s) [4m52s:12m29s] 29% |████████ | (42524/146578, 139 it/s) [4m52s:12m29s] 29% |████████ | (42536/146578, 127 it/s) [4m53s:13m41s] 29% |████████ | (42537/146578, 127 it/s) [4m53s:13m41s] 29% |████████ | (42542/146578, 127 it/s) [4m53s:13m41s] 29% |████████ | (42556/146578, 127 it/s) [4m53s:13m41s] 29% |████████ | (42570/146578, 127 it/s) [4m53s:13m41s] 29% |█████████ | (42571/146578, 123 it/s) [4m53s:14m7s] 29% |█████████ | (42572/146578, 123 it/s) [4m54s:14m7s] 29% |█████████ | (42587/146578, 123 it/s) [4m54s:14m7s] 29% |█████████ | (42601/146578, 123 it/s) [4m54s:14m7s] 29% |█████████ | (42616/146578, 123 it/s) [4m54s:14m7s] 29% |█████████ | (42632/146578, 123 it/s) [4m54s:14m7s] 29% |████████ | (42645/146578, 118 it/s) [4m54s:14m39s] 29% |████████ | (42649/146578, 118 it/s) [4m54s:14m39s] 29% |████████ | (42663/146578, 118 it/s) [4m54s:14m39s] 29% |████████ | (42679/146578, 118 it/s) [4m54s:14m38s] 29% |████████ | (42695/146578, 118 it/s) [4m54s:14m38s] 29% |████████ | (42707/146578, 118 it/s) [4m54s:14m40s] 29% |████████ | (42722/146578, 118 it/s) [4m55s:14m40s] 29% |████████ | (42727/146578, 118 it/s) [4m55s:14m40s] 29% |████████ | (42742/146578, 118 it/s) [4m55s:14m40s] 29% |████████ | (42757/146578, 121 it/s) [4m55s:14m21s] 29% |████████ | (42772/146578, 121 it/s) [4m55s:14m20s] 29% |████████ | (42789/146578, 121 it/s) [4m55s:14m20s] 29% |████████ | (42803/146578, 121 it/s) [4m55s:14m20s] 29% |████████ | (42809/146578, 109 it/s) [4m56s:15m50s] 29% |████████ | (42814/146578, 109 it/s) [4m56s:15m50s] 29% |████████ | (42829/146578, 109 it/s) [4m56s:15m50s] 29% |████████ | (42846/146578, 109 it/s) [4m56s:15m50s] 29% |████████ | (42861/146578, 109 it/s) [4m56s:15m50s] 29% |████████ | (42878/146578, 109 it/s) [4m56s:15m50s] 29% |█████████ | (42885/146578, 99 it/s) [4m56s:17m24s] 29% |█████████ | (42901/146578, 99 it/s) [4m56s:17m24s] 29% |█████████ | (42916/146578, 99 it/s) [4m56s:17m23s] 29% |█████████ | (42932/146578, 99 it/s) [4m56s:17m23s] 29% |█████████ | (42947/146578, 99 it/s) [4m56s:17m23s] 29% |█████████ | (42963/146578, 99 it/s) [4m57s:17m23s] 29% |████████ | (42964/146578, 101 it/s) [4m57s:17m10s] 29% |█████████ | (42974/146578, 101 it/s) [4m57s:17m9s] 29% |█████████ | (42988/146578, 101 it/s) [4m57s:17m9s] 29% |█████████ | (43005/146578, 101 it/s) [4m57s:17m9s] 29% |█████████ | (43019/146578, 101 it/s) [4m57s:17m9s] 29% |█████████ | (43022/146578, 101 it/s) [4m57s:17m9s] 29% |█████████ | (43036/146578, 101 it/s) [4m57s:17m9s] 29% |████████ | (43047/146578, 110 it/s) [4m57s:15m45s] 29% |████████ | (43054/146578, 110 it/s) [4m57s:15m45s] 29% |████████ | (43057/146578, 110 it/s) [4m57s:15m45s] 29% |████████ | (43066/146578, 110 it/s) [4m57s:15m45s] 29% |████████ | (43073/146578, 110 it/s) [4m58s:15m45s] 29% |█████████ | (43080/146578, 107 it/s) [4m58s:16m2s] 29% |█████████ | (43082/146578, 107 it/s) [4m58s:16m2s] 29% |█████████ | (43090/146578, 107 it/s) [4m58s:16m2s] 29% |█████████ | (43106/146578, 107 it/s) [4m58s:16m2s] 29% |█████████ | (43121/146578, 107 it/s) [4m58s:16m2s] 29% |█████████ | (43124/146578, 107 it/s) [4m58s:16m2s] 29% |████████ | (43135/146578, 110 it/s) [4m59s:15m43s] 29% |████████ | (43143/146578, 110 it/s) [4m59s:15m43s] 29% |████████ | (43153/146578, 110 it/s) [4m59s:15m43s] 29% |████████ | (43159/146578, 110 it/s) [4m59s:15m43s] 29% |████████ | (43162/146578, 110 it/s) [4m59s:15m42s] 29% |████████ | (43166/146578, 110 it/s) [4m59s:15m42s] 29% |████████ | (43181/146578, 110 it/s) [4m59s:15m42s] 29% |████████ | (43195/146578, 110 it/s) [4m59s:15m42s] 29% |████████ | (43211/146578, 110 it/s) [4m59s:15m42s] 29% |█████████ | (43226/146578, 110 it/s) [5m0s:15m37s] 29% |█████████ | (43241/146578, 110 it/s) [5m0s:15m36s] 29% |█████████ | (43257/146578, 110 it/s) [5m0s:15m36s] 29% |█████████ | (43263/146578, 110 it/s) [5m0s:15m36s] 29% |█████████ | (43279/146578, 110 it/s) [5m0s:15m36s] 29% |█████████ | (43290/146578, 110 it/s) [5m0s:15m36s] 29% |█████████ | (43306/146578, 110 it/s) [5m0s:15m36s] 29% |█████████ | (43319/146578, 110 it/s) [5m0s:15m36s] 29% |█████████ | (43327/146578, 114 it/s) [5m0s:15m3s] 29% |█████████ | (43342/146578, 114 it/s) [5m0s:15m3s] 29% |█████████ | (43348/146578, 114 it/s) [5m0s:15m3s] 29% |█████████ | (43362/146578, 114 it/s) [5m0s:15m3s] 29% |█████████ | (43376/146578, 114 it/s) [5m0s:15m3s] 29% |█████████ | (43391/146578, 114 it/s) [5m0s:15m3s] 29% |█████████ | (43404/146578, 114 it/s) [5m1s:15m3s] 29% |█████████ | (43418/146578, 123 it/s) [5m1s:13m57s] 29% |█████████ | (43432/146578, 123 it/s) [5m1s:13m57s] 29% |█████████ | (43444/146578, 123 it/s) [5m1s:13m57s] 29% |█████████ | (43452/146578, 123 it/s) [5m1s:13m57s] 29% |█████████ | (43465/146578, 123 it/s) [5m1s:13m57s] 29% |█████████ | (43479/146578, 123 it/s) [5m1s:13m57s] 29% |█████████ | (43491/146578, 129 it/s) [5m1s:13m22s] 29% |█████████ | (43505/146578, 129 it/s) [5m1s:13m21s] 29% |█████████ | (43519/146578, 129 it/s) [5m1s:13m21s] 29% |█████████ | (43530/146578, 129 it/s) [5m1s:13m21s] 29% |█████████ | (43532/146578, 129 it/s) [5m1s:13m21s] 29% |█████████ | (43536/146578, 129 it/s) [5m2s:13m21s] 29% |█████████ | (43542/146578, 126 it/s) [5m2s:13m38s] 29% |█████████ | (43547/146578, 126 it/s) [5m2s:13m38s] 29% |█████████ | (43554/146578, 126 it/s) [5m2s:13m38s] 29% |█████████ | (43563/146578, 126 it/s) [5m2s:13m37s] 29% |█████████ | (43576/146578, 126 it/s) [5m2s:13m37s] 29% |█████████ | (43589/146578, 119 it/s) [5m2s:14m25s] 29% |█████████ | (43601/146578, 119 it/s) [5m2s:14m25s] 29% |█████████ | (43616/146578, 119 it/s) [5m2s:14m25s] 29% |█████████ | (43628/146578, 119 it/s) [5m2s:14m25s] 29% |█████████ | (43643/146578, 119 it/s) [5m2s:14m24s] 29% |█████████ | (43654/146578, 119 it/s) [5m2s:14m24s] 29% |█████████ | (43669/146578, 119 it/s) [5m2s:14m24s] 29% |█████████ | (43680/146578, 123 it/s) [5m3s:13m56s] 29% |█████████ | (43693/146578, 123 it/s) [5m3s:13m55s] 29% |█████████ | (43708/146578, 123 it/s) [5m3s:13m55s] 29% |█████████ | (43723/146578, 123 it/s) [5m3s:13m55s] 29% |█████████ | (43735/146578, 123 it/s) [5m3s:13m55s] 29% |█████████ | (43739/146578, 123 it/s) [5m3s:13m55s] 29% |█████████ | (43751/146578, 123 it/s) [5m3s:13m55s] 29% |█████████ | (43766/146578, 134 it/s) [5m3s:12m46s] 29% |█████████ | (43778/146578, 134 it/s) [5m3s:12m46s] 29% |█████████ | (43781/146578, 134 it/s) [5m3s:12m46s] 29% |█████████ | (43795/146578, 134 it/s) [5m3s:12m45s] 29% |█████████ | (43812/146578, 134 it/s) [5m4s:12m45s] 29% |█████████ | (43827/146578, 138 it/s) [5m4s:12m24s] 29% |█████████ | (43841/146578, 138 it/s) [5m4s:12m24s] 29% |█████████ | (43857/146578, 138 it/s) [5m4s:12m24s] 29% |█████████ | (43861/146578, 138 it/s) [5m4s:12m24s] 29% |█████████ | (43873/146578, 138 it/s) [5m4s:12m24s] 29% |█████████ | (43882/146578, 138 it/s) [5m4s:12m24s] 29% |█████████ | (43890/146578, 144 it/s) [5m4s:11m55s] 29% |█████████ | (43899/146578, 144 it/s) [5m4s:11m55s] 29% |█████████ | (43908/146578, 144 it/s) [5m4s:11m55s] 29% |█████████ | (43915/146578, 144 it/s) [5m4s:11m55s] 29% |█████████ | (43931/146578, 144 it/s) [5m5s:11m55s] 29% |█████████ | (43944/146578, 140 it/s) [5m5s:12m10s] 29% |█████████ | (43955/146578, 140 it/s) [5m5s:12m10s] 29% |█████████ | (43956/146578, 140 it/s) [5m5s:12m10s] 29% |█████████ | (43971/146578, 140 it/s) [5m5s:12m10s] 30% |█████████ | (43985/146578, 140 it/s) [5m5s:12m10s] 30% |█████████ | (44000/146578, 135 it/s) [5m5s:12m40s] 30% |█████████ | (44016/146578, 135 it/s) [5m5s:12m40s] 30% |█████████ | (44026/146578, 135 it/s) [5m5s:12m40s] 30% |█████████ | (44039/146578, 135 it/s) [5m5s:12m40s] 30% |█████████ | (44040/146578, 135 it/s) [5m5s:12m40s] 30% |█████████ | (44051/146578, 135 it/s) [5m6s:12m40s] 30% |█████████ | (44064/146578, 130 it/s) [5m6s:13m9s] 30% |█████████ | (44079/146578, 130 it/s) [5m6s:13m9s] 30% |█████████ | (44092/146578, 130 it/s) [5m6s:13m9s] 30% |█████████ | (44106/146578, 130 it/s) [5m6s:13m9s] 30% |█████████ | (44108/146578, 130 it/s) [5m6s:13m9s] 30% |█████████ | (44115/146578, 130 it/s) [5m6s:13m9s] 30% |█████████ | (44130/146578, 127 it/s) [5m6s:13m29s] 30% |█████████ | (44143/146578, 127 it/s) [5m6s:13m29s] 30% |█████████ | (44154/146578, 127 it/s) [5m6s:13m29s] 30% |█████████ | (44168/146578, 127 it/s) [5m6s:13m29s] 30% |█████████ | (44172/146578, 127 it/s) [5m6s:13m29s] 30% |█████████ | (44186/146578, 127 it/s) [5m7s:13m29s] 30% |█████████ | (44200/146578, 131 it/s) [5m7s:13m1s] 30% |█████████ | (44214/146578, 131 it/s) [5m7s:13m1s] 30% |█████████ | (44227/146578, 131 it/s) [5m7s:13m1s] 30% |█████████ | (44237/146578, 131 it/s) [5m7s:13m1s] 30% |█████████ | (44245/146578, 131 it/s) [5m7s:13m1s] 30% |█████████ | (44259/146578, 134 it/s) [5m7s:12m44s] 30% |█████████ | (44271/146578, 134 it/s) [5m7s:12m44s] 30% |█████████ | (44285/146578, 134 it/s) [5m7s:12m44s] 30% |█████████ | (44299/146578, 134 it/s) [5m7s:12m44s] 30% |█████████ | (44312/146578, 134 it/s) [5m7s:12m44s] 30% |█████████ | (44313/146578, 134 it/s) [5m8s:12m44s] 30% |█████████ | (44317/146578, 126 it/s) [5m8s:13m32s] 30% |█████████ | (44332/146578, 126 it/s) [5m8s:13m32s] 30% |█████████ | (44347/146578, 126 it/s) [5m8s:13m32s] 30% |█████████ | (44355/146578, 126 it/s) [5m8s:13m31s] 30% |█████████ | (44356/146578, 118 it/s) [5m8s:14m29s] 30% |█████████ | (44371/146578, 118 it/s) [5m8s:14m29s] 30% |█████████ | (44387/146578, 118 it/s) [5m8s:14m29s] 30% |█████████ | (44401/146578, 118 it/s) [5m8s:14m29s] 30% |█████████ | (44407/146578, 118 it/s) [5m9s:14m29s] 30% |█████████ | (44421/146578, 116 it/s) [5m9s:14m38s] 30% |█████████ | (44433/146578, 116 it/s) [5m9s:14m38s] 30% |█████████ | (44444/146578, 116 it/s) [5m9s:14m38s] 30% |█████████ | (44460/146578, 116 it/s) [5m9s:14m37s] 30% |█████████ | (44471/146578, 116 it/s) [5m9s:14m37s] 30% |█████████ | (44476/146578, 116 it/s) [5m9s:14m37s] 30% |█████████ | (44486/146578, 117 it/s) [5m9s:14m34s] 30% |█████████ | (44500/146578, 117 it/s) [5m9s:14m34s] 30% |█████████ | (44504/146578, 117 it/s) [5m9s:14m34s] 30% |█████████ | (44512/146578, 117 it/s) [5m10s:14m34s] 30% |█████████ | (44521/146578, 117 it/s) [5m10s:14m34s] 30% |█████████ | (44529/146578, 115 it/s) [5m10s:14m47s] 30% |█████████ | (44535/146578, 115 it/s) [5m10s:14m47s] 30% |█████████ | (44541/146578, 115 it/s) [5m10s:14m47s] 30% |█████████ | (44547/146578, 115 it/s) [5m10s:14m47s] 30% |█████████ | (44555/146578, 115 it/s) [5m10s:14m47s] 30% |█████████ | (44561/146578, 108 it/s) [5m10s:15m41s] 30% |█████████ | (44569/146578, 108 it/s) [5m10s:15m41s] 30% |█████████ | (44575/146578, 108 it/s) [5m10s:15m41s] 30% |█████████ | (44583/146578, 108 it/s) [5m11s:15m41s] 30% |█████████ | (44590/146578, 108 it/s) [5m11s:15m41s] 30% |█████████ | (44598/146578, 102 it/s) [5m11s:16m36s] 30% |█████████ | (44605/146578, 102 it/s) [5m11s:16m36s] 30% |█████████ | (44620/146578, 102 it/s) [5m11s:16m36s] 30% |█████████ | (44634/146578, 102 it/s) [5m11s:16m36s] 30% |█████████ | (44649/146578, 102 it/s) [5m11s:16m36s] 30% |█████████ | (44663/146578, 102 it/s) [5m11s:16m36s] 30% |█████████ | (44677/146578, 102 it/s) [5m11s:16m35s] 30% |█████████ | (44693/146578, 108 it/s) [5m11s:15m40s] 30% |█████████ | (44708/146578, 108 it/s) [5m11s:15m40s] 30% |█████████ | (44722/146578, 108 it/s) [5m11s:15m40s] 30% |█████████ | (44736/146578, 108 it/s) [5m12s:15m40s] 30% |█████████ | (44751/146578, 108 it/s) [5m12s:15m39s] 30% |█████████ | (44765/146578, 108 it/s) [5m12s:15m39s] 30% |█████████ | (44779/146578, 108 it/s) [5m12s:15m39s] 30% |█████████ | (44793/146578, 108 it/s) [5m12s:15m39s] 30% |█████████ | (44809/146578, 115 it/s) [5m12s:14m43s] 30% |█████████ | (44825/146578, 115 it/s) [5m12s:14m43s] 30% |█████████ | (44839/146578, 115 it/s) [5m12s:14m43s] 30% |█████████ | (44842/146578, 115 it/s) [5m12s:14m43s] 30% |█████████ | (44843/146578, 115 it/s) [5m12s:14m43s] 30% |█████████ | (44856/146578, 115 it/s) [5m12s:14m43s] 30% |█████████ | (44871/146578, 116 it/s) [5m12s:14m37s] 30% |█████████ | (44887/146578, 116 it/s) [5m12s:14m37s] 30% |█████████ | (44901/146578, 116 it/s) [5m13s:14m36s] 30% |█████████ | (44914/146578, 116 it/s) [5m13s:14m36s] 30% |█████████ | (44920/146578, 116 it/s) [5m13s:14m36s] 30% |█████████ | (44931/146578, 118 it/s) [5m13s:14m20s] 30% |█████████ | (44940/146578, 118 it/s) [5m13s:14m20s] 30% |█████████ | (44941/146578, 118 it/s) [5m13s:14m20s] 30% |█████████ | (44949/146578, 114 it/s) [5m13s:14m48s] 30% |█████████ | (44961/146578, 114 it/s) [5m14s:14m48s] 30% |█████████ | (44971/146578, 114 it/s) [5m14s:14m48s] 30% |█████████ | (44979/146578, 114 it/s) [5m14s:14m48s] 30% |█████████ | (44986/146578, 109 it/s) [5m14s:15m31s] 30% |█████████ | (44993/146578, 109 it/s) [5m14s:15m31s] 30% |█████████ | (44999/146578, 109 it/s) [5m14s:15m31s] 30% |█████████ | (45004/146578, 109 it/s) [5m14s:15m31s] 30% |█████████ | (45011/146578, 109 it/s) [5m14s:15m31s] 30% |█████████ | (45018/146578, 103 it/s) [5m14s:16m28s] 30% |█████████ | (45033/146578, 103 it/s) [5m15s:16m28s] 30% |█████████ | (45048/146578, 103 it/s) [5m15s:16m28s] 30% |█████████ | (45062/146578, 103 it/s) [5m15s:16m28s] 30% |█████████ | (45077/146578, 103 it/s) [5m15s:16m27s] 30% |█████████ | (45093/146578, 103 it/s) [5m15s:16m27s] 30% |█████████ | (45107/146578, 103 it/s) [5m15s:16m27s] 30% |█████████ | (45123/146578, 103 it/s) [5m15s:16m27s] 30% |█████████ | (45137/146578, 116 it/s) [5m15s:14m31s] 30% |█████████ | (45152/146578, 116 it/s) [5m15s:14m31s] 30% |█████████ | (45155/146578, 116 it/s) [5m15s:14m31s] 30% |█████████ | (45157/146578, 116 it/s) [5m15s:14m31s] 30% |█████████ | (45165/146578, 116 it/s) [5m15s:14m31s] 30% |█████████ | (45173/146578, 119 it/s) [5m15s:14m12s] 30% |█████████ | (45180/146578, 119 it/s) [5m16s:14m11s] 30% |█████████ | (45187/146578, 119 it/s) [5m16s:14m11s] 30% |█████████ | (45197/146578, 119 it/s) [5m16s:14m11s] 30% |█████████ | (45204/146578, 119 it/s) [5m16s:14m11s] 30% |█████████ | (45212/146578, 119 it/s) [5m16s:14m9s] 30% |█████████ | (45220/146578, 119 it/s) [5m16s:14m9s] 30% |█████████ | (45239/146578, 119 it/s) [5m16s:14m9s] 30% |█████████ | (45257/146578, 119 it/s) [5m16s:14m9s] 30% |█████████ | (45272/146578, 119 it/s) [5m16s:14m8s] 30% |█████████ | (45274/146578, 119 it/s) [5m16s:14m8s] 30% |█████████ | (45282/146578, 113 it/s) [5m17s:14m58s] 30% |█████████ | (45291/146578, 113 it/s) [5m17s:14m58s] 30% |█████████ | (45300/146578, 113 it/s) [5m17s:14m58s] 30% |█████████ | (45308/146578, 113 it/s) [5m17s:14m57s] 30% |█████████ | (45316/146578, 113 it/s) [5m17s:14m57s] 30% |█████████ | (45332/146578, 113 it/s) [5m17s:14m57s] 30% |█████████ | (45338/146578, 102 it/s) [5m17s:16m31s] 30% |█████████ | (45354/146578, 102 it/s) [5m17s:16m31s] 30% |█████████ | (45371/146578, 102 it/s) [5m17s:16m30s] 30% |█████████ | (45388/146578, 102 it/s) [5m17s:16m30s] 30% |█████████ | (45403/146578, 102 it/s) [5m18s:16m30s] 30% |█████████ | (45419/146578, 106 it/s) [5m18s:15m50s] 30% |█████████ | (45435/146578, 106 it/s) [5m18s:15m50s] 31% |█████████ | (45452/146578, 106 it/s) [5m18s:15m49s] 31% |█████████ | (45469/146578, 106 it/s) [5m18s:15m49s] 31% |█████████ | (45486/146578, 106 it/s) [5m18s:15m49s] 31% |█████████ | (45503/146578, 106 it/s) [5m18s:15m49s] 31% |█████████ | (45523/146578, 106 it/s) [5m18s:15m49s] 31% |█████████ | (45544/146578, 106 it/s) [5m18s:15m49s] 31% |█████████ | (45561/146578, 119 it/s) [5m18s:14m7s] 31% |█████████ | (45580/146578, 119 it/s) [5m18s:14m7s] 31% |█████████ | (45596/146578, 119 it/s) [5m18s:14m7s] 31% |█████████ | (45612/146578, 119 it/s) [5m19s:14m7s] 31% |█████████ | (45630/146578, 119 it/s) [5m19s:14m7s] 31% |█████████ | (45647/146578, 133 it/s) [5m19s:12m38s] 31% |█████████ | (45666/146578, 133 it/s) [5m19s:12m38s] 31% |█████████ | (45683/146578, 133 it/s) [5m19s:12m37s] 31% |█████████ | (45702/146578, 133 it/s) [5m19s:12m37s] 31% |█████████ | (45720/146578, 133 it/s) [5m19s:12m37s] 31% |█████████ | (45738/146578, 133 it/s) [5m19s:12m37s] 31% |█████████ | (45755/146578, 133 it/s) [5m19s:12m37s] 31% |█████████ | (45772/146578, 153 it/s) [5m19s:10m58s] 31% |█████████ | (45779/146578, 153 it/s) [5m19s:10m58s] 31% |█████████ | (45782/146578, 153 it/s) [5m19s:10m58s] 31% |█████████ | (45791/146578, 153 it/s) [5m19s:10m58s] 31% |█████████ | (45801/146578, 153 it/s) [5m20s:10m58s] 31% |█████████ | (45811/146578, 155 it/s) [5m20s:10m50s] 31% |█████████ | (45819/146578, 155 it/s) [5m20s:10m50s] 31% |█████████ | (45829/146578, 155 it/s) [5m20s:10m50s] 31% |█████████ | (45838/146578, 155 it/s) [5m20s:10m50s] 31% |█████████ | (45847/146578, 155 it/s) [5m20s:10m50s] 31% |█████████ | (45856/146578, 142 it/s) [5m20s:11m51s] 31% |█████████ | (45866/146578, 142 it/s) [5m20s:11m50s] 31% |█████████ | (45874/146578, 142 it/s) [5m20s:11m50s] 31% |█████████ | (45891/146578, 142 it/s) [5m20s:11m50s] 31% |█████████ | (45909/146578, 142 it/s) [5m21s:11m50s] 31% |█████████ | (45925/146578, 142 it/s) [5m21s:11m50s] 31% |█████████ | (45944/146578, 142 it/s) [5m21s:11m50s] 31% |█████████ | (45961/146578, 152 it/s) [5m21s:11m1s] 31% |█████████ | (45979/146578, 152 it/s) [5m21s:11m1s] 31% |█████████ | (45997/146578, 152 it/s) [5m21s:11m1s] 31% |█████████ | (46013/146578, 152 it/s) [5m21s:11m1s] 31% |█████████ | (46031/146578, 152 it/s) [5m21s:11m1s] 31% |█████████ | (46048/146578, 152 it/s) [5m21s:11m1s] 31% |█████████ | (46065/146578, 152 it/s) [5m21s:11m1s] 31% |█████████ | (46082/146578, 171 it/s) [5m21s:9m49s] 31% |█████████ | (46100/146578, 171 it/s) [5m21s:9m49s] 31% |█████████ | (46119/146578, 171 it/s) [5m21s:9m49s] 31% |█████████ | (46140/146578, 171 it/s) [5m21s:9m48s] 31% |█████████ | (46158/146578, 171 it/s) [5m21s:9m48s] 31% |█████████ | (46178/146578, 171 it/s) [5m22s:9m48s] 31% |█████████ | (46195/146578, 171 it/s) [5m22s:9m48s] 31% |█████████ | (46197/146578, 178 it/s) [5m22s:9m22s] 31% |█████████ | (46206/146578, 178 it/s) [5m22s:9m22s] 31% |█████████ | (46212/146578, 178 it/s) [5m22s:9m22s] 31% |█████████ | (46222/146578, 178 it/s) [5m22s:9m22s] 31% |█████████ | (46240/146578, 178 it/s) [5m22s:9m22s] 31% |█████████ | (46246/146578, 178 it/s) [5m22s:9m22s] 31% |█████████ | (46247/146578, 177 it/s) [5m22s:9m27s] 31% |█████████ | (46256/146578, 177 it/s) [5m22s:9m27s] 31% |█████████ | (46272/146578, 177 it/s) [5m22s:9m27s] 31% |█████████ | (46290/146578, 177 it/s) [5m23s:9m27s] 31% |█████████ | (46305/146578, 177 it/s) [5m23s:9m27s] 31% |█████████ | (46324/146578, 177 it/s) [5m23s:9m27s] 31% |█████████ | (46326/146578, 177 it/s) [5m23s:9m27s] 31% |█████████ | (46339/146578, 177 it/s) [5m23s:9m25s] 31% |█████████ | (46357/146578, 177 it/s) [5m23s:9m25s] 31% |█████████ | (46375/146578, 177 it/s) [5m23s:9m25s] 31% |█████████ | (46393/146578, 177 it/s) [5m23s:9m25s] 31% |█████████ | (46412/146578, 177 it/s) [5m23s:9m25s] 31% |█████████ | (46418/146578, 165 it/s) [5m23s:10m6s] 31% |█████████ | (46436/146578, 165 it/s) [5m24s:10m6s] 31% |█████████ | (46456/146578, 165 it/s) [5m24s:10m6s] 31% |█████████ | (46474/146578, 165 it/s) [5m24s:10m6s] 31% |█████████ | (46485/146578, 165 it/s) [5m24s:10m6s] 31% |█████████ | (46494/146578, 165 it/s) [5m24s:10m6s] 31% |█████████ | (46508/146578, 165 it/s) [5m24s:10m6s] 31% |█████████ | (46530/146578, 165 it/s) [5m24s:10m6s] 31% |█████████ | (46548/146578, 165 it/s) [5m24s:10m6s] 31% |█████████ | (46568/146578, 165 it/s) [5m24s:10m6s] 31% |█████████ | (46585/146578, 165 it/s) [5m24s:10m6s] 31% |█████████ | (46604/146578, 165 it/s) [5m24s:10m5s] 31% |█████████ | (46618/146578, 165 it/s) [5m24s:10m5s] 31% |█████████ | (46626/146578, 161 it/s) [5m24s:10m19s] 31% |█████████ | (46627/146578, 161 it/s) [5m25s:10m19s] 31% |█████████ | (46634/146578, 161 it/s) [5m25s:10m18s] 31% |█████████ | (46653/146578, 161 it/s) [5m25s:10m18s] 31% |█████████ | (46671/146578, 161 it/s) [5m25s:10m18s] 31% |█████████ | (46680/146578, 161 it/s) [5m25s:10m18s] 31% |█████████ | (46700/146578, 161 it/s) [5m25s:10m18s] 31% |█████████ | (46701/146578, 166 it/s) [5m25s:10m2s] 31% |█████████ | (46711/146578, 166 it/s) [5m25s:10m2s] 31% |█████████ | (46721/146578, 166 it/s) [5m25s:10m1s] 31% |█████████ | (46729/146578, 166 it/s) [5m25s:10m1s] 31% |█████████ | (46738/146578, 166 it/s) [5m26s:10m1s] 31% |█████████ | (46746/146578, 166 it/s) [5m26s:10m2s] 31% |█████████ | (46760/146578, 166 it/s) [5m26s:10m1s] 31% |█████████ | (46763/146578, 166 it/s) [5m26s:10m1s] 31% |█████████ | (46769/146578, 166 it/s) [5m26s:10m1s] 31% |█████████ | (46777/146578, 166 it/s) [5m26s:10m1s] 31% |█████████ | (46784/146578, 153 it/s) [5m26s:10m50s] 31% |█████████ | (46788/146578, 153 it/s) [5m26s:10m50s] 31% |█████████ | (46798/146578, 153 it/s) [5m26s:10m50s] 31% |█████████ | (46805/146578, 153 it/s) [5m26s:10m49s] 31% |█████████ | (46815/146578, 153 it/s) [5m27s:10m49s] 31% |█████████ | (46825/146578, 136 it/s) [5m27s:12m15s] 31% |█████████ | (46835/146578, 136 it/s) [5m27s:12m15s] 31% |█████████ | (46843/146578, 136 it/s) [5m27s:12m15s] 31% |█████████ | (46852/146578, 136 it/s) [5m27s:12m15s] 31% |█████████ | (46870/146578, 136 it/s) [5m27s:12m15s] 31% |█████████ | (46888/146578, 136 it/s) [5m27s:12m15s] 32% |█████████ | (46906/146578, 131 it/s) [5m27s:12m42s] 32% |█████████ | (46924/146578, 131 it/s) [5m27s:12m42s] 32% |█████████ | (46942/146578, 131 it/s) [5m27s:12m41s] 32% |█████████ | (46958/146578, 131 it/s) [5m27s:12m41s] 32% |█████████ | (46959/146578, 131 it/s) [5m27s:12m41s] 32% |█████████ | (46961/146578, 131 it/s) [5m28s:12m41s] 32% |█████████ | (46978/146578, 131 it/s) [5m28s:12m41s] 32% |█████████ | (46997/146578, 139 it/s) [5m28s:11m56s] 32% |█████████ | (47017/146578, 139 it/s) [5m28s:11m56s] 32% |█████████ | (47036/146578, 139 it/s) [5m28s:11m56s] 32% |█████████ | (47051/146578, 139 it/s) [5m28s:11m56s] 32% |█████████ | (47071/146578, 139 it/s) [5m28s:11m56s] 32% |█████████ | (47074/146578, 139 it/s) [5m28s:11m56s] 32% |█████████ | (47084/146578, 136 it/s) [5m28s:12m13s] 32% |█████████ | (47103/146578, 136 it/s) [5m29s:12m13s] 32% |█████████ | (47122/146578, 136 it/s) [5m29s:12m13s] 32% |█████████ | (47140/146578, 136 it/s) [5m29s:12m13s] 32% |█████████ | (47152/146578, 136 it/s) [5m29s:12m13s] 32% |█████████ | (47155/146578, 136 it/s) [5m29s:12m13s] 32% |██████████ | (47165/146578, 137 it/s) [5m29s:12m7s] 32% |██████████ | (47173/146578, 137 it/s) [5m29s:12m7s] 32% |██████████ | (47184/146578, 137 it/s) [5m29s:12m6s] 32% |██████████ | (47193/146578, 137 it/s) [5m29s:12m6s] 32% |██████████ | (47204/146578, 137 it/s) [5m29s:12m6s] 32% |█████████ | (47213/146578, 129 it/s) [5m29s:12m51s] 32% |█████████ | (47224/146578, 129 it/s) [5m30s:12m51s] 32% |█████████ | (47234/146578, 129 it/s) [5m30s:12m51s] 32% |█████████ | (47250/146578, 129 it/s) [5m30s:12m51s] 32% |█████████ | (47268/146578, 129 it/s) [5m30s:12m51s] 32% |█████████ | (47287/146578, 129 it/s) [5m30s:12m51s] 32% |█████████ | (47304/146578, 129 it/s) [5m30s:12m51s] 32% |█████████ | (47323/146578, 125 it/s) [5m30s:13m13s] 32% |█████████ | (47341/146578, 125 it/s) [5m30s:13m13s] 32% |█████████ | (47358/146578, 125 it/s) [5m30s:13m13s] 32% |█████████ | (47376/146578, 125 it/s) [5m30s:13m13s] 32% |█████████ | (47395/146578, 125 it/s) [5m30s:13m13s] 32% |█████████ | (47402/146578, 125 it/s) [5m30s:13m12s] 32% |█████████ | (47417/146578, 125 it/s) [5m30s:13m12s] 32% |█████████ | (47437/146578, 136 it/s) [5m31s:12m10s] 32% |█████████ | (47456/146578, 136 it/s) [5m31s:12m10s] 32% |█████████ | (47460/146578, 136 it/s) [5m31s:12m10s] 32% |█████████ | (47461/146578, 136 it/s) [5m31s:12m10s] 32% |█████████ | (47470/146578, 136 it/s) [5m31s:12m10s] 32% |█████████ | (47488/146578, 136 it/s) [5m31s:12m10s] 32% |█████████ | (47506/146578, 142 it/s) [5m31s:11m39s] 32% |█████████ | (47513/146578, 142 it/s) [5m31s:11m39s] 32% |█████████ | (47529/146578, 142 it/s) [5m31s:11m39s] 32% |█████████ | (47549/146578, 142 it/s) [5m31s:11m38s] 32% |█████████ | (47555/146578, 145 it/s) [5m32s:11m24s] 32% |█████████ | (47575/146578, 145 it/s) [5m32s:11m24s] 32% |█████████ | (47596/146578, 145 it/s) [5m32s:11m24s] 32% |█████████ | (47614/146578, 145 it/s) [5m32s:11m24s] 32% |█████████ | (47631/146578, 145 it/s) [5m32s:11m24s] 32% |█████████ | (47648/146578, 145 it/s) [5m32s:11m23s] 32% |█████████ | (47661/146578, 145 it/s) [5m32s:11m23s] 32% |█████████ | (47663/146578, 158 it/s) [5m32s:10m27s] 32% |█████████ | (47682/146578, 158 it/s) [5m32s:10m26s] 32% |█████████ | (47701/146578, 158 it/s) [5m32s:10m26s] 32% |█████████ | (47721/146578, 158 it/s) [5m32s:10m26s] 32% |█████████ | (47722/146578, 158 it/s) [5m32s:10m26s] 32% |█████████ | (47733/146578, 158 it/s) [5m33s:10m26s] 32% |█████████ | (47750/146578, 159 it/s) [5m33s:10m23s] 32% |█████████ | (47767/146578, 159 it/s) [5m33s:10m22s] 32% |█████████ | (47785/146578, 159 it/s) [5m33s:10m22s] 32% |█████████ | (47803/146578, 159 it/s) [5m33s:10m22s] 32% |█████████ | (47820/146578, 159 it/s) [5m33s:10m22s] 32% |█████████ | (47841/146578, 159 it/s) [5m33s:10m22s] 32% |█████████ | (47848/146578, 161 it/s) [5m33s:10m14s] 32% |█████████ | (47863/146578, 161 it/s) [5m33s:10m14s] 32% |█████████ | (47882/146578, 161 it/s) [5m33s:10m13s] 32% |█████████ | (47885/146578, 161 it/s) [5m33s:10m13s] 32% |█████████ | (47903/146578, 161 it/s) [5m33s:10m13s] 32% |█████████ | (47918/146578, 161 it/s) [5m34s:10m13s] 32% |█████████ | (47919/146578, 162 it/s) [5m34s:10m10s] 32% |█████████ | (47927/146578, 162 it/s) [5m34s:10m10s] 32% |█████████ | (47935/146578, 162 it/s) [5m34s:10m10s] 32% |█████████ | (47945/146578, 162 it/s) [5m34s:10m10s] 32% |██████████ | (47964/146578, 162 it/s) [5m34s:10m9s] 32% |█████████ | (47965/146578, 155 it/s) [5m34s:10m38s] 32% |█████████ | (47983/146578, 155 it/s) [5m34s:10m38s] 32% |█████████ | (48003/146578, 155 it/s) [5m34s:10m37s] 32% |█████████ | (48023/146578, 155 it/s) [5m34s:10m37s] 32% |█████████ | (48041/146578, 155 it/s) [5m34s:10m37s] 32% |█████████ | (48060/146578, 155 it/s) [5m35s:10m37s] 32% |█████████ | (48064/146578, 155 it/s) [5m35s:10m37s] 32% |██████████ | (48081/146578, 165 it/s) [5m35s:9m55s] 32% |██████████ | (48093/146578, 165 it/s) [5m35s:9m55s] 32% |██████████ | (48110/146578, 165 it/s) [5m35s:9m55s] 32% |██████████ | (48125/146578, 165 it/s) [5m35s:9m55s] 32% |██████████ | (48139/146578, 165 it/s) [5m35s:9m55s] 32% |██████████ | (48154/146578, 165 it/s) [5m35s:9m55s] 32% |██████████ | (48174/146578, 165 it/s) [5m35s:9m55s] 32% |██████████ | (48194/146578, 169 it/s) [5m35s:9m43s] 32% |██████████ | (48212/146578, 169 it/s) [5m35s:9m43s] 32% |██████████ | (48230/146578, 169 it/s) [5m35s:9m43s] 32% |██████████ | (48246/146578, 169 it/s) [5m35s:9m43s] 32% |██████████ | (48266/146578, 169 it/s) [5m35s:9m42s] 32% |██████████ | (48284/146578, 169 it/s) [5m36s:9m42s] 32% |██████████ | (48301/146578, 169 it/s) [5m36s:9m42s] 32% |██████████ | (48318/146578, 173 it/s) [5m36s:9m28s] 32% |██████████ | (48324/146578, 173 it/s) [5m36s:9m28s] 32% |██████████ | (48326/146578, 173 it/s) [5m36s:9m28s] 32% |██████████ | (48335/146578, 173 it/s) [5m36s:9m28s] 32% |██████████ | (48343/146578, 173 it/s) [5m36s:9m28s] 32% |██████████ | (48353/146578, 165 it/s) [5m36s:9m54s] 32% |██████████ | (48362/146578, 165 it/s) [5m36s:9m54s] 33% |██████████ | (48371/146578, 165 it/s) [5m36s:9m54s] 33% |██████████ | (48381/146578, 165 it/s) [5m37s:9m54s] 33% |██████████ | (48392/146578, 165 it/s) [5m37s:9m54s] 33% |██████████ | (48403/146578, 165 it/s) [5m37s:9m54s] 33% |██████████ | (48423/146578, 165 it/s) [5m37s:9m54s] 33% |██████████ | (48444/146578, 165 it/s) [5m37s:9m54s] 33% |██████████ | (48461/146578, 165 it/s) [5m37s:9m54s] 33% |██████████ | (48480/146578, 165 it/s) [5m37s:9m54s] 33% |██████████ | (48500/146578, 165 it/s) [5m37s:9m54s] 33% |██████████ | (48518/146578, 165 it/s) [5m37s:9m54s] 33% |██████████ | (48533/146578, 165 it/s) [5m37s:9m54s] 33% |██████████ | (48539/146578, 166 it/s) [5m37s:9m48s] 33% |██████████ | (48551/146578, 166 it/s) [5m37s:9m48s] 33% |██████████ | (48563/146578, 166 it/s) [5m37s:9m48s] 33% |██████████ | (48581/146578, 166 it/s) [5m38s:9m48s] 33% |██████████ | (48596/146578, 166 it/s) [5m38s:9m48s] 33% |██████████ | (48611/146578, 166 it/s) [5m38s:9m48s] 33% |██████████ | (48626/146578, 166 it/s) [5m38s:9m48s] 33% |██████████ | (48627/146578, 167 it/s) [5m38s:9m46s] 33% |██████████ | (48634/146578, 167 it/s) [5m38s:9m46s] 33% |██████████ | (48648/146578, 167 it/s) [5m38s:9m46s] 33% |██████████ | (48662/146578, 167 it/s) [5m38s:9m46s] 33% |██████████ | (48674/146578, 167 it/s) [5m38s:9m46s] 33% |██████████ | (48689/146578, 155 it/s) [5m39s:10m30s] 33% |██████████ | (48702/146578, 155 it/s) [5m39s:10m30s] 33% |██████████ | (48712/146578, 155 it/s) [5m39s:10m30s] 33% |██████████ | (48727/146578, 155 it/s) [5m39s:10m29s] 33% |██████████ | (48741/146578, 155 it/s) [5m39s:10m29s] 33% |██████████ | (48755/146578, 155 it/s) [5m39s:10m29s] 33% |██████████ | (48770/146578, 155 it/s) [5m39s:10m31s] 33% |██████████ | (48784/146578, 155 it/s) [5m39s:10m31s] 33% |██████████ | (48786/146578, 155 it/s) [5m39s:10m31s] 33% |██████████ | (48787/146578, 155 it/s) [5m39s:10m31s] 33% |██████████ | (48799/146578, 155 it/s) [5m40s:10m31s] 33% |██████████ | (48805/146578, 155 it/s) [5m40s:10m31s] 33% |██████████ | (48813/146578, 157 it/s) [5m40s:10m24s] 33% |██████████ | (48821/146578, 157 it/s) [5m40s:10m24s] 33% |██████████ | (48834/146578, 157 it/s) [5m40s:10m24s] 33% |██████████ | (48848/146578, 157 it/s) [5m40s:10m24s] 33% |██████████ | (48858/146578, 157 it/s) [5m40s:10m24s] 33% |██████████ | (48859/146578, 145 it/s) [5m40s:11m12s] 33% |██████████ | (48876/146578, 145 it/s) [5m40s:11m12s] 33% |██████████ | (48890/146578, 145 it/s) [5m40s:11m12s] 33% |██████████ | (48905/146578, 145 it/s) [5m40s:11m12s] 33% |██████████ | (48919/146578, 145 it/s) [5m41s:11m12s] 33% |██████████ | (48934/146578, 145 it/s) [5m41s:11m12s] 33% |██████████ | (48943/146578, 145 it/s) [5m41s:11m12s] 33% |██████████ | (48952/146578, 139 it/s) [5m41s:11m41s] 33% |██████████ | (48961/146578, 139 it/s) [5m41s:11m41s] 33% |██████████ | (48968/146578, 139 it/s) [5m41s:11m41s] 33% |██████████ | (48984/146578, 139 it/s) [5m41s:11m40s] 33% |██████████ | (49000/146578, 139 it/s) [5m41s:11m40s] 33% |██████████ | (49017/146578, 127 it/s) [5m41s:12m50s] 33% |██████████ | (49033/146578, 127 it/s) [5m41s:12m50s] 33% |██████████ | (49049/146578, 127 it/s) [5m41s:12m50s] 33% |██████████ | (49067/146578, 127 it/s) [5m42s:12m50s] 33% |██████████ | (49082/146578, 127 it/s) [5m42s:12m50s] 33% |██████████ | (49087/146578, 127 it/s) [5m42s:12m50s] 33% |██████████ | (49088/146578, 127 it/s) [5m42s:12m50s] 33% |██████████ | (49096/146578, 135 it/s) [5m42s:11m59s] 33% |██████████ | (49101/146578, 135 it/s) [5m42s:11m59s] 33% |██████████ | (49109/146578, 135 it/s) [5m42s:11m59s] 33% |██████████ | (49123/146578, 135 it/s) [5m42s:11m59s] 33% |██████████ | (49143/146578, 135 it/s) [5m42s:11m59s] 33% |██████████ | (49161/146578, 139 it/s) [5m42s:11m41s] 33% |██████████ | (49162/146578, 139 it/s) [5m42s:11m41s] 33% |██████████ | (49163/146578, 139 it/s) [5m42s:11m41s] 33% |██████████ | (49178/146578, 139 it/s) [5m43s:11m41s] 33% |██████████ | (49193/146578, 139 it/s) [5m43s:11m40s] 33% |██████████ | (49208/146578, 139 it/s) [5m43s:11m40s] 33% |██████████ | (49224/146578, 139 it/s) [5m43s:11m40s] 33% |██████████ | (49238/146578, 131 it/s) [5m43s:12m23s] 33% |██████████ | (49244/146578, 131 it/s) [5m43s:12m23s] 33% |██████████ | (49260/146578, 131 it/s) [5m43s:12m23s] 33% |██████████ | (49278/146578, 131 it/s) [5m43s:12m23s] 33% |██████████ | (49295/146578, 131 it/s) [5m43s:12m22s] 33% |██████████ | (49311/146578, 131 it/s) [5m43s:12m22s] 33% |██████████ | (49326/146578, 131 it/s) [5m43s:12m22s] 33% |██████████ | (49331/146578, 131 it/s) [5m43s:12m22s] 33% |██████████ | (49344/146578, 131 it/s) [5m44s:12m22s] 33% |██████████ | (49346/146578, 129 it/s) [5m44s:12m32s] 33% |██████████ | (49357/146578, 129 it/s) [5m44s:12m32s] 33% |██████████ | (49365/146578, 129 it/s) [5m44s:12m32s] 33% |██████████ | (49375/146578, 129 it/s) [5m44s:12m32s] 33% |██████████ | (49383/146578, 122 it/s) [5m44s:13m16s] 33% |██████████ | (49403/146578, 122 it/s) [5m44s:13m16s] 33% |██████████ | (49423/146578, 122 it/s) [5m45s:13m15s] 33% |██████████ | (49441/146578, 122 it/s) [5m45s:13m15s] 33% |██████████ | (49461/146578, 122 it/s) [5m45s:13m15s] 33% |██████████ | (49478/146578, 122 it/s) [5m45s:13m15s] 33% |██████████ | (49480/146578, 132 it/s) [5m45s:12m14s] 33% |██████████ | (49483/146578, 132 it/s) [5m45s:12m14s] 33% |██████████ | (49493/146578, 132 it/s) [5m45s:12m14s] 33% |██████████ | (49503/146578, 132 it/s) [5m45s:12m14s] 33% |██████████ | (49515/146578, 132 it/s) [5m45s:12m14s] 33% |██████████ | (49523/146578, 132 it/s) [5m45s:12m17s] 33% |██████████ | (49531/146578, 132 it/s) [5m45s:12m17s] 33% |██████████ | (49541/146578, 132 it/s) [5m46s:12m17s] 33% |██████████ | (49551/146578, 132 it/s) [5m46s:12m17s] 33% |██████████ | (49560/146578, 132 it/s) [5m46s:12m17s] 33% |██████████ | (49577/146578, 132 it/s) [5m46s:12m17s] 33% |██████████ | (49594/146578, 126 it/s) [5m46s:12m48s] 33% |██████████ | (49612/146578, 126 it/s) [5m46s:12m47s] 33% |██████████ | (49629/146578, 126 it/s) [5m46s:12m47s] 33% |██████████ | (49647/146578, 126 it/s) [5m46s:12m47s] 33% |██████████ | (49664/146578, 126 it/s) [5m46s:12m47s] 33% |██████████ | (49682/146578, 126 it/s) [5m46s:12m47s] 33% |██████████ | (49697/146578, 126 it/s) [5m46s:12m47s] 33% |██████████ | (49714/146578, 138 it/s) [5m46s:11m42s] 33% |██████████ | (49730/146578, 138 it/s) [5m46s:11m42s] 33% |██████████ | (49746/146578, 138 it/s) [5m46s:11m41s] 33% |██████████ | (49760/146578, 138 it/s) [5m47s:11m41s] 33% |██████████ | (49776/146578, 138 it/s) [5m47s:11m41s] 33% |██████████ | (49790/146578, 138 it/s) [5m47s:11m41s] 33% |██████████ | (49805/146578, 138 it/s) [5m47s:11m41s] 33% |██████████ | (49819/146578, 138 it/s) [5m47s:11m41s] 33% |██████████ | (49834/146578, 144 it/s) [5m47s:11m9s] 34% |██████████ | (49849/146578, 144 it/s) [5m47s:11m9s] 34% |██████████ | (49865/146578, 144 it/s) [5m47s:11m9s] 34% |██████████ | (49880/146578, 144 it/s) [5m47s:11m9s] 34% |██████████ | (49896/146578, 144 it/s) [5m47s:11m9s] 34% |██████████ | (49910/146578, 144 it/s) [5m47s:11m9s] 34% |██████████ | (49925/146578, 144 it/s) [5m47s:11m8s] 34% |██████████ | (49940/146578, 154 it/s) [5m47s:10m29s] 34% |██████████ | (49955/146578, 154 it/s) [5m47s:10m29s] 34% |██████████ | (49971/146578, 154 it/s) [5m48s:10m29s] 34% |██████████ | (49984/146578, 154 it/s) [5m48s:10m29s] 34% |██████████ | (49988/146578, 154 it/s) [5m48s:10m29s] 34% |██████████ | (49991/146578, 154 it/s) [5m48s:10m29s] 34% |██████████ | (49999/146578, 151 it/s) [5m48s:10m38s] 34% |██████████ | (50014/146578, 151 it/s) [5m48s:10m38s] 34% |██████████ | (50028/146578, 151 it/s) [5m48s:10m38s] 34% |██████████ | (50036/146578, 151 it/s) [5m48s:10m38s] 34% |██████████ | (50050/146578, 151 it/s) [5m48s:10m37s] 34% |██████████ | (50051/146578, 151 it/s) [5m48s:10m37s] 34% |██████████ | (50057/146578, 146 it/s) [5m48s:10m59s] 34% |██████████ | (50062/146578, 146 it/s) [5m48s:10m59s] 34% |██████████ | (50069/146578, 146 it/s) [5m49s:10m59s] 34% |██████████ | (50075/146578, 143 it/s) [5m49s:11m12s] 34% |██████████ | (50076/146578, 143 it/s) [5m49s:11m12s] 34% |██████████ | (50083/146578, 143 it/s) [5m49s:11m12s] 34% |██████████ | (50090/146578, 143 it/s) [5m49s:11m12s] 34% |██████████ | (50104/146578, 143 it/s) [5m50s:11m12s] 34% |██████████ | (50105/146578, 142 it/s) [5m50s:11m20s] 34% |██████████ | (50121/146578, 142 it/s) [5m50s:11m20s] 34% |██████████ | (50135/146578, 142 it/s) [5m50s:11m20s] 34% |██████████ | (50149/146578, 142 it/s) [5m50s:11m20s] 34% |██████████ | (50163/146578, 142 it/s) [5m50s:11m20s] 34% |██████████ | (50178/146578, 142 it/s) [5m50s:11m20s] 34% |██████████ | (50187/146578, 142 it/s) [5m50s:11m20s] 34% |██████████ | (50193/146578, 138 it/s) [5m50s:11m38s] 34% |██████████ | (50198/146578, 138 it/s) [5m50s:11m38s] 34% |██████████ | (50206/146578, 138 it/s) [5m50s:11m38s] 34% |██████████ | (50212/146578, 138 it/s) [5m50s:11m38s] 34% |██████████ | (50219/146578, 138 it/s) [5m51s:11m38s] 34% |██████████ | (50226/146578, 137 it/s) [5m51s:11m42s] 34% |██████████ | (50235/146578, 137 it/s) [5m51s:11m42s] 34% |██████████ | (50241/146578, 137 it/s) [5m51s:11m42s] 34% |██████████ | (50256/146578, 137 it/s) [5m51s:11m42s] 34% |██████████ | (50270/146578, 137 it/s) [5m51s:11m42s] 34% |██████████ | (50285/146578, 137 it/s) [5m51s:11m42s] 34% |██████████ | (50301/146578, 137 it/s) [5m51s:11m42s] 34% |██████████ | (50315/146578, 142 it/s) [5m51s:11m19s] 34% |██████████ | (50329/146578, 142 it/s) [5m51s:11m19s] 34% |██████████ | (50344/146578, 142 it/s) [5m51s:11m19s] 34% |██████████ | (50361/146578, 142 it/s) [5m51s:11m19s] 34% |██████████ | (50375/146578, 142 it/s) [5m51s:11m19s] 34% |██████████ | (50387/146578, 142 it/s) [5m52s:11m19s] 34% |██████████ | (50401/146578, 142 it/s) [5m52s:11m19s] 34% |██████████ | (50403/146578, 134 it/s) [5m52s:11m59s] 34% |██████████ | (50405/146578, 134 it/s) [5m52s:11m59s] 34% |██████████ | (50413/146578, 134 it/s) [5m52s:11m58s] 34% |██████████ | (50421/146578, 134 it/s) [5m52s:11m58s] 34% |██████████ | (50427/146578, 134 it/s) [5m52s:11m58s] 34% |██████████ | (50440/146578, 134 it/s) [5m52s:11m58s] 34% |██████████ | (50454/146578, 120 it/s) [5m52s:13m23s] 34% |██████████ | (50470/146578, 120 it/s) [5m52s:13m23s] 34% |██████████ | (50473/146578, 120 it/s) [5m52s:13m23s] 34% |██████████ | (50480/146578, 120 it/s) [5m53s:13m23s] 34% |██████████ | (50494/146578, 120 it/s) [5m53s:13m22s] 34% |██████████ | (50509/146578, 110 it/s) [5m53s:14m35s] 34% |██████████ | (50519/146578, 110 it/s) [5m53s:14m34s] 34% |██████████ | (50532/146578, 110 it/s) [5m53s:14m34s] 34% |██████████ | (50540/146578, 110 it/s) [5m53s:14m34s] 34% |██████████ | (50546/146578, 110 it/s) [5m53s:14m34s] 34% |██████████ | (50562/146578, 110 it/s) [5m53s:14m34s] 34% |██████████ | (50578/146578, 111 it/s) [5m53s:14m22s] 34% |██████████ | (50590/146578, 111 it/s) [5m53s:14m22s] 34% |██████████ | (50604/146578, 111 it/s) [5m53s:14m22s] 34% |██████████ | (50606/146578, 111 it/s) [5m53s:14m22s] 34% |██████████ | (50617/146578, 111 it/s) [5m54s:14m22s] 34% |██████████ | (50631/146578, 111 it/s) [5m54s:14m22s] 34% |██████████ | (50649/146578, 114 it/s) [5m54s:14m3s] 34% |██████████ | (50663/146578, 114 it/s) [5m54s:14m2s] 34% |██████████ | (50669/146578, 114 it/s) [5m54s:14m2s] 34% |██████████ | (50670/146578, 114 it/s) [5m54s:14m2s] 34% |██████████ | (50687/146578, 114 it/s) [5m54s:14m2s] 34% |██████████ | (50705/146578, 120 it/s) [5m54s:13m16s] 34% |██████████ | (50720/146578, 120 it/s) [5m54s:13m16s] 34% |██████████ | (50733/146578, 120 it/s) [5m54s:13m16s] 34% |██████████ | (50734/146578, 120 it/s) [5m55s:13m16s] 34% |██████████ | (50743/146578, 120 it/s) [5m55s:13m16s] 34% |██████████ | (50750/146578, 126 it/s) [5m55s:12m41s] 34% |██████████ | (50759/146578, 126 it/s) [5m55s:12m41s] 34% |██████████ | (50766/146578, 126 it/s) [5m55s:12m41s] 34% |██████████ | (50774/146578, 126 it/s) [5m55s:12m40s] 34% |██████████ | (50781/146578, 126 it/s) [5m55s:12m40s] 34% |██████████ | (50791/146578, 118 it/s) [5m55s:13m35s] 34% |██████████ | (50799/146578, 118 it/s) [5m55s:13m35s] 34% |██████████ | (50808/146578, 118 it/s) [5m55s:13m35s] 34% |██████████ | (50818/146578, 118 it/s) [5m56s:13m34s] 34% |██████████ | (50827/146578, 118 it/s) [5m56s:13m34s] 34% |██████████ | (50835/146578, 119 it/s) [5m56s:13m25s] 34% |██████████ | (50845/146578, 119 it/s) [5m56s:13m25s] 34% |██████████ | (50852/146578, 119 it/s) [5m56s:13m25s] 34% |██████████ | (50860/146578, 119 it/s) [5m56s:13m25s] 34% |██████████ | (50868/146578, 119 it/s) [5m56s:13m25s] 34% |██████████ | (50886/146578, 119 it/s) [5m56s:13m24s] 34% |██████████ | (50905/146578, 114 it/s) [5m56s:14m1s] 34% |██████████ | (50922/146578, 114 it/s) [5m56s:14m1s] 34% |██████████ | (50923/146578, 114 it/s) [5m57s:14m1s] 34% |██████████ | (50931/146578, 114 it/s) [5m57s:14m1s] 34% |██████████ | (50951/146578, 114 it/s) [5m57s:14m0s] 34% |██████████ | (50968/146578, 109 it/s) [5m57s:14m40s] 34% |██████████ | (50978/146578, 109 it/s) [5m57s:14m40s] 34% |██████████ | (50995/146578, 109 it/s) [5m57s:14m40s] 34% |██████████ | (51016/146578, 109 it/s) [5m57s:14m40s] 34% |██████████ | (51034/146578, 109 it/s) [5m57s:14m40s] 34% |██████████ | (51053/146578, 117 it/s) [5m57s:13m34s] 34% |██████████ | (51070/146578, 117 it/s) [5m57s:13m34s] 34% |██████████ | (51088/146578, 117 it/s) [5m57s:13m34s] 34% |██████████ | (51105/146578, 117 it/s) [5m58s:13m34s] 34% |██████████ | (51120/146578, 117 it/s) [5m58s:13m34s] 34% |██████████ | (51138/146578, 117 it/s) [5m58s:13m33s] 34% |██████████ | (51156/146578, 117 it/s) [5m58s:13m33s] 34% |██████████ | (51171/146578, 131 it/s) [5m58s:12m10s] 34% |██████████ | (51188/146578, 131 it/s) [5m58s:12m10s] 34% |██████████ | (51203/146578, 131 it/s) [5m58s:12m10s] 34% |██████████ | (51217/146578, 131 it/s) [5m58s:12m10s] 34% |██████████ | (51231/146578, 131 it/s) [5m58s:12m10s] 34% |██████████ | (51245/146578, 131 it/s) [5m58s:12m10s] 34% |██████████ | (51258/146578, 131 it/s) [5m58s:12m10s] 34% |██████████ | (51267/146578, 131 it/s) [5m58s:12m10s] 34% |██████████ | (51280/146578, 137 it/s) [5m58s:11m34s] 34% |██████████ | (51289/146578, 137 it/s) [5m58s:11m34s] 35% |██████████ | (51305/146578, 137 it/s) [5m58s:11m34s] 35% |██████████ | (51316/146578, 137 it/s) [5m59s:11m33s] 35% |██████████ | (51326/146578, 137 it/s) [5m59s:11m33s] 35% |██████████ | (51329/146578, 137 it/s) [5m59s:11m33s] 35% |██████████ | (51334/146578, 135 it/s) [5m59s:11m43s] 35% |██████████ | (51339/146578, 135 it/s) [5m59s:11m43s] 35% |██████████ | (51340/146578, 135 it/s) [5m59s:11m43s] 35% |██████████ | (51348/146578, 128 it/s) [5m59s:12m22s] 35% |██████████ | (51365/146578, 128 it/s) [5m59s:12m21s] 35% |███████████ | (51380/146578, 128 it/s) [6m0s:12m21s] 35% |███████████ | (51395/146578, 128 it/s) [6m0s:12m21s] 35% |███████████ | (51411/146578, 128 it/s) [6m0s:12m21s] 35% |███████████ | (51428/146578, 128 it/s) [6m0s:12m21s] 35% |███████████ | (51444/146578, 138 it/s) [6m0s:11m31s] 35% |███████████ | (51459/146578, 138 it/s) [6m0s:11m30s] 35% |███████████ | (51475/146578, 138 it/s) [6m0s:11m30s] 35% |███████████ | (51491/146578, 138 it/s) [6m0s:11m30s] 35% |███████████ | (51507/146578, 138 it/s) [6m0s:11m30s] 35% |███████████ | (51523/146578, 138 it/s) [6m0s:11m30s] 35% |███████████ | (51538/146578, 138 it/s) [6m0s:11m30s] 35% |███████████ | (51553/146578, 138 it/s) [6m0s:11m30s] 35% |███████████ | (51567/146578, 153 it/s) [6m0s:10m21s] 35% |███████████ | (51581/146578, 153 it/s) [6m0s:10m21s] 35% |███████████ | (51596/146578, 153 it/s) [6m0s:10m21s] 35% |███████████ | (51612/146578, 153 it/s) [6m1s:10m21s] 35% |███████████ | (51629/146578, 153 it/s) [6m1s:10m20s] 35% |███████████ | (51646/146578, 153 it/s) [6m1s:10m20s] 35% |███████████ | (51663/146578, 153 it/s) [6m1s:10m20s] 35% |███████████ | (51680/146578, 168 it/s) [6m1s:9m25s] 35% |███████████ | (51697/146578, 168 it/s) [6m1s:9m25s] 35% |███████████ | (51702/146578, 168 it/s) [6m1s:9m24s] 35% |███████████ | (51703/146578, 168 it/s) [6m1s:9m24s] 35% |███████████ | (51718/146578, 168 it/s) [6m1s:9m24s] 35% |███████████ | (51729/146578, 168 it/s) [6m1s:9m24s] 35% |███████████ | (51745/146578, 168 it/s) [6m1s:9m24s] 35% |███████████ | (51761/146578, 171 it/s) [6m1s:9m14s] 35% |███████████ | (51779/146578, 171 it/s) [6m1s:9m13s] 35% |███████████ | (51791/146578, 171 it/s) [6m2s:9m13s] 35% |███████████ | (51800/146578, 171 it/s) [6m2s:9m13s] 35% |███████████ | (51820/146578, 171 it/s) [6m2s:9m13s] 35% |███████████ | (51839/146578, 174 it/s) [6m2s:9m2s] 35% |███████████ | (51858/146578, 174 it/s) [6m2s:9m2s] 35% |███████████ | (51877/146578, 174 it/s) [6m2s:9m2s] 35% |███████████ | (51888/146578, 174 it/s) [6m2s:9m2s] 35% |███████████ | (51890/146578, 174 it/s) [6m2s:9m2s] 35% |███████████ | (51899/146578, 174 it/s) [6m2s:9m2s] 35% |███████████ | (51903/146578, 171 it/s) [6m2s:9m13s] 35% |███████████ | (51906/146578, 171 it/s) [6m2s:9m13s] 35% |███████████ | (51915/146578, 171 it/s) [6m3s:9m13s] 35% |███████████ | (51922/146578, 171 it/s) [6m3s:9m13s] 35% |███████████ | (51931/146578, 171 it/s) [6m3s:9m13s] 35% |███████████ | (51938/146578, 152 it/s) [6m3s:10m21s] 35% |███████████ | (51946/146578, 152 it/s) [6m3s:10m21s] 35% |███████████ | (51952/146578, 152 it/s) [6m3s:10m21s] 35% |███████████ | (51962/146578, 152 it/s) [6m3s:10m21s] 35% |███████████ | (51969/146578, 152 it/s) [6m3s:10m21s] 35% |███████████ | (51978/146578, 139 it/s) [6m3s:11m20s] 35% |███████████ | (51986/146578, 139 it/s) [6m4s:11m20s] 35% |███████████ | (51996/146578, 139 it/s) [6m4s:11m20s] 35% |███████████ | (52005/146578, 139 it/s) [6m4s:11m20s] 35% |███████████ | (52015/146578, 139 it/s) [6m4s:11m20s] 35% |███████████ | (52025/146578, 134 it/s) [6m4s:11m47s] 35% |███████████ | (52045/146578, 134 it/s) [6m4s:11m47s] 35% |███████████ | (52063/146578, 134 it/s) [6m4s:11m47s] 35% |███████████ | (52081/146578, 134 it/s) [6m4s:11m47s] 35% |███████████ | (52099/146578, 134 it/s) [6m4s:11m46s] 35% |███████████ | (52117/146578, 134 it/s) [6m4s:11m46s] 35% |███████████ | (52136/146578, 134 it/s) [6m5s:11m46s] 35% |███████████ | (52156/146578, 134 it/s) [6m5s:11m46s] 35% |███████████ | (52175/146578, 159 it/s) [6m5s:9m52s] 35% |███████████ | (52192/146578, 159 it/s) [6m5s:9m52s] 35% |███████████ | (52210/146578, 159 it/s) [6m5s:9m52s] 35% |███████████ | (52227/146578, 159 it/s) [6m5s:9m52s] 35% |███████████ | (52244/146578, 159 it/s) [6m5s:9m52s] 35% |███████████ | (52245/146578, 159 it/s) [6m5s:9m52s] 35% |███████████ | (52248/146578, 159 it/s) [6m5s:9m52s] 35% |███████████ | (52258/146578, 157 it/s) [6m5s:9m58s] 35% |███████████ | (52276/146578, 157 it/s) [6m5s:9m58s] 35% |███████████ | (52294/146578, 157 it/s) [6m5s:9m58s] 35% |███████████ | (52311/146578, 157 it/s) [6m5s:9m58s] 35% |███████████ | (52315/146578, 157 it/s) [6m6s:9m58s] 35% |███████████ | (52324/146578, 147 it/s) [6m6s:10m42s] 35% |███████████ | (52334/146578, 147 it/s) [6m6s:10m42s] 35% |███████████ | (52343/146578, 147 it/s) [6m6s:10m42s] 35% |███████████ | (52354/146578, 147 it/s) [6m6s:10m42s] 35% |███████████ | (52372/146578, 147 it/s) [6m6s:10m41s] 35% |███████████ | (52384/146578, 147 it/s) [6m6s:10m41s] 35% |███████████ | (52403/146578, 147 it/s) [6m6s:10m41s] 35% |███████████ | (52419/146578, 139 it/s) [6m6s:11m16s] 35% |███████████ | (52423/146578, 139 it/s) [6m6s:11m16s] 35% |███████████ | (52426/146578, 139 it/s) [6m6s:11m16s] 35% |███████████ | (52434/146578, 139 it/s) [6m7s:11m15s] 35% |███████████ | (52440/146578, 139 it/s) [6m7s:11m15s] 35% |███████████ | (52449/146578, 133 it/s) [6m7s:11m48s] 35% |███████████ | (52458/146578, 133 it/s) [6m7s:11m48s] 35% |███████████ | (52467/146578, 133 it/s) [6m7s:11m48s] 35% |███████████ | (52474/146578, 133 it/s) [6m7s:11m48s] 35% |███████████ | (52482/146578, 133 it/s) [6m7s:11m48s] 35% |███████████ | (52496/146578, 133 it/s) [6m7s:11m48s] 35% |███████████ | (52510/146578, 127 it/s) [6m7s:12m21s] 35% |███████████ | (52524/146578, 127 it/s) [6m7s:12m21s] 35% |███████████ | (52538/146578, 127 it/s) [6m7s:12m21s] 35% |███████████ | (52552/146578, 127 it/s) [6m7s:12m21s] 35% |███████████ | (52569/146578, 127 it/s) [6m8s:12m21s] 35% |███████████ | (52584/146578, 127 it/s) [6m8s:12m21s] 35% |███████████ | (52598/146578, 127 it/s) [6m8s:12m21s] 35% |███████████ | (52613/146578, 135 it/s) [6m8s:11m37s] 35% |███████████ | (52630/146578, 135 it/s) [6m8s:11m37s] 35% |███████████ | (52645/146578, 135 it/s) [6m8s:11m37s] 35% |███████████ | (52659/146578, 135 it/s) [6m8s:11m37s] 35% |███████████ | (52675/146578, 135 it/s) [6m8s:11m37s] 35% |███████████ | (52690/146578, 135 it/s) [6m8s:11m37s] 35% |███████████ | (52704/146578, 135 it/s) [6m8s:11m37s] 35% |███████████ | (52719/146578, 135 it/s) [6m8s:11m36s] 35% |███████████ | (52732/146578, 150 it/s) [6m8s:10m24s] 35% |███████████ | (52745/146578, 150 it/s) [6m8s:10m24s] 35% |███████████ | (52749/146578, 150 it/s) [6m8s:10m24s] 35% |███████████ | (52751/146578, 150 it/s) [6m9s:10m24s] 35% |███████████ | (52758/146578, 150 it/s) [6m9s:10m23s] 35% |███████████ | (52765/146578, 151 it/s) [6m9s:10m19s] 36% |███████████ | (52774/146578, 151 it/s) [6m9s:10m19s] 36% |███████████ | (52782/146578, 151 it/s) [6m9s:10m19s] 36% |███████████ | (52795/146578, 151 it/s) [6m9s:10m19s] 36% |███████████ | (52806/146578, 152 it/s) [6m9s:10m18s] 36% |███████████ | (52818/146578, 152 it/s) [6m9s:10m18s] 36% |███████████ | (52824/146578, 152 it/s) [6m9s:10m18s] 36% |███████████ | (52836/146578, 152 it/s) [6m10s:10m18s] 36% |███████████ | (52845/146578, 152 it/s) [6m10s:10m18s] 36% |███████████ | (52854/146578, 133 it/s) [6m10s:11m43s] 36% |███████████ | (52861/146578, 133 it/s) [6m10s:11m43s] 36% |███████████ | (52869/146578, 133 it/s) [6m10s:11m43s] 36% |███████████ | (52878/146578, 133 it/s) [6m10s:11m43s] 36% |███████████ | (52886/146578, 133 it/s) [6m10s:11m43s] 36% |███████████ | (52894/146578, 123 it/s) [6m10s:12m41s] 36% |███████████ | (52903/146578, 123 it/s) [6m10s:12m41s] 36% |███████████ | (52919/146578, 123 it/s) [6m11s:12m41s] 36% |███████████ | (52932/146578, 123 it/s) [6m11s:12m41s] 36% |███████████ | (52944/146578, 123 it/s) [6m11s:12m41s] 36% |███████████ | (52959/146578, 123 it/s) [6m11s:12m40s] 36% |███████████ | (52971/146578, 123 it/s) [6m11s:12m40s] 36% |███████████ | (52986/146578, 128 it/s) [6m11s:12m9s] 36% |███████████ | (53000/146578, 128 it/s) [6m11s:12m8s] 36% |███████████ | (53006/146578, 128 it/s) [6m11s:12m8s] 36% |███████████ | (53008/146578, 128 it/s) [6m11s:12m8s] 36% |███████████ | (53019/146578, 128 it/s) [6m11s:12m8s] 36% |███████████ | (53026/146578, 128 it/s) [6m11s:12m8s] 36% |███████████ | (53033/146578, 121 it/s) [6m11s:12m51s] 36% |███████████ | (53040/146578, 121 it/s) [6m12s:12m51s] 36% |███████████ | (53051/146578, 121 it/s) [6m12s:12m51s] 36% |███████████ | (53059/146578, 121 it/s) [6m12s:12m51s] 36% |███████████ | (53069/146578, 121 it/s) [6m12s:12m50s] 36% |███████████ | (53078/146578, 121 it/s) [6m12s:12m50s] 36% |███████████ | (53088/146578, 121 it/s) [6m12s:12m50s] 36% |███████████ | (53098/146578, 121 it/s) [6m12s:12m50s] 36% |███████████ | (53109/146578, 121 it/s) [6m12s:12m49s] 36% |███████████ | (53127/146578, 121 it/s) [6m12s:12m49s] 36% |███████████ | (53133/146578, 123 it/s) [6m12s:12m38s] 36% |███████████ | (53151/146578, 123 it/s) [6m13s:12m37s] 36% |███████████ | (53170/146578, 123 it/s) [6m13s:12m37s] 36% |███████████ | (53189/146578, 123 it/s) [6m13s:12m37s] 36% |███████████ | (53207/146578, 123 it/s) [6m13s:12m37s] 36% |███████████ | (53223/146578, 123 it/s) [6m13s:12m37s] 36% |███████████ | (53240/146578, 123 it/s) [6m13s:12m37s] 36% |███████████ | (53256/146578, 125 it/s) [6m13s:12m26s] 36% |███████████ | (53273/146578, 125 it/s) [6m13s:12m26s] 36% |███████████ | (53291/146578, 125 it/s) [6m13s:12m26s] 36% |███████████ | (53308/146578, 125 it/s) [6m13s:12m26s] 36% |███████████ | (53327/146578, 125 it/s) [6m13s:12m25s] 36% |███████████ | (53344/146578, 125 it/s) [6m13s:12m25s] 36% |███████████ | (53361/146578, 125 it/s) [6m13s:12m25s] 36% |███████████ | (53366/146578, 125 it/s) [6m13s:12m27s] 36% |███████████ | (53369/146578, 125 it/s) [6m14s:12m27s] 36% |███████████ | (53379/146578, 125 it/s) [6m14s:12m27s] 36% |███████████ | (53389/146578, 125 it/s) [6m14s:12m27s] 36% |███████████ | (53400/146578, 125 it/s) [6m14s:12m27s] 36% |███████████ | (53408/146578, 125 it/s) [6m14s:12m27s] 36% |███████████ | (53418/146578, 125 it/s) [6m14s:12m27s] 36% |███████████ | (53437/146578, 125 it/s) [6m14s:12m27s] 36% |███████████ | (53457/146578, 125 it/s) [6m14s:12m26s] 36% |███████████ | (53475/146578, 125 it/s) [6m15s:12m26s] 36% |███████████ | (53493/146578, 125 it/s) [6m15s:12m26s] 36% |███████████ | (53510/146578, 125 it/s) [6m15s:12m26s] 36% |███████████ | (53529/146578, 125 it/s) [6m15s:12m26s] 36% |███████████ | (53548/146578, 125 it/s) [6m15s:12m25s] 36% |███████████ | (53567/146578, 125 it/s) [6m15s:12m25s] 36% |███████████ | (53585/146578, 143 it/s) [6m15s:10m52s] 36% |███████████ | (53601/146578, 143 it/s) [6m15s:10m52s] 36% |███████████ | (53602/146578, 143 it/s) [6m15s:10m52s] 36% |███████████ | (53603/146578, 143 it/s) [6m15s:10m52s] 36% |███████████ | (53614/146578, 143 it/s) [6m15s:10m52s] 36% |███████████ | (53617/146578, 143 it/s) [6m15s:10m52s] 36% |███████████ | (53621/146578, 143 it/s) [6m15s:10m52s] 36% |███████████ | (53632/146578, 144 it/s) [6m16s:10m44s] 36% |███████████ | (53640/146578, 144 it/s) [6m16s:10m44s] 36% |███████████ | (53649/146578, 144 it/s) [6m16s:10m44s] 36% |███████████ | (53655/146578, 144 it/s) [6m16s:10m44s] 36% |███████████ | (53663/146578, 144 it/s) [6m16s:10m44s] 36% |███████████ | (53670/146578, 134 it/s) [6m16s:11m32s] 36% |███████████ | (53679/146578, 134 it/s) [6m16s:11m32s] 36% |███████████ | (53685/146578, 134 it/s) [6m16s:11m32s] 36% |███████████ | (53695/146578, 134 it/s) [6m16s:11m32s] 36% |███████████ | (53702/146578, 131 it/s) [6m16s:11m46s] 36% |███████████ | (53712/146578, 131 it/s) [6m17s:11m46s] 36% |███████████ | (53721/146578, 131 it/s) [6m17s:11m46s] 36% |███████████ | (53730/146578, 131 it/s) [6m17s:11m46s] 36% |███████████ | (53739/146578, 131 it/s) [6m17s:11m46s] 36% |███████████ | (53756/146578, 131 it/s) [6m17s:11m46s] 36% |███████████ | (53774/146578, 135 it/s) [6m17s:11m27s] 36% |███████████ | (53793/146578, 135 it/s) [6m17s:11m27s] 36% |███████████ | (53811/146578, 135 it/s) [6m17s:11m27s] 36% |███████████ | (53831/146578, 135 it/s) [6m17s:11m26s] 36% |███████████ | (53850/146578, 135 it/s) [6m17s:11m26s] 36% |███████████ | (53870/146578, 135 it/s) [6m17s:11m26s] 36% |███████████ | (53886/146578, 135 it/s) [6m17s:11m26s] 36% |███████████ | (53904/146578, 151 it/s) [6m18s:10m15s] 36% |███████████ | (53921/146578, 151 it/s) [6m18s:10m15s] 36% |███████████ | (53923/146578, 151 it/s) [6m18s:10m15s] 36% |███████████ | (53926/146578, 151 it/s) [6m18s:10m15s] 36% |███████████ | (53936/146578, 151 it/s) [6m18s:10m15s] 36% |███████████ | (53945/146578, 151 it/s) [6m18s:10m15s] 36% |███████████ | (53956/146578, 138 it/s) [6m18s:11m11s] 36% |███████████ | (53974/146578, 138 it/s) [6m18s:11m11s] 36% |███████████ | (53994/146578, 138 it/s) [6m18s:11m11s] 36% |███████████ | (54012/146578, 138 it/s) [6m18s:11m10s] 36% |███████████ | (54032/146578, 138 it/s) [6m18s:11m10s] 36% |███████████ | (54050/146578, 138 it/s) [6m18s:11m10s] 36% |███████████ | (54071/146578, 138 it/s) [6m18s:11m10s] 36% |███████████ | (54088/146578, 140 it/s) [6m19s:10m58s] 36% |███████████ | (54098/146578, 140 it/s) [6m19s:10m58s] 36% |███████████ | (54117/146578, 140 it/s) [6m19s:10m58s] 36% |███████████ | (54137/146578, 140 it/s) [6m19s:10m58s] 36% |███████████ | (54156/146578, 140 it/s) [6m19s:10m58s] 36% |███████████ | (54162/146578, 140 it/s) [6m19s:10m58s] 36% |███████████ | (54163/146578, 148 it/s) [6m19s:10m24s] 36% |███████████ | (54174/146578, 148 it/s) [6m19s:10m24s] 36% |███████████ | (54185/146578, 148 it/s) [6m19s:10m24s] 36% |███████████ | (54188/146578, 146 it/s) [6m20s:10m33s] 36% |███████████ | (54189/146578, 146 it/s) [6m20s:10m33s] 36% |███████████ | (54209/146578, 146 it/s) [6m20s:10m33s] 36% |███████████ | (54230/146578, 146 it/s) [6m20s:10m33s] 37% |███████████ | (54247/146578, 146 it/s) [6m20s:10m33s] 37% |███████████ | (54264/146578, 146 it/s) [6m20s:10m33s] 37% |███████████ | (54281/146578, 146 it/s) [6m20s:10m33s] 37% |███████████ | (54299/146578, 140 it/s) [6m20s:10m59s] 37% |███████████ | (54318/146578, 140 it/s) [6m20s:10m59s] 37% |███████████ | (54336/146578, 140 it/s) [6m20s:10m59s] 37% |███████████ | (54355/146578, 140 it/s) [6m20s:10m59s] 37% |███████████ | (54375/146578, 140 it/s) [6m20s:10m58s] 37% |███████████ | (54394/146578, 140 it/s) [6m20s:10m58s] 37% |███████████ | (54411/146578, 140 it/s) [6m20s:10m58s] 37% |███████████ | (54428/146578, 140 it/s) [6m21s:10m58s] 37% |███████████ | (54446/146578, 158 it/s) [6m21s:9m43s] 37% |███████████ | (54464/146578, 158 it/s) [6m21s:9m43s] 37% |███████████ | (54483/146578, 158 it/s) [6m21s:9m43s] 37% |███████████ | (54502/146578, 158 it/s) [6m21s:9m42s] 37% |███████████ | (54520/146578, 158 it/s) [6m21s:9m42s] 37% |███████████ | (54540/146578, 158 it/s) [6m21s:9m42s] 37% |███████████ | (54558/146578, 158 it/s) [6m21s:9m42s] 37% |███████████ | (54576/146578, 178 it/s) [6m21s:8m36s] 37% |███████████ | (54594/146578, 178 it/s) [6m21s:8m35s] 37% |███████████ | (54613/146578, 178 it/s) [6m21s:8m35s] 37% |███████████ | (54631/146578, 178 it/s) [6m21s:8m35s] 37% |███████████ | (54648/146578, 178 it/s) [6m21s:8m35s] 37% |███████████ | (54665/146578, 178 it/s) [6m21s:8m35s] 37% |███████████ | (54684/146578, 178 it/s) [6m21s:8m35s] 37% |███████████ | (54702/146578, 178 it/s) [6m22s:8m35s] 37% |███████████ | (54719/146578, 199 it/s) [6m22s:7m42s] 37% |███████████ | (54736/146578, 199 it/s) [6m22s:7m42s] 37% |███████████ | (54750/146578, 199 it/s) [6m22s:7m42s] 37% |███████████ | (54753/146578, 199 it/s) [6m22s:7m42s] 37% |███████████ | (54764/146578, 199 it/s) [6m22s:7m42s] 37% |███████████ | (54774/146578, 199 it/s) [6m22s:7m41s] 37% |███████████ | (54782/146578, 199 it/s) [6m22s:7m41s] 37% |███████████ | (54798/146578, 199 it/s) [6m22s:7m41s] 37% |███████████ | (54816/146578, 199 it/s) [6m22s:7m41s] 37% |███████████ | (54833/146578, 199 it/s) [6m22s:7m41s] 37% |███████████ | (54836/146578, 199 it/s) [6m23s:7m41s] 37% |███████████ | (54844/146578, 184 it/s) [6m23s:8m17s] 37% |███████████ | (54846/146578, 184 it/s) [6m23s:8m17s] 37% |███████████ | (54865/146578, 184 it/s) [6m23s:8m17s] 37% |███████████ | (54885/146578, 184 it/s) [6m23s:8m17s] 37% |███████████ | (54902/146578, 184 it/s) [6m23s:8m17s] 37% |███████████ | (54921/146578, 184 it/s) [6m23s:8m16s] 37% |███████████ | (54926/146578, 184 it/s) [6m23s:8m16s] 37% |███████████ | (54934/146578, 191 it/s) [6m23s:7m58s] 37% |███████████ | (54937/146578, 191 it/s) [6m23s:7m58s] 37% |███████████ | (54957/146578, 191 it/s) [6m23s:7m58s] 37% |███████████ | (54977/146578, 191 it/s) [6m23s:7m58s] 37% |███████████ | (54994/146578, 191 it/s) [6m23s:7m58s] 37% |███████████ | (55012/146578, 191 it/s) [6m24s:7m58s] 37% |███████████ | (55031/146578, 191 it/s) [6m24s:7m58s] 37% |███████████ | (55048/146578, 191 it/s) [6m24s:7m58s] 37% |███████████ | (55065/146578, 191 it/s) [6m24s:7m58s] 37% |███████████ | (55082/146578, 191 it/s) [6m24s:7m58s] 37% |███████████ | (55098/146578, 191 it/s) [6m24s:7m58s] 37% |███████████ | (55116/146578, 191 it/s) [6m24s:7m58s] 37% |███████████ | (55122/146578, 191 it/s) [6m24s:7m58s] 37% |███████████ | (55125/146578, 191 it/s) [6m24s:7m58s] 37% |███████████ | (55136/146578, 191 it/s) [6m24s:7m59s] 37% |███████████ | (55145/146578, 191 it/s) [6m24s:7m59s] 37% |███████████ | (55146/146578, 191 it/s) [6m25s:7m59s] 37% |███████████ | (55148/146578, 191 it/s) [6m25s:7m59s] 37% |████████████ | (55160/146578, 190 it/s) [6m25s:8m1s] 37% |████████████ | (55169/146578, 190 it/s) [6m25s:8m1s] 37% |████████████ | (55187/146578, 190 it/s) [6m25s:8m1s] 37% |████████████ | (55205/146578, 190 it/s) [6m25s:8m1s] 37% |████████████ | (55219/146578, 190 it/s) [6m25s:8m1s] 37% |███████████ | (55222/146578, 181 it/s) [6m25s:8m26s] 37% |███████████ | (55233/146578, 181 it/s) [6m25s:8m25s] 37% |███████████ | (55244/146578, 181 it/s) [6m25s:8m25s] 37% |███████████ | (55255/146578, 181 it/s) [6m26s:8m25s] 37% |███████████ | (55264/146578, 181 it/s) [6m26s:8m25s] 37% |███████████ | (55274/146578, 163 it/s) [6m26s:9m20s] 37% |███████████ | (55294/146578, 163 it/s) [6m26s:9m20s] 37% |███████████ | (55313/146578, 163 it/s) [6m26s:9m20s] 37% |███████████ | (55330/146578, 163 it/s) [6m26s:9m20s] 37% |███████████ | (55336/146578, 163 it/s) [6m26s:9m20s] 37% |███████████ | (55353/146578, 163 it/s) [6m26s:9m19s] 37% |███████████ | (55372/146578, 163 it/s) [6m26s:9m19s] 37% |███████████ | (55390/146578, 163 it/s) [6m26s:9m19s] 37% |███████████ | (55409/146578, 159 it/s) [6m26s:9m34s] 37% |███████████ | (55428/146578, 159 it/s) [6m26s:9m34s] 37% |███████████ | (55433/146578, 159 it/s) [6m27s:9m34s] 37% |███████████ | (55449/146578, 159 it/s) [6m27s:9m33s] 37% |███████████ | (55465/146578, 159 it/s) [6m27s:9m33s] 37% |███████████ | (55481/146578, 148 it/s) [6m27s:10m14s] 37% |███████████ | (55497/146578, 148 it/s) [6m27s:10m14s] 37% |███████████ | (55503/146578, 148 it/s) [6m27s:10m14s] 37% |███████████ | (55514/146578, 148 it/s) [6m27s:10m14s] 37% |███████████ | (55529/146578, 148 it/s) [6m27s:10m14s] 37% |███████████ | (55548/146578, 148 it/s) [6m27s:10m13s] 37% |███████████ | (55567/146578, 148 it/s) [6m27s:10m13s] 37% |███████████ | (55569/146578, 152 it/s) [6m27s:9m59s] 37% |███████████ | (55589/146578, 152 it/s) [6m27s:9m59s] 37% |███████████ | (55607/146578, 152 it/s) [6m28s:9m59s] 37% |███████████ | (55624/146578, 152 it/s) [6m28s:9m59s] 37% |███████████ | (55643/146578, 152 it/s) [6m28s:9m59s] 37% |███████████ | (55663/146578, 152 it/s) [6m28s:9m59s] 37% |███████████ | (55670/146578, 152 it/s) [6m28s:9m59s] 37% |███████████ | (55688/146578, 152 it/s) [6m28s:9m59s] 38% |████████████ | (55705/146578, 163 it/s) [6m28s:9m17s] 38% |████████████ | (55723/146578, 163 it/s) [6m28s:9m17s] 38% |████████████ | (55741/146578, 163 it/s) [6m28s:9m17s] 38% |████████████ | (55756/146578, 163 it/s) [6m28s:9m16s] 38% |████████████ | (55773/146578, 163 it/s) [6m28s:9m16s] 38% |████████████ | (55790/146578, 163 it/s) [6m28s:9m16s] 38% |████████████ | (55806/146578, 167 it/s) [6m28s:9m4s] 38% |████████████ | (55824/146578, 167 it/s) [6m28s:9m4s] 38% |████████████ | (55840/146578, 167 it/s) [6m29s:9m4s] 38% |████████████ | (55857/146578, 167 it/s) [6m29s:9m3s] 38% |████████████ | (55873/146578, 167 it/s) [6m29s:9m3s] 38% |████████████ | (55890/146578, 167 it/s) [6m29s:9m3s] 38% |████████████ | (55891/146578, 160 it/s) [6m29s:9m26s] 38% |████████████ | (55908/146578, 160 it/s) [6m29s:9m26s] 38% |████████████ | (55924/146578, 160 it/s) [6m29s:9m26s] 38% |████████████ | (55940/146578, 160 it/s) [6m29s:9m26s] 38% |████████████ | (55953/146578, 160 it/s) [6m29s:9m26s] 38% |████████████ | (55957/146578, 160 it/s) [6m29s:9m26s] 38% |████████████ | (55968/146578, 160 it/s) [6m29s:9m26s] 38% |████████████ | (55969/146578, 154 it/s) [6m30s:9m48s] 38% |████████████ | (55981/146578, 154 it/s) [6m30s:9m48s] 38% |████████████ | (55984/146578, 154 it/s) [6m30s:9m48s] 38% |████████████ | (55995/146578, 154 it/s) [6m30s:9m48s] 38% |████████████ | (56004/146578, 154 it/s) [6m30s:9m48s] 38% |████████████ | (56012/146578, 158 it/s) [6m30s:9m31s] 38% |████████████ | (56028/146578, 158 it/s) [6m30s:9m31s] 38% |████████████ | (56031/146578, 158 it/s) [6m30s:9m31s] 38% |████████████ | (56032/146578, 158 it/s) [6m31s:9m31s] 38% |████████████ | (56048/146578, 158 it/s) [6m31s:9m31s] 38% |████████████ | (56065/146578, 158 it/s) [6m31s:9m31s] 38% |████████████ | (56082/146578, 158 it/s) [6m31s:9m31s] 38% |████████████ | (56100/146578, 162 it/s) [6m31s:9m17s] 38% |████████████ | (56108/146578, 162 it/s) [6m31s:9m17s] 38% |████████████ | (56123/146578, 162 it/s) [6m31s:9m17s] 38% |████████████ | (56133/146578, 162 it/s) [6m31s:9m17s] 38% |████████████ | (56149/146578, 162 it/s) [6m31s:9m19s] 38% |████████████ | (56166/146578, 162 it/s) [6m31s:9m19s] 38% |████████████ | (56183/146578, 162 it/s) [6m31s:9m19s] 38% |████████████ | (56202/146578, 162 it/s) [6m32s:9m19s] 38% |████████████ | (56215/146578, 162 it/s) [6m32s:9m19s] 38% |████████████ | (56230/146578, 162 it/s) [6m32s:9m19s] 38% |████████████ | (56231/146578, 162 it/s) [6m32s:9m19s] 38% |████████████ | (56244/146578, 156 it/s) [6m32s:9m37s] 38% |████████████ | (56248/146578, 156 it/s) [6m32s:9m37s] 38% |████████████ | (56256/146578, 156 it/s) [6m32s:9m37s] 38% |████████████ | (56266/146578, 156 it/s) [6m32s:9m37s] 38% |████████████ | (56273/146578, 156 it/s) [6m32s:9m37s] 38% |████████████ | (56290/146578, 149 it/s) [6m32s:10m6s] 38% |████████████ | (56309/146578, 149 it/s) [6m32s:10m6s] 38% |████████████ | (56330/146578, 149 it/s) [6m32s:10m6s] 38% |████████████ | (56331/146578, 149 it/s) [6m33s:10m6s] 38% |████████████ | (56332/146578, 149 it/s) [6m33s:10m6s] 38% |████████████ | (56351/146578, 149 it/s) [6m33s:10m6s] 38% |████████████ | (56370/146578, 150 it/s) [6m33s:9m59s] 38% |████████████ | (56388/146578, 150 it/s) [6m33s:9m59s] 38% |████████████ | (56407/146578, 150 it/s) [6m33s:9m59s] 38% |████████████ | (56423/146578, 150 it/s) [6m33s:9m59s] 38% |████████████ | (56424/146578, 150 it/s) [6m33s:9m59s] 38% |████████████ | (56434/146578, 150 it/s) [6m33s:9m59s] 38% |███████████ | (56441/146578, 140 it/s) [6m33s:10m42s] 38% |███████████ | (56450/146578, 140 it/s) [6m33s:10m42s] 38% |███████████ | (56460/146578, 140 it/s) [6m34s:10m42s] 38% |███████████ | (56471/146578, 140 it/s) [6m34s:10m42s] 38% |███████████ | (56480/146578, 140 it/s) [6m34s:10m42s] 38% |███████████ | (56491/146578, 128 it/s) [6m34s:11m41s] 38% |███████████ | (56501/146578, 128 it/s) [6m34s:11m41s] 38% |███████████ | (56510/146578, 128 it/s) [6m34s:11m41s] 38% |███████████ | (56518/146578, 128 it/s) [6m34s:11m41s] 38% |███████████ | (56525/146578, 128 it/s) [6m34s:11m41s] 38% |███████████ | (56533/146578, 119 it/s) [6m34s:12m34s] 38% |███████████ | (56547/146578, 119 it/s) [6m34s:12m34s] 38% |███████████ | (56564/146578, 119 it/s) [6m35s:12m34s] 38% |███████████ | (56582/146578, 119 it/s) [6m35s:12m33s] 38% |███████████ | (56597/146578, 119 it/s) [6m35s:12m33s] 38% |███████████ | (56615/146578, 119 it/s) [6m35s:12m33s] 38% |███████████ | (56622/146578, 119 it/s) [6m35s:12m33s] 38% |███████████ | (56625/146578, 127 it/s) [6m35s:11m50s] 38% |███████████ | (56626/146578, 127 it/s) [6m35s:11m50s] 38% |███████████ | (56634/146578, 127 it/s) [6m35s:11m50s] 38% |███████████ | (56644/146578, 127 it/s) [6m35s:11m50s] 38% |███████████ | (56654/146578, 127 it/s) [6m35s:11m50s] 38% |███████████ | (56663/146578, 126 it/s) [6m35s:11m52s] 38% |███████████ | (56673/146578, 126 it/s) [6m36s:11m52s] 38% |███████████ | (56683/146578, 126 it/s) [6m36s:11m52s] 38% |███████████ | (56693/146578, 126 it/s) [6m36s:11m52s] 38% |███████████ | (56702/146578, 126 it/s) [6m36s:11m52s] 38% |███████████ | (56720/146578, 126 it/s) [6m36s:11m52s] 38% |███████████ | (56736/146578, 122 it/s) [6m36s:12m17s] 38% |███████████ | (56752/146578, 122 it/s) [6m36s:12m17s] 38% |███████████ | (56771/146578, 122 it/s) [6m36s:12m17s] 38% |███████████ | (56790/146578, 122 it/s) [6m36s:12m17s] 38% |███████████ | (56808/146578, 122 it/s) [6m36s:12m17s] 38% |███████████ | (56826/146578, 122 it/s) [6m36s:12m16s] 38% |███████████ | (56845/146578, 122 it/s) [6m36s:12m16s] 38% |███████████ | (56862/146578, 140 it/s) [6m36s:10m42s] 38% |███████████ | (56866/146578, 140 it/s) [6m37s:10m42s] 38% |███████████ | (56869/146578, 140 it/s) [6m37s:10m42s] 38% |███████████ | (56879/146578, 140 it/s) [6m37s:10m42s] 38% |███████████ | (56889/146578, 140 it/s) [6m37s:10m42s] 38% |███████████ | (56899/146578, 129 it/s) [6m37s:11m35s] 38% |███████████ | (56908/146578, 129 it/s) [6m37s:11m35s] 38% |███████████ | (56919/146578, 129 it/s) [6m37s:11m35s] 38% |███████████ | (56928/146578, 129 it/s) [6m37s:11m35s] 38% |███████████ | (56941/146578, 129 it/s) [6m37s:11m35s] 38% |███████████ | (56952/146578, 130 it/s) [6m37s:11m27s] 38% |███████████ | (56971/146578, 130 it/s) [6m38s:11m27s] 38% |███████████ | (56972/146578, 130 it/s) [6m38s:11m27s] 38% |███████████ | (56986/146578, 130 it/s) [6m38s:11m27s] 38% |███████████ | (57005/146578, 130 it/s) [6m38s:11m26s] 38% |███████████ | (57025/146578, 126 it/s) [6m38s:11m52s] 38% |███████████ | (57045/146578, 126 it/s) [6m38s:11m52s] 38% |███████████ | (57064/146578, 126 it/s) [6m38s:11m52s] 38% |███████████ | (57084/146578, 126 it/s) [6m38s:11m52s] 38% |███████████ | (57097/146578, 126 it/s) [6m38s:11m52s] 38% |███████████ | (57107/146578, 129 it/s) [6m39s:11m34s] 38% |███████████ | (57127/146578, 129 it/s) [6m39s:11m33s] 38% |███████████ | (57144/146578, 129 it/s) [6m39s:11m33s] 38% |███████████ | (57160/146578, 129 it/s) [6m39s:11m33s] 39% |████████████ | (57176/146578, 129 it/s) [6m39s:11m33s] 39% |████████████ | (57194/146578, 129 it/s) [6m39s:11m33s] 39% |████████████ | (57213/146578, 129 it/s) [6m39s:11m33s] 39% |████████████ | (57232/146578, 143 it/s) [6m39s:10m25s] 39% |████████████ | (57253/146578, 143 it/s) [6m39s:10m25s] 39% |████████████ | (57272/146578, 143 it/s) [6m39s:10m25s] 39% |████████████ | (57291/146578, 143 it/s) [6m39s:10m25s] 39% |████████████ | (57308/146578, 143 it/s) [6m39s:10m25s] 39% |████████████ | (57325/146578, 143 it/s) [6m39s:10m25s] 39% |████████████ | (57345/146578, 143 it/s) [6m39s:10m24s] 39% |████████████ | (57363/146578, 162 it/s) [6m39s:9m9s] 39% |████████████ | (57383/146578, 162 it/s) [6m40s:9m9s] 39% |████████████ | (57401/146578, 162 it/s) [6m40s:9m9s] 39% |████████████ | (57403/146578, 162 it/s) [6m40s:9m8s] 39% |████████████ | (57422/146578, 162 it/s) [6m40s:9m8s] 39% |████████████ | (57441/146578, 162 it/s) [6m40s:9m8s] 39% |████████████ | (57458/146578, 162 it/s) [6m40s:9m8s] 39% |████████████ | (57475/146578, 166 it/s) [6m40s:8m57s] 39% |████████████ | (57493/146578, 166 it/s) [6m40s:8m57s] 39% |████████████ | (57505/146578, 166 it/s) [6m40s:8m57s] 39% |████████████ | (57524/146578, 166 it/s) [6m40s:8m56s] 39% |████████████ | (57539/146578, 166 it/s) [6m40s:8m56s] 39% |████████████ | (57545/146578, 166 it/s) [6m40s:8m56s] 39% |████████████ | (57548/146578, 174 it/s) [6m41s:8m30s] 39% |████████████ | (57555/146578, 174 it/s) [6m41s:8m30s] 39% |████████████ | (57559/146578, 174 it/s) [6m41s:8m30s] 39% |████████████ | (57565/146578, 174 it/s) [6m41s:8m30s] 39% |████████████ | (57573/146578, 174 it/s) [6m41s:8m30s] 39% |████████████ | (57578/146578, 168 it/s) [6m41s:8m50s] 39% |████████████ | (57581/146578, 168 it/s) [6m41s:8m50s] 39% |████████████ | (57587/146578, 168 it/s) [6m41s:8m50s] 39% |████████████ | (57602/146578, 168 it/s) [6m41s:8m50s] 39% |████████████ | (57603/146578, 168 it/s) [6m41s:8m50s] 39% |████████████ | (57610/146578, 147 it/s) [6m42s:10m3s] 39% |████████████ | (57629/146578, 147 it/s) [6m42s:10m3s] 39% |████████████ | (57648/146578, 147 it/s) [6m42s:10m3s] 39% |████████████ | (57666/146578, 147 it/s) [6m42s:10m3s] 39% |████████████ | (57683/146578, 147 it/s) [6m42s:10m3s] 39% |████████████ | (57692/146578, 147 it/s) [6m42s:10m3s] 39% |████████████ | (57710/146578, 147 it/s) [6m42s:10m3s] 39% |████████████ | (57711/146578, 159 it/s) [6m42s:9m17s] 39% |████████████ | (57723/146578, 159 it/s) [6m42s:9m17s] 39% |████████████ | (57727/146578, 159 it/s) [6m42s:9m17s] 39% |████████████ | (57734/146578, 159 it/s) [6m42s:9m17s] 39% |████████████ | (57744/146578, 159 it/s) [6m42s:9m17s] 39% |████████████ | (57754/146578, 159 it/s) [6m43s:9m17s] 39% |████████████ | (57765/146578, 159 it/s) [6m43s:9m19s] 39% |████████████ | (57784/146578, 159 it/s) [6m43s:9m19s] 39% |████████████ | (57791/146578, 159 it/s) [6m43s:9m19s] 39% |████████████ | (57795/146578, 159 it/s) [6m43s:9m19s] 39% |████████████ | (57815/146578, 159 it/s) [6m43s:9m19s] 39% |████████████ | (57831/146578, 159 it/s) [6m43s:9m18s] 39% |████████████ | (57849/146578, 159 it/s) [6m43s:9m18s] 39% |████████████ | (57865/146578, 159 it/s) [6m43s:9m17s] 39% |████████████ | (57883/146578, 159 it/s) [6m43s:9m17s] 39% |████████████ | (57899/146578, 159 it/s) [6m43s:9m17s] 39% |████████████ | (57917/146578, 159 it/s) [6m44s:9m17s] 39% |████████████ | (57935/146578, 159 it/s) [6m44s:9m17s] 39% |████████████ | (57954/146578, 159 it/s) [6m44s:9m17s] 39% |████████████ | (57965/146578, 168 it/s) [6m44s:8m48s] 39% |████████████ | (57976/146578, 168 it/s) [6m44s:8m48s] 39% |████████████ | (57977/146578, 168 it/s) [6m44s:8m48s] 39% |████████████ | (57995/146578, 168 it/s) [6m44s:8m47s] 39% |████████████ | (58013/146578, 168 it/s) [6m44s:8m47s] 39% |████████████ | (58031/146578, 157 it/s) [6m44s:9m23s] 39% |████████████ | (58049/146578, 157 it/s) [6m44s:9m23s] 39% |████████████ | (58068/146578, 157 it/s) [6m44s:9m22s] 39% |████████████ | (58077/146578, 157 it/s) [6m44s:9m22s] 39% |████████████ | (58091/146578, 157 it/s) [6m45s:9m22s] 39% |████████████ | (58100/146578, 141 it/s) [6m45s:10m28s] 39% |████████████ | (58101/146578, 141 it/s) [6m45s:10m28s] 39% |████████████ | (58119/146578, 141 it/s) [6m45s:10m27s] 39% |████████████ | (58136/146578, 141 it/s) [6m45s:10m27s] 39% |████████████ | (58155/146578, 141 it/s) [6m45s:10m27s] 39% |████████████ | (58174/146578, 141 it/s) [6m45s:10m27s] 39% |████████████ | (58191/146578, 141 it/s) [6m45s:10m27s] 39% |████████████ | (58210/146578, 142 it/s) [6m45s:10m24s] 39% |████████████ | (58230/146578, 142 it/s) [6m45s:10m24s] 39% |████████████ | (58246/146578, 142 it/s) [6m45s:10m24s] 39% |████████████ | (58265/146578, 142 it/s) [6m46s:10m24s] 39% |████████████ | (58274/146578, 142 it/s) [6m46s:10m23s] 39% |████████████ | (58291/146578, 142 it/s) [6m46s:10m23s] 39% |████████████ | (58300/146578, 142 it/s) [6m46s:10m23s] 39% |████████████ | (58321/146578, 148 it/s) [6m46s:9m54s] 39% |████████████ | (58337/146578, 148 it/s) [6m46s:9m54s] 39% |████████████ | (58349/146578, 148 it/s) [6m46s:9m54s] 39% |████████████ | (58350/146578, 148 it/s) [6m46s:9m54s] 39% |████████████ | (58360/146578, 148 it/s) [6m46s:9m54s] 39% |████████████ | (58368/146578, 152 it/s) [6m46s:9m39s] 39% |████████████ | (58378/146578, 152 it/s) [6m46s:9m39s] 39% |████████████ | (58387/146578, 152 it/s) [6m47s:9m39s] 39% |████████████ | (58396/146578, 152 it/s) [6m47s:9m39s] 39% |████████████ | (58405/146578, 152 it/s) [6m47s:9m39s] 39% |████████████ | (58415/146578, 155 it/s) [6m47s:9m30s] 39% |████████████ | (58424/146578, 155 it/s) [6m47s:9m30s] 39% |████████████ | (58433/146578, 155 it/s) [6m47s:9m30s] 39% |████████████ | (58441/146578, 155 it/s) [6m47s:9m30s] 39% |████████████ | (58451/146578, 155 it/s) [6m47s:9m30s] 39% |████████████ | (58460/146578, 143 it/s) [6m47s:10m14s] 39% |████████████ | (58469/146578, 143 it/s) [6m48s:10m14s] 39% |████████████ | (58479/146578, 143 it/s) [6m48s:10m14s] 39% |████████████ | (58489/146578, 143 it/s) [6m48s:10m14s] 39% |████████████ | (58507/146578, 143 it/s) [6m48s:10m14s] 39% |████████████ | (58515/146578, 143 it/s) [6m48s:10m14s] 39% |████████████ | (58525/146578, 143 it/s) [6m48s:10m14s] 39% |████████████ | (58543/146578, 143 it/s) [6m48s:10m14s] 39% |████████████ | (58562/146578, 143 it/s) [6m48s:10m14s] 39% |████████████ | (58577/146578, 143 it/s) [6m48s:10m14s] 39% |████████████ | (58595/146578, 143 it/s) [6m48s:10m14s] 39% |████████████ | (58615/146578, 143 it/s) [6m48s:10m14s] 40% |████████████ | (58634/146578, 154 it/s) [6m48s:9m29s] 40% |████████████ | (58653/146578, 154 it/s) [6m49s:9m29s] 40% |████████████ | (58671/146578, 154 it/s) [6m49s:9m29s] 40% |████████████ | (58689/146578, 154 it/s) [6m49s:9m29s] 40% |████████████ | (58709/146578, 154 it/s) [6m49s:9m29s] 40% |████████████ | (58727/146578, 154 it/s) [6m49s:9m29s] 40% |████████████ | (58746/146578, 154 it/s) [6m49s:9m29s] 40% |████████████ | (58763/146578, 154 it/s) [6m49s:9m29s] 40% |████████████ | (58781/146578, 156 it/s) [6m49s:9m23s] 40% |████████████ | (58798/146578, 156 it/s) [6m49s:9m23s] 40% |████████████ | (58815/146578, 156 it/s) [6m49s:9m23s] 40% |████████████ | (58834/146578, 156 it/s) [6m49s:9m23s] 40% |████████████ | (58852/146578, 156 it/s) [6m49s:9m23s] 40% |████████████ | (58867/146578, 156 it/s) [6m49s:9m23s] 40% |████████████ | (58874/146578, 156 it/s) [6m49s:9m23s] 40% |█████████████ | (58877/146578, 161 it/s) [6m50s:9m4s] 40% |█████████████ | (58886/146578, 161 it/s) [6m50s:9m4s] 40% |█████████████ | (58894/146578, 161 it/s) [6m50s:9m4s] 40% |████████████ | (58899/146578, 153 it/s) [6m50s:9m33s] 40% |████████████ | (58901/146578, 153 it/s) [6m50s:9m33s] 40% |████████████ | (58913/146578, 153 it/s) [6m50s:9m33s] 40% |████████████ | (58930/146578, 153 it/s) [6m50s:9m33s] 40% |████████████ | (58946/146578, 153 it/s) [6m51s:9m33s] 40% |████████████ | (58965/146578, 153 it/s) [6m51s:9m33s] 40% |████████████ | (58982/146578, 153 it/s) [6m51s:9m33s] 40% |████████████ | (59001/146578, 150 it/s) [6m51s:9m44s] 40% |████████████ | (59021/146578, 150 it/s) [6m51s:9m44s] 40% |████████████ | (59039/146578, 150 it/s) [6m51s:9m44s] 40% |████████████ | (59054/146578, 150 it/s) [6m51s:9m44s] 40% |████████████ | (59072/146578, 150 it/s) [6m51s:9m44s] 40% |████████████ | (59087/146578, 150 it/s) [6m51s:9m44s] 40% |████████████ | (59098/146578, 147 it/s) [6m51s:9m54s] 40% |████████████ | (59101/146578, 147 it/s) [6m51s:9m54s] 40% |████████████ | (59113/146578, 147 it/s) [6m51s:9m54s] 40% |████████████ | (59123/146578, 147 it/s) [6m52s:9m54s] 40% |████████████ | (59134/146578, 147 it/s) [6m52s:9m53s] 40% |████████████ | (59142/146578, 147 it/s) [6m52s:9m56s] 40% |████████████ | (59148/146578, 147 it/s) [6m52s:9m56s] 40% |████████████ | (59154/146578, 147 it/s) [6m52s:9m56s] 40% |████████████ | (59163/146578, 147 it/s) [6m52s:9m56s] 40% |████████████ | (59172/146578, 147 it/s) [6m52s:9m56s] 40% |████████████ | (59190/146578, 147 it/s) [6m52s:9m55s] 40% |████████████ | (59208/146578, 148 it/s) [6m52s:9m50s] 40% |████████████ | (59226/146578, 148 it/s) [6m52s:9m50s] 40% |████████████ | (59244/146578, 148 it/s) [6m52s:9m50s] 40% |████████████ | (59259/146578, 148 it/s) [6m53s:9m50s] 40% |████████████ | (59277/146578, 148 it/s) [6m53s:9m50s] 40% |████████████ | (59287/146578, 148 it/s) [6m53s:9m49s] 40% |████████████ | (59303/146578, 148 it/s) [6m53s:9m49s] 40% |████████████ | (59321/146578, 163 it/s) [6m53s:8m54s] 40% |████████████ | (59340/146578, 163 it/s) [6m53s:8m54s] 40% |████████████ | (59342/146578, 163 it/s) [6m53s:8m54s] 40% |████████████ | (59361/146578, 163 it/s) [6m53s:8m54s] 40% |████████████ | (59376/146578, 163 it/s) [6m53s:8m54s] 40% |████████████ | (59392/146578, 163 it/s) [6m53s:8m54s] 40% |████████████ | (59393/146578, 168 it/s) [6m53s:8m37s] 40% |████████████ | (59411/146578, 168 it/s) [6m53s:8m37s] 40% |████████████ | (59427/146578, 168 it/s) [6m53s:8m37s] 40% |████████████ | (59443/146578, 168 it/s) [6m54s:8m37s] 40% |████████████ | (59462/146578, 168 it/s) [6m54s:8m37s] 40% |████████████ | (59475/146578, 168 it/s) [6m54s:8m37s] 40% |████████████ | (59493/146578, 168 it/s) [6m54s:8m37s] 40% |████████████ | (59506/146578, 164 it/s) [6m54s:8m49s] 40% |████████████ | (59510/146578, 164 it/s) [6m54s:8m49s] 40% |████████████ | (59529/146578, 164 it/s) [6m54s:8m49s] 40% |████████████ | (59547/146578, 164 it/s) [6m54s:8m49s] 40% |████████████ | (59561/146578, 164 it/s) [6m54s:8m49s] 40% |████████████ | (59579/146578, 164 it/s) [6m54s:8m49s] 40% |████████████ | (59584/146578, 155 it/s) [6m54s:9m22s] 40% |████████████ | (59594/146578, 155 it/s) [6m54s:9m22s] 40% |████████████ | (59612/146578, 155 it/s) [6m55s:9m22s] 40% |████████████ | (59630/146578, 155 it/s) [6m55s:9m22s] 40% |████████████ | (59646/146578, 155 it/s) [6m55s:9m22s] 40% |████████████ | (59664/146578, 155 it/s) [6m55s:9m22s] 40% |████████████ | (59675/146578, 155 it/s) [6m55s:9m22s] 40% |████████████ | (59676/146578, 152 it/s) [6m55s:9m33s] 40% |████████████ | (59685/146578, 152 it/s) [6m55s:9m33s] 40% |████████████ | (59687/146578, 150 it/s) [6m56s:9m39s] 40% |████████████ | (59706/146578, 150 it/s) [6m56s:9m38s] 40% |████████████ | (59724/146578, 150 it/s) [6m56s:9m38s] 40% |████████████ | (59742/146578, 150 it/s) [6m56s:9m38s] 40% |████████████ | (59760/146578, 150 it/s) [6m56s:9m38s] 40% |████████████ | (59776/146578, 150 it/s) [6m56s:9m38s] 40% |████████████ | (59785/146578, 150 it/s) [6m56s:9m38s] 40% |████████████ | (59803/146578, 152 it/s) [6m56s:9m29s] 40% |████████████ | (59814/146578, 152 it/s) [6m56s:9m29s] 40% |████████████ | (59832/146578, 152 it/s) [6m56s:9m29s] 40% |████████████ | (59844/146578, 152 it/s) [6m56s:9m29s] 40% |████████████ | (59859/146578, 152 it/s) [6m56s:9m29s] 40% |████████████ | (59876/146578, 152 it/s) [6m56s:9m28s] 40% |████████████ | (59877/146578, 149 it/s) [6m57s:9m43s] 40% |████████████ | (59886/146578, 149 it/s) [6m57s:9m43s] 40% |████████████ | (59906/146578, 149 it/s) [6m57s:9m43s] 40% |████████████ | (59921/146578, 149 it/s) [6m57s:9m42s] 40% |████████████ | (59928/146578, 149 it/s) [6m57s:9m42s] 40% |████████████ | (59946/146578, 149 it/s) [6m57s:9m42s] 40% |████████████ | (59949/146578, 153 it/s) [6m57s:9m26s] 40% |████████████ | (59954/146578, 153 it/s) [6m57s:9m26s] 40% |████████████ | (59964/146578, 153 it/s) [6m57s:9m26s] 40% |████████████ | (59973/146578, 153 it/s) [6m57s:9m26s] 40% |████████████ | (59983/146578, 153 it/s) [6m58s:9m26s] 40% |████████████ | (59991/146578, 151 it/s) [6m58s:9m34s] 40% |████████████ | (60000/146578, 151 it/s) [6m58s:9m34s] 40% |████████████ | (60019/146578, 151 it/s) [6m58s:9m33s] 40% |████████████ | (60038/146578, 151 it/s) [6m58s:9m33s] 40% |████████████ | (60059/146578, 151 it/s) [6m58s:9m33s] 40% |████████████ | (60079/146578, 151 it/s) [6m58s:9m33s] 40% |████████████ | (60093/146578, 146 it/s) [6m58s:9m51s] 41% |█████████████ | (60097/146578, 146 it/s) [6m58s:9m51s] 41% |█████████████ | (60106/146578, 146 it/s) [6m58s:9m51s] 41% |█████████████ | (60116/146578, 146 it/s) [6m58s:9m51s] 41% |█████████████ | (60124/146578, 146 it/s) [6m59s:9m51s] 41% |████████████ | (60135/146578, 139 it/s) [6m59s:10m20s] 41% |████████████ | (60145/146578, 139 it/s) [6m59s:10m20s] 41% |████████████ | (60164/146578, 139 it/s) [6m59s:10m20s] 41% |████████████ | (60183/146578, 139 it/s) [6m59s:10m20s] 41% |████████████ | (60201/146578, 139 it/s) [6m59s:10m19s] 41% |████████████ | (60219/146578, 139 it/s) [6m59s:10m19s] 41% |████████████ | (60238/146578, 139 it/s) [6m59s:10m19s] 41% |█████████████ | (60257/146578, 144 it/s) [6m59s:9m59s] 41% |█████████████ | (60277/146578, 144 it/s) [6m59s:9m58s] 41% |█████████████ | (60296/146578, 144 it/s) [6m59s:9m58s] 41% |█████████████ | (60315/146578, 144 it/s) [6m59s:9m58s] 41% |█████████████ | (60333/146578, 144 it/s) [6m59s:9m58s] 41% |█████████████ | (60351/146578, 144 it/s) [7m0s:9m58s] 41% |█████████████ | (60371/146578, 144 it/s) [7m0s:9m58s] 41% |█████████████ | (60390/146578, 144 it/s) [7m0s:9m58s] 41% |█████████████ | (60409/146578, 155 it/s) [7m0s:9m17s] 41% |█████████████ | (60422/146578, 155 it/s) [7m0s:9m16s] 41% |█████████████ | (60442/146578, 155 it/s) [7m0s:9m16s] 41% |█████████████ | (60459/146578, 155 it/s) [7m0s:9m16s] 41% |█████████████ | (60476/146578, 155 it/s) [7m0s:9m16s] 41% |█████████████ | (60494/146578, 155 it/s) [7m0s:9m16s] 41% |█████████████ | (60511/146578, 155 it/s) [7m0s:9m16s] 41% |█████████████ | (60518/146578, 158 it/s) [7m0s:9m3s] 41% |█████████████ | (60537/146578, 158 it/s) [7m0s:9m2s] 41% |█████████████ | (60556/146578, 158 it/s) [7m0s:9m2s] 41% |█████████████ | (60571/146578, 158 it/s) [7m1s:9m2s] 41% |█████████████ | (60585/146578, 158 it/s) [7m1s:9m2s] 41% |█████████████ | (60603/146578, 158 it/s) [7m1s:9m2s] 41% |█████████████ | (60617/146578, 158 it/s) [7m1s:9m2s] 41% |█████████████ | (60635/146578, 158 it/s) [7m1s:9m2s] 41% |█████████████ | (60651/146578, 182 it/s) [7m1s:7m52s] 41% |█████████████ | (60667/146578, 182 it/s) [7m1s:7m52s] 41% |█████████████ | (60677/146578, 182 it/s) [7m1s:7m52s] 41% |█████████████ | (60695/146578, 182 it/s) [7m1s:7m52s] 41% |█████████████ | (60711/146578, 174 it/s) [7m1s:8m13s] 41% |█████████████ | (60728/146578, 174 it/s) [7m1s:8m13s] 41% |█████████████ | (60747/146578, 174 it/s) [7m1s:8m13s] 41% |█████████████ | (60752/146578, 174 it/s) [7m2s:8m13s] 41% |█████████████ | (60761/146578, 174 it/s) [7m2s:8m13s] 41% |█████████████ | (60780/146578, 174 it/s) [7m2s:8m13s] 41% |█████████████ | (60798/146578, 174 it/s) [7m2s:8m13s] 41% |█████████████ | (60814/146578, 174 it/s) [7m2s:8m13s] 41% |█████████████ | (60830/146578, 174 it/s) [7m2s:8m13s] 41% |█████████████ | (60837/146578, 174 it/s) [7m2s:8m13s] 41% |█████████████ | (60849/146578, 174 it/s) [7m2s:8m13s] 41% |█████████████ | (60864/146578, 174 it/s) [7m2s:8m13s] 41% |█████████████ | (60881/146578, 177 it/s) [7m2s:8m3s] 41% |█████████████ | (60896/146578, 177 it/s) [7m2s:8m3s] 41% |█████████████ | (60912/146578, 177 it/s) [7m2s:8m3s] 41% |█████████████ | (60921/146578, 177 it/s) [7m3s:8m3s] 41% |█████████████ | (60941/146578, 177 it/s) [7m3s:8m3s] 41% |█████████████ | (60959/146578, 177 it/s) [7m3s:8m3s] 41% |█████████████ | (60976/146578, 189 it/s) [7m3s:7m33s] 41% |█████████████ | (60988/146578, 189 it/s) [7m3s:7m33s] 41% |█████████████ | (61004/146578, 189 it/s) [7m3s:7m33s] 41% |█████████████ | (61009/146578, 189 it/s) [7m3s:7m33s] 41% |█████████████ | (61010/146578, 189 it/s) [7m3s:7m33s] 41% |█████████████ | (61024/146578, 189 it/s) [7m3s:7m33s] 41% |█████████████ | (61033/146578, 182 it/s) [7m3s:7m50s] 41% |█████████████ | (61040/146578, 182 it/s) [7m3s:7m50s] 41% |█████████████ | (61049/146578, 182 it/s) [7m4s:7m50s] 41% |█████████████ | (61057/146578, 182 it/s) [7m4s:7m50s] 41% |█████████████ | (61067/146578, 182 it/s) [7m4s:7m50s] 41% |█████████████ | (61073/146578, 181 it/s) [7m4s:7m51s] 41% |█████████████ | (61079/146578, 181 it/s) [7m4s:7m51s] 41% |█████████████ | (61082/146578, 181 it/s) [7m4s:7m51s] 41% |█████████████ | (61086/146578, 181 it/s) [7m4s:7m51s] 41% |█████████████ | (61092/146578, 181 it/s) [7m4s:7m51s] 41% |█████████████ | (61099/146578, 162 it/s) [7m4s:8m47s] 41% |█████████████ | (61108/146578, 162 it/s) [7m5s:8m47s] 41% |█████████████ | (61117/146578, 162 it/s) [7m5s:8m47s] 41% |█████████████ | (61125/146578, 162 it/s) [7m5s:8m47s] 41% |█████████████ | (61134/146578, 162 it/s) [7m5s:8m47s] 41% |█████████████ | (61141/146578, 142 it/s) [7m5s:10m3s] 41% |█████████████ | (61149/146578, 142 it/s) [7m5s:10m3s] 41% |█████████████ | (61157/146578, 142 it/s) [7m5s:10m2s] 41% |█████████████ | (61166/146578, 142 it/s) [7m5s:10m2s] 41% |█████████████ | (61167/146578, 127 it/s) [7m6s:11m13s] 41% |█████████████ | (61169/146578, 127 it/s) [7m6s:11m13s] 41% |█████████████ | (61186/146578, 127 it/s) [7m6s:11m13s] 41% |█████████████ | (61203/146578, 127 it/s) [7m6s:11m13s] 41% |█████████████ | (61220/146578, 127 it/s) [7m6s:11m13s] 41% |█████████████ | (61237/146578, 127 it/s) [7m6s:11m13s] 41% |█████████████ | (61255/146578, 119 it/s) [7m6s:11m57s] 41% |█████████████ | (61272/146578, 119 it/s) [7m6s:11m57s] 41% |█████████████ | (61289/146578, 119 it/s) [7m6s:11m57s] 41% |█████████████ | (61307/146578, 119 it/s) [7m6s:11m57s] 41% |█████████████ | (61316/146578, 119 it/s) [7m6s:11m57s] 41% |█████████████ | (61319/146578, 119 it/s) [7m6s:11m57s] 41% |█████████████ | (61329/146578, 121 it/s) [7m7s:11m44s] 41% |█████████████ | (61336/146578, 121 it/s) [7m7s:11m44s] 41% |█████████████ | (61345/146578, 121 it/s) [7m7s:11m44s] 41% |█████████████ | (61352/146578, 121 it/s) [7m7s:11m43s] 41% |█████████████ | (61360/146578, 121 it/s) [7m7s:11m43s] 41% |█████████████ | (61368/146578, 112 it/s) [7m7s:12m42s] 41% |█████████████ | (61376/146578, 112 it/s) [7m7s:12m42s] 41% |█████████████ | (61385/146578, 112 it/s) [7m7s:12m42s] 41% |█████████████ | (61402/146578, 112 it/s) [7m7s:12m42s] 41% |█████████████ | (61417/146578, 112 it/s) [7m7s:12m42s] 41% |█████████████ | (61433/146578, 112 it/s) [7m8s:12m41s] 41% |█████████████ | (61450/146578, 112 it/s) [7m8s:12m41s] 41% |█████████████ | (61470/146578, 113 it/s) [7m8s:12m32s] 41% |█████████████ | (61489/146578, 113 it/s) [7m8s:12m32s] 41% |█████████████ | (61509/146578, 113 it/s) [7m8s:12m31s] 41% |█████████████ | (61528/146578, 113 it/s) [7m8s:12m31s] 41% |█████████████ | (61548/146578, 113 it/s) [7m8s:12m31s] 42% |█████████████ | (61568/146578, 113 it/s) [7m8s:12m31s] 42% |█████████████ | (61587/146578, 113 it/s) [7m8s:12m31s] 42% |█████████████ | (61608/146578, 123 it/s) [7m8s:11m30s] 42% |█████████████ | (61628/146578, 123 it/s) [7m8s:11m30s] 42% |█████████████ | (61649/146578, 123 it/s) [7m8s:11m30s] 42% |█████████████ | (61667/146578, 123 it/s) [7m8s:11m30s] 42% |█████████████ | (61687/146578, 123 it/s) [7m8s:11m30s] 42% |█████████████ | (61706/146578, 123 it/s) [7m8s:11m30s] 42% |█████████████ | (61726/146578, 123 it/s) [7m9s:11m29s] 42% |█████████████ | (61744/146578, 123 it/s) [7m9s:11m29s] 42% |█████████████ | (61764/146578, 140 it/s) [7m9s:10m7s] 42% |█████████████ | (61783/146578, 140 it/s) [7m9s:10m7s] 42% |█████████████ | (61804/146578, 140 it/s) [7m9s:10m7s] 42% |█████████████ | (61825/146578, 140 it/s) [7m9s:10m7s] 42% |█████████████ | (61844/146578, 140 it/s) [7m9s:10m7s] 42% |█████████████ | (61863/146578, 140 it/s) [7m9s:10m6s] 42% |█████████████ | (61880/146578, 140 it/s) [7m9s:10m6s] 42% |█████████████ | (61895/146578, 161 it/s) [7m9s:8m45s] 42% |█████████████ | (61898/146578, 161 it/s) [7m9s:8m45s] 42% |█████████████ | (61904/146578, 161 it/s) [7m9s:8m45s] 42% |█████████████ | (61911/146578, 161 it/s) [7m10s:8m45s] 42% |█████████████ | (61915/146578, 160 it/s) [7m10s:8m48s] 42% |█████████████ | (61923/146578, 160 it/s) [7m10s:8m48s] 42% |█████████████ | (61932/146578, 160 it/s) [7m10s:8m48s] 42% |█████████████ | (61942/146578, 160 it/s) [7m10s:8m47s] 42% |█████████████ | (61949/146578, 160 it/s) [7m10s:8m47s] 42% |█████████████ | (61954/146578, 159 it/s) [7m10s:8m51s] 42% |█████████████ | (61955/146578, 159 it/s) [7m10s:8m51s] 42% |█████████████ | (61959/146578, 159 it/s) [7m10s:8m51s] 42% |█████████████ | (61960/146578, 159 it/s) [7m11s:8m51s] 42% |█████████████ | (61961/146578, 156 it/s) [7m11s:9m1s] 42% |█████████████ | (61962/146578, 156 it/s) [7m11s:9m1s] 42% |█████████████ | (61979/146578, 156 it/s) [7m11s:9m1s] 42% |█████████████ | (61994/146578, 156 it/s) [7m11s:9m0s] 42% |█████████████ | (62012/146578, 156 it/s) [7m11s:9m0s] 42% |█████████████ | (62031/146578, 156 it/s) [7m11s:9m0s] 42% |█████████████ | (62050/146578, 156 it/s) [7m11s:9m0s] 42% |█████████████ | (62059/146578, 151 it/s) [7m11s:9m18s] 42% |█████████████ | (62071/146578, 151 it/s) [7m12s:9m18s] 42% |█████████████ | (62085/146578, 151 it/s) [7m12s:9m18s] 42% |█████████████ | (62100/146578, 151 it/s) [7m12s:9m18s] 42% |█████████████ | (62113/146578, 151 it/s) [7m12s:9m18s] 42% |█████████████ | (62130/146578, 151 it/s) [7m12s:9m18s] 42% |█████████████ | (62138/146578, 151 it/s) [7m12s:9m17s] 42% |█████████████ | (62146/146578, 153 it/s) [7m12s:9m11s] 42% |█████████████ | (62147/146578, 153 it/s) [7m12s:9m11s] 42% |█████████████ | (62154/146578, 153 it/s) [7m12s:9m11s] 42% |█████████████ | (62169/146578, 153 it/s) [7m12s:9m11s] 42% |█████████████ | (62183/146578, 153 it/s) [7m12s:9m11s] 42% |█████████████ | (62196/146578, 153 it/s) [7m12s:9m11s] 42% |█████████████ | (62211/146578, 153 it/s) [7m13s:9m11s] 42% |█████████████ | (62212/146578, 156 it/s) [7m13s:8m59s] 42% |█████████████ | (62222/146578, 156 it/s) [7m13s:8m59s] 42% |█████████████ | (62237/146578, 156 it/s) [7m13s:8m59s] 42% |█████████████ | (62251/146578, 156 it/s) [7m13s:8m59s] 42% |█████████████ | (62260/146578, 156 it/s) [7m13s:8m59s] 42% |█████████████ | (62276/146578, 156 it/s) [7m13s:8m59s] 42% |█████████████ | (62281/146578, 152 it/s) [7m13s:9m12s] 42% |█████████████ | (62290/146578, 152 it/s) [7m13s:9m12s] 42% |█████████████ | (62308/146578, 152 it/s) [7m13s:9m12s] 42% |█████████████ | (62326/146578, 152 it/s) [7m13s:9m12s] 42% |█████████████ | (62346/146578, 152 it/s) [7m13s:9m12s] 42% |█████████████ | (62364/146578, 152 it/s) [7m13s:9m12s] 42% |█████████████ | (62385/146578, 152 it/s) [7m14s:9m12s] 42% |█████████████ | (62402/146578, 152 it/s) [7m14s:9m12s] 42% |█████████████ | (62420/146578, 149 it/s) [7m14s:9m26s] 42% |█████████████ | (62436/146578, 149 it/s) [7m14s:9m26s] 42% |█████████████ | (62450/146578, 149 it/s) [7m14s:9m26s] 42% |█████████████ | (62453/146578, 149 it/s) [7m14s:9m26s] 42% |█████████████ | (62463/146578, 149 it/s) [7m14s:9m26s] 42% |█████████████ | (62472/146578, 131 it/s) [7m14s:10m40s] 42% |█████████████ | (62483/146578, 131 it/s) [7m14s:10m39s] 42% |█████████████ | (62493/146578, 131 it/s) [7m14s:10m39s] 42% |█████████████ | (62503/146578, 131 it/s) [7m15s:10m39s] 42% |█████████████ | (62512/146578, 131 it/s) [7m15s:10m39s] 42% |█████████████ | (62520/146578, 112 it/s) [7m15s:12m33s] 42% |█████████████ | (62529/146578, 112 it/s) [7m15s:12m33s] 42% |█████████████ | (62540/146578, 112 it/s) [7m15s:12m33s] 42% |█████████████ | (62549/146578, 112 it/s) [7m15s:12m33s] 42% |█████████████ | (62560/146578, 112 it/s) [7m15s:12m33s] 42% |█████████████ | (62571/146578, 117 it/s) [7m15s:11m55s] 42% |█████████████ | (62582/146578, 117 it/s) [7m15s:11m55s] 42% |█████████████ | (62590/146578, 117 it/s) [7m16s:11m54s] 42% |█████████████ | (62608/146578, 117 it/s) [7m16s:11m54s] 42% |█████████████ | (62628/146578, 119 it/s) [7m16s:11m44s] 42% |█████████████ | (62646/146578, 119 it/s) [7m16s:11m44s] 42% |█████████████ | (62667/146578, 119 it/s) [7m16s:11m43s] 42% |█████████████ | (62686/146578, 119 it/s) [7m16s:11m43s] 42% |█████████████ | (62706/146578, 119 it/s) [7m16s:11m43s] 42% |█████████████ | (62725/146578, 119 it/s) [7m16s:11m43s] 42% |█████████████ | (62743/146578, 119 it/s) [7m16s:11m43s] 42% |█████████████ | (62760/146578, 146 it/s) [7m16s:9m33s] 42% |█████████████ | (62778/146578, 146 it/s) [7m16s:9m33s] 42% |█████████████ | (62797/146578, 146 it/s) [7m16s:9m32s] 42% |█████████████ | (62812/146578, 146 it/s) [7m16s:9m32s] 42% |█████████████ | (62815/146578, 146 it/s) [7m17s:9m32s] 42% |█████████████ | (62816/146578, 146 it/s) [7m17s:9m32s] 42% |█████████████ | (62826/146578, 147 it/s) [7m17s:9m28s] 42% |█████████████ | (62844/146578, 147 it/s) [7m17s:9m28s] 42% |█████████████ | (62863/146578, 147 it/s) [7m17s:9m27s] 42% |█████████████ | (62875/146578, 147 it/s) [7m17s:9m27s] 42% |█████████████ | (62896/146578, 147 it/s) [7m17s:9m27s] 42% |█████████████ | (62897/146578, 147 it/s) [7m17s:9m27s] 42% |█████████████ | (62910/146578, 148 it/s) [7m17s:9m25s] 42% |█████████████ | (62914/146578, 148 it/s) [7m17s:9m25s] 42% |█████████████ | (62924/146578, 148 it/s) [7m17s:9m25s] 42% |█████████████ | (62933/146578, 148 it/s) [7m18s:9m25s] 42% |█████████████ | (62953/146578, 148 it/s) [7m18s:9m25s] 42% |█████████████ | (62971/146578, 148 it/s) [7m18s:9m25s] 42% |█████████████ | (62992/146578, 153 it/s) [7m18s:9m6s] 42% |█████████████ | (63011/146578, 153 it/s) [7m18s:9m6s] 43% |██████████████ | (63030/146578, 153 it/s) [7m18s:9m6s] 43% |██████████████ | (63048/146578, 153 it/s) [7m18s:9m6s] 43% |██████████████ | (63067/146578, 153 it/s) [7m18s:9m6s] 43% |██████████████ | (63085/146578, 153 it/s) [7m18s:9m6s] 43% |██████████████ | (63103/146578, 153 it/s) [7m18s:9m5s] 43% |██████████████ | (63121/146578, 153 it/s) [7m18s:9m5s] 43% |█████████████ | (63140/146578, 167 it/s) [7m18s:8m19s] 43% |█████████████ | (63160/146578, 167 it/s) [7m18s:8m19s] 43% |█████████████ | (63181/146578, 167 it/s) [7m18s:8m19s] 43% |█████████████ | (63200/146578, 167 it/s) [7m19s:8m19s] 43% |█████████████ | (63219/146578, 167 it/s) [7m19s:8m19s] 43% |█████████████ | (63239/146578, 167 it/s) [7m19s:8m19s] 43% |█████████████ | (63258/146578, 167 it/s) [7m19s:8m19s] 43% |██████████████ | (63277/146578, 171 it/s) [7m19s:8m8s] 43% |██████████████ | (63296/146578, 171 it/s) [7m19s:8m8s] 43% |██████████████ | (63314/146578, 171 it/s) [7m19s:8m8s] 43% |██████████████ | (63334/146578, 171 it/s) [7m19s:8m8s] 43% |██████████████ | (63354/146578, 171 it/s) [7m19s:8m8s] 43% |██████████████ | (63373/146578, 171 it/s) [7m19s:8m7s] 43% |██████████████ | (63391/146578, 171 it/s) [7m19s:8m7s] 43% |██████████████ | (63412/146578, 171 it/s) [7m19s:8m7s] 43% |█████████████ | (63432/146578, 188 it/s) [7m19s:7m22s] 43% |█████████████ | (63448/146578, 188 it/s) [7m19s:7m22s] 43% |█████████████ | (63461/146578, 188 it/s) [7m19s:7m22s] 43% |█████████████ | (63466/146578, 188 it/s) [7m20s:7m22s] 43% |█████████████ | (63477/146578, 188 it/s) [7m20s:7m22s] 43% |█████████████ | (63485/146578, 190 it/s) [7m20s:7m16s] 43% |█████████████ | (63486/146578, 190 it/s) [7m20s:7m16s] 43% |█████████████ | (63492/146578, 190 it/s) [7m20s:7m16s] 43% |█████████████ | (63495/146578, 190 it/s) [7m20s:7m16s] 43% |█████████████ | (63500/146578, 190 it/s) [7m20s:7m16s] 43% |█████████████ | (63504/146578, 184 it/s) [7m20s:7m32s] 43% |█████████████ | (63509/146578, 184 it/s) [7m21s:7m32s] 43% |█████████████ | (63524/146578, 184 it/s) [7m21s:7m32s] 43% |█████████████ | (63533/146578, 184 it/s) [7m21s:7m32s] 43% |█████████████ | (63534/146578, 179 it/s) [7m21s:7m43s] 43% |█████████████ | (63556/146578, 179 it/s) [7m21s:7m43s] 43% |█████████████ | (63575/146578, 179 it/s) [7m21s:7m42s] 43% |█████████████ | (63594/146578, 179 it/s) [7m21s:7m42s] 43% |█████████████ | (63612/146578, 179 it/s) [7m21s:7m42s] 43% |█████████████ | (63630/146578, 179 it/s) [7m21s:7m42s] 43% |█████████████ | (63648/146578, 179 it/s) [7m21s:7m42s] 43% |█████████████ | (63666/146578, 179 it/s) [7m22s:7m42s] 43% |█████████████ | (63681/146578, 179 it/s) [7m22s:7m43s] 43% |█████████████ | (63699/146578, 179 it/s) [7m22s:7m43s] 43% |█████████████ | (63719/146578, 179 it/s) [7m22s:7m42s] 43% |█████████████ | (63734/146578, 179 it/s) [7m22s:7m42s] 43% |█████████████ | (63754/146578, 179 it/s) [7m22s:7m42s] 43% |█████████████ | (63774/146578, 179 it/s) [7m22s:7m42s] 43% |█████████████ | (63792/146578, 179 it/s) [7m22s:7m42s] 43% |██████████████ | (63813/146578, 193 it/s) [7m22s:7m8s] 43% |██████████████ | (63832/146578, 193 it/s) [7m22s:7m8s] 43% |██████████████ | (63853/146578, 193 it/s) [7m22s:7m8s] 43% |██████████████ | (63872/146578, 193 it/s) [7m22s:7m8s] 43% |██████████████ | (63886/146578, 193 it/s) [7m22s:7m8s] 43% |██████████████ | (63900/146578, 193 it/s) [7m22s:7m8s] 43% |██████████████ | (63918/146578, 193 it/s) [7m22s:7m8s] 43% |█████████████ | (63930/146578, 197 it/s) [7m23s:6m59s] 43% |█████████████ | (63931/146578, 197 it/s) [7m23s:6m58s] 43% |█████████████ | (63951/146578, 197 it/s) [7m23s:6m58s] 43% |█████████████ | (63972/146578, 197 it/s) [7m23s:6m58s] 43% |█████████████ | (63993/146578, 197 it/s) [7m23s:6m58s] 43% |█████████████ | (64013/146578, 197 it/s) [7m23s:6m58s] 43% |█████████████ | (64032/146578, 197 it/s) [7m23s:6m58s] 43% |█████████████ | (64043/146578, 203 it/s) [7m23s:6m45s] 43% |█████████████ | (64044/146578, 203 it/s) [7m23s:6m45s] 43% |█████████████ | (64050/146578, 203 it/s) [7m23s:6m45s] 43% |█████████████ | (64051/146578, 203 it/s) [7m23s:6m45s] 43% |█████████████ | (64061/146578, 203 it/s) [7m24s:6m45s] 43% |█████████████ | (64080/146578, 203 it/s) [7m24s:6m45s] 43% |█████████████ | (64101/146578, 187 it/s) [7m24s:7m21s] 43% |█████████████ | (64117/146578, 187 it/s) [7m24s:7m21s] 43% |█████████████ | (64124/146578, 187 it/s) [7m24s:7m21s] 43% |█████████████ | (64125/146578, 187 it/s) [7m24s:7m21s] 43% |█████████████ | (64146/146578, 187 it/s) [7m24s:7m21s] 43% |█████████████ | (64166/146578, 187 it/s) [7m24s:7m21s] 43% |█████████████ | (64185/146578, 175 it/s) [7m24s:7m51s] 43% |█████████████ | (64190/146578, 175 it/s) [7m24s:7m51s] 43% |█████████████ | (64195/146578, 175 it/s) [7m24s:7m51s] 43% |█████████████ | (64199/146578, 175 it/s) [7m24s:7m51s] 43% |█████████████ | (64200/146578, 175 it/s) [7m25s:7m51s] 43% |█████████████ | (64221/146578, 175 it/s) [7m25s:7m51s] 43% |█████████████ | (64240/146578, 157 it/s) [7m25s:8m45s] 43% |█████████████ | (64261/146578, 157 it/s) [7m25s:8m45s] 43% |█████████████ | (64280/146578, 157 it/s) [7m25s:8m45s] 43% |█████████████ | (64300/146578, 157 it/s) [7m25s:8m45s] 43% |█████████████ | (64313/146578, 157 it/s) [7m25s:8m45s] 43% |█████████████ | (64331/146578, 157 it/s) [7m25s:8m45s] 43% |█████████████ | (64351/146578, 157 it/s) [7m25s:8m45s] 43% |██████████████ | (64371/146578, 171 it/s) [7m25s:8m1s] 43% |██████████████ | (64391/146578, 171 it/s) [7m25s:8m0s] 43% |██████████████ | (64409/146578, 171 it/s) [7m25s:8m0s] 43% |██████████████ | (64426/146578, 171 it/s) [7m25s:8m0s] 43% |██████████████ | (64445/146578, 171 it/s) [7m25s:8m0s] 43% |█████████████ | (64446/146578, 178 it/s) [7m26s:7m40s] 43% |█████████████ | (64447/146578, 178 it/s) [7m26s:7m40s] 43% |█████████████ | (64455/146578, 178 it/s) [7m26s:7m40s] 43% |█████████████ | (64470/146578, 178 it/s) [7m26s:7m40s] 43% |█████████████ | (64487/146578, 178 it/s) [7m26s:7m40s] 44% |██████████████ | (64508/146578, 178 it/s) [7m26s:7m40s] 44% |██████████████ | (64527/146578, 189 it/s) [7m26s:7m14s] 44% |██████████████ | (64541/146578, 189 it/s) [7m27s:7m14s] 44% |██████████████ | (64555/146578, 189 it/s) [7m27s:7m14s] 44% |██████████████ | (64572/146578, 189 it/s) [7m27s:7m14s] 44% |██████████████ | (64589/146578, 189 it/s) [7m27s:7m13s] 44% |██████████████ | (64597/146578, 174 it/s) [7m27s:7m50s] 44% |██████████████ | (64611/146578, 174 it/s) [7m27s:7m50s] 44% |██████████████ | (64613/146578, 174 it/s) [7m27s:7m50s] 44% |██████████████ | (64619/146578, 174 it/s) [7m27s:7m50s] 44% |██████████████ | (64636/146578, 174 it/s) [7m27s:7m50s] 44% |██████████████ | (64650/146578, 157 it/s) [7m27s:8m41s] 44% |██████████████ | (64669/146578, 157 it/s) [7m28s:8m41s] 44% |██████████████ | (64690/146578, 157 it/s) [7m28s:8m41s] 44% |██████████████ | (64702/146578, 157 it/s) [7m28s:8m41s] 44% |██████████████ | (64705/146578, 157 it/s) [7m28s:8m41s] 44% |██████████████ | (64712/146578, 157 it/s) [7m28s:8m41s] 44% |██████████████ | (64728/146578, 150 it/s) [7m28s:9m6s] 44% |██████████████ | (64745/146578, 150 it/s) [7m28s:9m5s] 44% |██████████████ | (64756/146578, 150 it/s) [7m28s:9m5s] 44% |██████████████ | (64758/146578, 150 it/s) [7m28s:9m5s] 44% |██████████████ | (64762/146578, 150 it/s) [7m28s:9m5s] 44% |██████████████ | (64771/146578, 150 it/s) [7m28s:9m5s] 44% |██████████████ | (64781/146578, 140 it/s) [7m29s:9m42s] 44% |██████████████ | (64789/146578, 140 it/s) [7m29s:9m42s] 44% |██████████████ | (64807/146578, 140 it/s) [7m29s:9m42s] 44% |██████████████ | (64823/146578, 140 it/s) [7m29s:9m42s] 44% |██████████████ | (64840/146578, 140 it/s) [7m29s:9m41s] 44% |██████████████ | (64859/146578, 140 it/s) [7m29s:9m41s] 44% |██████████████ | (64877/146578, 148 it/s) [7m29s:9m12s] 44% |██████████████ | (64897/146578, 148 it/s) [7m29s:9m12s] 44% |██████████████ | (64917/146578, 148 it/s) [7m29s:9m12s] 44% |██████████████ | (64935/146578, 148 it/s) [7m29s:9m12s] 44% |██████████████ | (64952/146578, 148 it/s) [7m29s:9m12s] 44% |██████████████ | (64970/146578, 148 it/s) [7m29s:9m12s] 44% |██████████████ | (64987/146578, 148 it/s) [7m29s:9m11s] 44% |██████████████ | (65003/146578, 157 it/s) [7m29s:8m38s] 44% |██████████████ | (65022/146578, 157 it/s) [7m30s:8m38s] 44% |██████████████ | (65040/146578, 157 it/s) [7m30s:8m38s] 44% |██████████████ | (65056/146578, 157 it/s) [7m30s:8m38s] 44% |██████████████ | (65072/146578, 157 it/s) [7m30s:8m37s] 44% |██████████████ | (65089/146578, 157 it/s) [7m30s:8m37s] 44% |██████████████ | (65109/146578, 157 it/s) [7m30s:8m37s] 44% |██████████████ | (65127/146578, 157 it/s) [7m30s:8m37s] 44% |██████████████ | (65141/146578, 173 it/s) [7m30s:7m50s] 44% |██████████████ | (65150/146578, 173 it/s) [7m30s:7m50s] 44% |██████████████ | (65167/146578, 173 it/s) [7m30s:7m50s] 44% |██████████████ | (65181/146578, 173 it/s) [7m30s:7m50s] 44% |██████████████ | (65200/146578, 173 it/s) [7m30s:7m50s] 44% |██████████████ | (65217/146578, 173 it/s) [7m30s:7m50s] 44% |██████████████ | (65232/146578, 164 it/s) [7m30s:8m15s] 44% |██████████████ | (65234/146578, 164 it/s) [7m31s:8m15s] 44% |██████████████ | (65243/146578, 164 it/s) [7m31s:8m15s] 44% |██████████████ | (65259/146578, 164 it/s) [7m31s:8m15s] 44% |██████████████ | (65274/146578, 163 it/s) [7m31s:8m18s] 44% |██████████████ | (65282/146578, 163 it/s) [7m31s:8m18s] 44% |██████████████ | (65292/146578, 163 it/s) [7m31s:8m18s] 44% |██████████████ | (65304/146578, 163 it/s) [7m31s:8m18s] 44% |██████████████ | (65316/146578, 157 it/s) [7m32s:8m38s] 44% |██████████████ | (65327/146578, 157 it/s) [7m32s:8m38s] 44% |██████████████ | (65352/146578, 157 it/s) [7m32s:8m38s] 44% |██████████████ | (65375/146578, 157 it/s) [7m32s:8m38s] 44% |██████████████ | (65398/146578, 157 it/s) [7m32s:8m38s] 44% |██████████████ | (65422/146578, 157 it/s) [7m32s:8m38s] 44% |██████████████ | (65445/146578, 169 it/s) [7m32s:8m1s] 44% |██████████████ | (65466/146578, 169 it/s) [7m32s:8m0s] 44% |██████████████ | (65489/146578, 169 it/s) [7m32s:8m0s] 44% |██████████████ | (65510/146578, 169 it/s) [7m32s:8m0s] 44% |██████████████ | (65532/146578, 169 it/s) [7m32s:8m0s] 44% |██████████████ | (65553/146578, 169 it/s) [7m32s:8m0s] 44% |██████████████ | (65574/146578, 169 it/s) [7m32s:8m0s] 44% |██████████████ | (65595/146578, 169 it/s) [7m32s:8m0s] 44% |██████████████ | (65618/146578, 190 it/s) [7m33s:7m5s] 44% |██████████████ | (65641/146578, 190 it/s) [7m33s:7m5s] 44% |██████████████ | (65664/146578, 190 it/s) [7m33s:7m5s] 44% |██████████████ | (65689/146578, 190 it/s) [7m33s:7m5s] 44% |██████████████ | (65712/146578, 190 it/s) [7m33s:7m4s] 44% |██████████████ | (65735/146578, 190 it/s) [7m33s:7m4s] 44% |██████████████ | (65759/146578, 190 it/s) [7m33s:7m4s] 44% |██████████████ | (65783/146578, 212 it/s) [7m33s:6m20s] 44% |██████████████ | (65796/146578, 212 it/s) [7m33s:6m20s] 44% |██████████████ | (65797/146578, 212 it/s) [7m33s:6m20s] 44% |██████████████ | (65820/146578, 212 it/s) [7m33s:6m20s] 44% |██████████████ | (65843/146578, 212 it/s) [7m33s:6m20s] 44% |██████████████ | (65867/146578, 212 it/s) [7m33s:6m20s] 44% |██████████████ | (65890/146578, 220 it/s) [7m33s:6m7s] 44% |██████████████ | (65906/146578, 220 it/s) [7m34s:6m7s] 44% |██████████████ | (65913/146578, 220 it/s) [7m34s:6m7s] 44% |██████████████ | (65921/146578, 220 it/s) [7m34s:6m7s] 44% |██████████████ | (65934/146578, 220 it/s) [7m34s:6m7s] 44% |██████████████ | (65946/146578, 213 it/s) [7m34s:6m18s] 44% |██████████████ | (65957/146578, 213 it/s) [7m34s:6m18s] 45% |██████████████ | (65968/146578, 213 it/s) [7m34s:6m18s] 45% |██████████████ | (65980/146578, 213 it/s) [7m34s:6m18s] 45% |██████████████ | (65992/146578, 213 it/s) [7m34s:6m18s] 45% |██████████████ | (66003/146578, 197 it/s) [7m35s:6m48s] 45% |██████████████ | (66015/146578, 197 it/s) [7m35s:6m48s] 45% |██████████████ | (66027/146578, 197 it/s) [7m35s:6m48s] 45% |██████████████ | (66039/146578, 197 it/s) [7m35s:6m48s] 45% |██████████████ | (66053/146578, 197 it/s) [7m35s:6m48s] 45% |██████████████ | (66065/146578, 183 it/s) [7m35s:7m20s] 45% |██████████████ | (66079/146578, 183 it/s) [7m35s:7m20s] 45% |██████████████ | (66093/146578, 183 it/s) [7m35s:7m20s] 45% |██████████████ | (66106/146578, 183 it/s) [7m35s:7m20s] 45% |██████████████ | (66117/146578, 183 it/s) [7m35s:7m20s] 45% |██████████████ | (66140/146578, 183 it/s) [7m36s:7m19s] 45% |██████████████ | (66165/146578, 182 it/s) [7m36s:7m22s] 45% |██████████████ | (66187/146578, 182 it/s) [7m36s:7m22s] 45% |██████████████ | (66193/146578, 182 it/s) [7m36s:7m21s] 45% |██████████████ | (66218/146578, 182 it/s) [7m36s:7m21s] 45% |██████████████ | (66242/146578, 182 it/s) [7m36s:7m21s] 45% |██████████████ | (66265/146578, 182 it/s) [7m36s:7m21s] 45% |██████████████ | (66287/146578, 198 it/s) [7m36s:6m45s] 45% |██████████████ | (66311/146578, 198 it/s) [7m36s:6m45s] 45% |██████████████ | (66336/146578, 198 it/s) [7m36s:6m45s] 45% |██████████████ | (66361/146578, 198 it/s) [7m36s:6m44s] 45% |██████████████ | (66385/146578, 198 it/s) [7m36s:6m44s] 45% |██████████████ | (66410/146578, 198 it/s) [7m36s:6m44s] 45% |██████████████ | (66432/146578, 198 it/s) [7m37s:6m44s] 45% |██████████████ | (66454/146578, 225 it/s) [7m37s:5m56s] 45% |██████████████ | (66477/146578, 225 it/s) [7m37s:5m56s] 45% |██████████████ | (66499/146578, 225 it/s) [7m37s:5m56s] 45% |██████████████ | (66523/146578, 225 it/s) [7m37s:5m55s] 45% |██████████████ | (66547/146578, 225 it/s) [7m37s:5m55s] 45% |██████████████ | (66569/146578, 225 it/s) [7m37s:5m55s] 45% |██████████████ | (66592/146578, 225 it/s) [7m37s:5m55s] 45% |██████████████ | (66615/146578, 225 it/s) [7m37s:5m55s] 45% |██████████████ | (66638/146578, 234 it/s) [7m37s:5m41s] 45% |██████████████ | (66661/146578, 234 it/s) [7m37s:5m41s] 45% |██████████████ | (66675/146578, 234 it/s) [7m37s:5m41s] 45% |██████████████ | (66680/146578, 234 it/s) [7m37s:5m41s] 45% |██████████████ | (66692/146578, 234 it/s) [7m37s:5m41s] 45% |██████████████ | (66704/146578, 217 it/s) [7m38s:6m8s] 45% |██████████████ | (66716/146578, 217 it/s) [7m38s:6m8s] 45% |██████████████ | (66739/146578, 217 it/s) [7m38s:6m8s] 45% |██████████████ | (66762/146578, 217 it/s) [7m38s:6m8s] 45% |██████████████ | (66781/146578, 217 it/s) [7m38s:6m8s] 45% |██████████████ | (66801/146578, 217 it/s) [7m38s:6m8s] 45% |██████████████ | (66820/146578, 217 it/s) [7m38s:6m8s] 45% |██████████████ | (66841/146578, 208 it/s) [7m38s:6m22s] 45% |██████████████ | (66857/146578, 208 it/s) [7m38s:6m22s] 45% |██████████████ | (66878/146578, 208 it/s) [7m38s:6m22s] 45% |██████████████ | (66899/146578, 208 it/s) [7m38s:6m22s] 45% |██████████████ | (66920/146578, 208 it/s) [7m38s:6m22s] 45% |██████████████ | (66939/146578, 208 it/s) [7m38s:6m22s] 45% |██████████████ | (66959/146578, 208 it/s) [7m39s:6m22s] 45% |██████████████ | (66977/146578, 211 it/s) [7m39s:6m17s] 45% |██████████████ | (66982/146578, 211 it/s) [7m39s:6m17s] 45% |██████████████ | (66991/146578, 211 it/s) [7m39s:6m17s] 45% |██████████████ | (67001/146578, 211 it/s) [7m39s:6m17s] 45% |██████████████ | (67008/146578, 211 it/s) [7m39s:6m17s] 45% |██████████████ | (67011/146578, 211 it/s) [7m39s:6m17s] 45% |██████████████ | (67021/146578, 207 it/s) [7m39s:6m23s] 45% |██████████████ | (67028/146578, 207 it/s) [7m39s:6m23s] 45% |██████████████ | (67037/146578, 207 it/s) [7m39s:6m23s] 45% |██████████████ | (67047/146578, 207 it/s) [7m40s:6m23s] 45% |██████████████ | (67057/146578, 207 it/s) [7m40s:6m23s] 45% |██████████████ | (67065/146578, 205 it/s) [7m40s:6m27s] 45% |██████████████ | (67075/146578, 205 it/s) [7m40s:6m27s] 45% |██████████████ | (67085/146578, 205 it/s) [7m40s:6m27s] 45% |██████████████ | (67107/146578, 205 it/s) [7m40s:6m27s] 45% |██████████████ | (67126/146578, 205 it/s) [7m40s:6m27s] 45% |██████████████ | (67148/146578, 205 it/s) [7m40s:6m27s] 45% |██████████████ | (67168/146578, 205 it/s) [7m40s:6m27s] 45% |██████████████ | (67187/146578, 215 it/s) [7m40s:6m9s] 45% |██████████████ | (67206/146578, 215 it/s) [7m40s:6m9s] 45% |██████████████ | (67222/146578, 215 it/s) [7m40s:6m9s] 45% |██████████████ | (67240/146578, 215 it/s) [7m41s:6m9s] 45% |██████████████ | (67257/146578, 215 it/s) [7m41s:6m9s] 45% |██████████████ | (67276/146578, 215 it/s) [7m41s:6m9s] 45% |██████████████ | (67292/146578, 215 it/s) [7m41s:6m9s] 45% |██████████████ | (67295/146578, 217 it/s) [7m41s:6m4s] 45% |██████████████ | (67313/146578, 217 it/s) [7m41s:6m4s] 45% |██████████████ | (67331/146578, 217 it/s) [7m41s:6m4s] 45% |██████████████ | (67351/146578, 217 it/s) [7m41s:6m4s] 45% |██████████████ | (67361/146578, 217 it/s) [7m41s:6m4s] 45% |██████████████ | (67362/146578, 217 it/s) [7m41s:6m4s] 45% |██████████████ | (67372/146578, 206 it/s) [7m41s:6m24s] 45% |██████████████ | (67378/146578, 206 it/s) [7m42s:6m24s] 45% |██████████████ | (67385/146578, 206 it/s) [7m42s:6m24s] 45% |██████████████ | (67392/146578, 206 it/s) [7m42s:6m24s] 45% |██████████████ | (67400/146578, 206 it/s) [7m42s:6m24s] 45% |██████████████ | (67406/146578, 177 it/s) [7m42s:7m28s] 45% |██████████████ | (67413/146578, 177 it/s) [7m42s:7m28s] 45% |██████████████ | (67420/146578, 177 it/s) [7m42s:7m27s] 46% |██████████████ | (67426/146578, 177 it/s) [7m42s:7m27s] 46% |██████████████ | (67433/146578, 177 it/s) [7m42s:7m27s] 46% |██████████████ | (67442/146578, 149 it/s) [7m43s:8m52s] 46% |██████████████ | (67448/146578, 149 it/s) [7m43s:8m52s] 46% |██████████████ | (67456/146578, 149 it/s) [7m43s:8m51s] 46% |██████████████ | (67462/146578, 149 it/s) [7m43s:8m51s] 46% |██████████████ | (67478/146578, 149 it/s) [7m43s:8m51s] 46% |██████████████ | (67491/146578, 149 it/s) [7m43s:8m51s] 46% |██████████████ | (67509/146578, 147 it/s) [7m43s:8m57s] 46% |██████████████ | (67524/146578, 147 it/s) [7m43s:8m57s] 46% |██████████████ | (67540/146578, 147 it/s) [7m43s:8m57s] 46% |██████████████ | (67554/146578, 147 it/s) [7m43s:8m57s] 46% |██████████████ | (67571/146578, 147 it/s) [7m43s:8m57s] 46% |██████████████ | (67587/146578, 147 it/s) [7m43s:8m56s] 46% |██████████████ | (67589/146578, 147 it/s) [7m44s:8m56s] 46% |██████████████ | (67593/146578, 136 it/s) [7m44s:9m42s] 46% |██████████████ | (67605/146578, 136 it/s) [7m44s:9m42s] 46% |██████████████ | (67620/146578, 136 it/s) [7m44s:9m42s] 46% |██████████████ | (67636/146578, 136 it/s) [7m44s:9m42s] 46% |██████████████ | (67653/146578, 136 it/s) [7m44s:9m42s] 46% |██████████████ | (67670/146578, 136 it/s) [7m44s:9m42s] 46% |██████████████ | (67685/146578, 136 it/s) [7m44s:9m42s] 46% |██████████████ | (67699/146578, 136 it/s) [7m44s:9m42s] 46% |██████████████ | (67714/146578, 135 it/s) [7m44s:9m43s] 46% |██████████████ | (67726/146578, 135 it/s) [7m44s:9m43s] 46% |██████████████ | (67738/146578, 135 it/s) [7m44s:9m43s] 46% |██████████████ | (67755/146578, 135 it/s) [7m45s:9m43s] 46% |██████████████ | (67772/146578, 140 it/s) [7m45s:9m23s] 46% |██████████████ | (67789/146578, 140 it/s) [7m45s:9m23s] 46% |██████████████ | (67804/146578, 140 it/s) [7m45s:9m23s] 46% |██████████████ | (67817/146578, 140 it/s) [7m45s:9m23s] 46% |██████████████ | (67833/146578, 140 it/s) [7m45s:9m23s] 46% |██████████████ | (67846/146578, 140 it/s) [7m45s:9m23s] 46% |██████████████ | (67853/146578, 140 it/s) [7m45s:9m23s] 46% |██████████████ | (67868/146578, 140 it/s) [7m45s:9m23s] 46% |██████████████ | (67874/146578, 152 it/s) [7m45s:8m37s] 46% |██████████████ | (67882/146578, 152 it/s) [7m45s:8m37s] 46% |██████████████ | (67898/146578, 152 it/s) [7m45s:8m37s] 46% |██████████████ | (67914/146578, 152 it/s) [7m46s:8m37s] 46% |██████████████ | (67930/146578, 141 it/s) [7m46s:9m16s] 46% |██████████████ | (67947/146578, 141 it/s) [7m46s:9m16s] 46% |██████████████ | (67961/146578, 141 it/s) [7m46s:9m16s] 46% |██████████████ | (67971/146578, 141 it/s) [7m46s:9m16s] 46% |██████████████ | (67972/146578, 131 it/s) [7m46s:9m59s] 46% |██████████████ | (67986/146578, 131 it/s) [7m46s:9m59s] 46% |██████████████ | (67995/146578, 131 it/s) [7m46s:9m59s] 46% |██████████████ | (67996/146578, 131 it/s) [7m46s:9m59s] 46% |██████████████ | (68005/146578, 131 it/s) [7m46s:9m59s] 46% |██████████████ | (68013/146578, 131 it/s) [7m47s:9m59s] 46% |██████████████ | (68021/146578, 126 it/s) [7m47s:10m25s] 46% |██████████████ | (68029/146578, 126 it/s) [7m47s:10m25s] 46% |██████████████ | (68040/146578, 126 it/s) [7m47s:10m24s] 46% |██████████████ | (68049/146578, 126 it/s) [7m47s:10m24s] 46% |██████████████ | (68056/146578, 126 it/s) [7m47s:10m24s] 46% |██████████████ | (68065/146578, 127 it/s) [7m47s:10m16s] 46% |██████████████ | (68080/146578, 127 it/s) [7m47s:10m16s] 46% |██████████████ | (68096/146578, 127 it/s) [7m47s:10m16s] 46% |██████████████ | (68112/146578, 127 it/s) [7m47s:10m15s] 46% |██████████████ | (68118/146578, 127 it/s) [7m48s:10m15s] 46% |██████████████ | (68128/146578, 133 it/s) [7m48s:9m48s] 46% |██████████████ | (68144/146578, 133 it/s) [7m48s:9m48s] 46% |██████████████ | (68159/146578, 133 it/s) [7m48s:9m48s] 46% |██████████████ | (68174/146578, 133 it/s) [7m48s:9m48s] 46% |██████████████ | (68187/146578, 133 it/s) [7m48s:9m48s] 46% |██████████████ | (68194/146578, 134 it/s) [7m48s:9m46s] 46% |██████████████ | (68196/146578, 134 it/s) [7m48s:9m46s] 46% |██████████████ | (68205/146578, 134 it/s) [7m48s:9m46s] 46% |██████████████ | (68214/146578, 134 it/s) [7m48s:9m46s] 46% |██████████████ | (68223/146578, 134 it/s) [7m49s:9m46s] 46% |██████████████ | (68231/146578, 127 it/s) [7m49s:10m18s] 46% |██████████████ | (68240/146578, 127 it/s) [7m49s:10m18s] 46% |██████████████ | (68247/146578, 127 it/s) [7m49s:10m17s] 46% |██████████████ | (68255/146578, 127 it/s) [7m49s:10m17s] 46% |██████████████ | (68262/146578, 127 it/s) [7m49s:10m17s] 46% |██████████████ | (68276/146578, 127 it/s) [7m49s:10m17s] 46% |██████████████ | (68292/146578, 115 it/s) [7m49s:11m23s] 46% |██████████████ | (68308/146578, 115 it/s) [7m49s:11m23s] 46% |██████████████ | (68323/146578, 115 it/s) [7m49s:11m23s] 46% |██████████████ | (68340/146578, 115 it/s) [7m49s:11m23s] 46% |██████████████ | (68356/146578, 115 it/s) [7m49s:11m23s] 46% |██████████████ | (68372/146578, 115 it/s) [7m50s:11m22s] 46% |██████████████ | (68373/146578, 118 it/s) [7m50s:11m2s] 46% |██████████████ | (68381/146578, 118 it/s) [7m50s:11m2s] 46% |██████████████ | (68390/146578, 118 it/s) [7m50s:11m2s] 46% |██████████████ | (68399/146578, 118 it/s) [7m50s:11m2s] 46% |██████████████ | (68408/146578, 118 it/s) [7m50s:11m2s] 46% |██████████████ | (68416/146578, 106 it/s) [7m50s:12m20s] 46% |██████████████ | (68424/146578, 106 it/s) [7m50s:12m20s] 46% |██████████████ | (68432/146578, 106 it/s) [7m50s:12m20s] 46% |██████████████ | (68440/146578, 106 it/s) [7m51s:12m20s] 46% |██████████████ | (68455/146578, 106 it/s) [7m51s:12m20s] 46% |██████████████ | (68471/146578, 106 it/s) [7m51s:12m19s] 46% |██████████████ | (68487/146578, 109 it/s) [7m51s:11m59s] 46% |██████████████ | (68504/146578, 109 it/s) [7m51s:11m59s] 46% |██████████████ | (68520/146578, 109 it/s) [7m51s:11m58s] 46% |██████████████ | (68521/146578, 109 it/s) [7m51s:11m58s] 46% |██████████████ | (68537/146578, 109 it/s) [7m51s:11m58s] 46% |██████████████ | (68552/146578, 109 it/s) [7m51s:11m58s] 46% |██████████████ | (68567/146578, 109 it/s) [7m51s:11m58s] 46% |██████████████ | (68582/146578, 117 it/s) [7m51s:11m9s] 46% |██████████████ | (68596/146578, 117 it/s) [7m51s:11m8s] 46% |██████████████ | (68610/146578, 117 it/s) [7m51s:11m8s] 46% |██████████████ | (68624/146578, 117 it/s) [7m51s:11m8s] 46% |██████████████ | (68635/146578, 117 it/s) [7m52s:11m8s] 46% |██████████████ | (68638/146578, 117 it/s) [7m52s:11m8s] 46% |██████████████ | (68647/146578, 123 it/s) [7m52s:10m35s] 46% |██████████████ | (68655/146578, 123 it/s) [7m52s:10m35s] 46% |██████████████ | (68664/146578, 123 it/s) [7m52s:10m35s] 46% |██████████████ | (68673/146578, 123 it/s) [7m52s:10m35s] 46% |██████████████ | (68684/146578, 123 it/s) [7m52s:10m35s] 46% |██████████████ | (68693/146578, 123 it/s) [7m52s:10m32s] 46% |██████████████ | (68705/146578, 123 it/s) [7m52s:10m32s] 46% |██████████████ | (68714/146578, 123 it/s) [7m53s:10m32s] 46% |██████████████ | (68730/146578, 123 it/s) [7m53s:10m32s] 46% |██████████████ | (68746/146578, 123 it/s) [7m53s:10m31s] 46% |██████████████ | (68763/146578, 123 it/s) [7m53s:10m31s] 46% |██████████████ | (68778/146578, 126 it/s) [7m53s:10m15s] 46% |██████████████ | (68792/146578, 126 it/s) [7m53s:10m15s] 46% |██████████████ | (68807/146578, 126 it/s) [7m53s:10m15s] 46% |██████████████ | (68825/146578, 126 it/s) [7m53s:10m15s] 46% |██████████████ | (68830/146578, 126 it/s) [7m53s:10m15s] 46% |██████████████ | (68843/146578, 126 it/s) [7m53s:10m15s] 46% |██████████████ | (68845/146578, 128 it/s) [7m53s:10m5s] 46% |██████████████ | (68855/146578, 128 it/s) [7m53s:10m5s] 46% |██████████████ | (68863/146578, 128 it/s) [7m54s:10m5s] 46% |██████████████ | (68871/146578, 128 it/s) [7m54s:10m5s] 46% |██████████████ | (68879/146578, 127 it/s) [7m54s:10m12s] 46% |██████████████ | (68886/146578, 127 it/s) [7m54s:10m12s] 47% |██████████████ | (68894/146578, 127 it/s) [7m54s:10m12s] 47% |██████████████ | (68901/146578, 127 it/s) [7m54s:10m12s] 47% |██████████████ | (68910/146578, 127 it/s) [7m54s:10m12s] 47% |██████████████ | (68919/146578, 125 it/s) [7m54s:10m23s] 47% |██████████████ | (68927/146578, 125 it/s) [7m54s:10m23s] 47% |██████████████ | (68936/146578, 125 it/s) [7m54s:10m23s] 47% |██████████████ | (68943/146578, 125 it/s) [7m55s:10m23s] 47% |██████████████ | (68952/146578, 125 it/s) [7m55s:10m23s] 47% |███████████████ | (68960/146578, 116 it/s) [7m55s:11m7s] 47% |███████████████ | (68972/146578, 116 it/s) [7m55s:11m7s] 47% |███████████████ | (68987/146578, 116 it/s) [7m55s:11m6s] 47% |███████████████ | (69001/146578, 116 it/s) [7m55s:11m6s] 47% |███████████████ | (69016/146578, 116 it/s) [7m55s:11m6s] 47% |███████████████ | (69023/146578, 116 it/s) [7m55s:11m6s] 47% |███████████████ | (69035/146578, 116 it/s) [7m55s:11m6s] 47% |███████████████ | (69048/146578, 116 it/s) [7m55s:11m6s] 47% |██████████████ | (69062/146578, 127 it/s) [7m55s:10m10s] 47% |██████████████ | (69079/146578, 127 it/s) [7m55s:10m10s] 47% |███████████████ | (69094/146578, 127 it/s) [7m55s:10m9s] 47% |███████████████ | (69109/146578, 127 it/s) [7m55s:10m9s] 47% |███████████████ | (69124/146578, 127 it/s) [7m56s:10m9s] 47% |███████████████ | (69139/146578, 127 it/s) [7m56s:10m9s] 47% |███████████████ | (69149/146578, 127 it/s) [7m56s:10m9s] 47% |███████████████ | (69165/146578, 135 it/s) [7m56s:9m33s] 47% |███████████████ | (69178/146578, 135 it/s) [7m56s:9m33s] 47% |███████████████ | (69193/146578, 135 it/s) [7m56s:9m33s] 47% |███████████████ | (69194/146578, 135 it/s) [7m56s:9m33s] 47% |███████████████ | (69211/146578, 135 it/s) [7m56s:9m33s] 47% |███████████████ | (69226/146578, 135 it/s) [7m56s:9m33s] 47% |███████████████ | (69244/146578, 135 it/s) [7m56s:9m33s] 47% |███████████████ | (69260/146578, 136 it/s) [7m56s:9m27s] 47% |███████████████ | (69275/146578, 136 it/s) [7m56s:9m27s] 47% |███████████████ | (69291/146578, 136 it/s) [7m56s:9m27s] 47% |███████████████ | (69307/146578, 136 it/s) [7m56s:9m27s] 47% |███████████████ | (69323/146578, 136 it/s) [7m57s:9m26s] 47% |███████████████ | (69338/146578, 136 it/s) [7m57s:9m26s] 47% |███████████████ | (69352/146578, 136 it/s) [7m57s:9m26s] 47% |███████████████ | (69367/146578, 136 it/s) [7m57s:9m26s] 47% |███████████████ | (69383/146578, 144 it/s) [7m57s:8m54s] 47% |███████████████ | (69398/146578, 144 it/s) [7m57s:8m54s] 47% |███████████████ | (69410/146578, 144 it/s) [7m57s:8m54s] 47% |███████████████ | (69413/146578, 144 it/s) [7m57s:8m54s] 47% |███████████████ | (69423/146578, 144 it/s) [7m57s:8m54s] 47% |███████████████ | (69430/146578, 146 it/s) [7m57s:8m48s] 47% |███████████████ | (69437/146578, 146 it/s) [7m57s:8m48s] 47% |███████████████ | (69444/146578, 146 it/s) [7m58s:8m48s] 47% |███████████████ | (69446/146578, 146 it/s) [7m58s:8m48s] 47% |███████████████ | (69450/146578, 146 it/s) [7m58s:8m48s] 47% |███████████████ | (69457/146578, 135 it/s) [7m58s:9m31s] 47% |███████████████ | (69472/146578, 135 it/s) [7m58s:9m31s] 47% |███████████████ | (69487/146578, 135 it/s) [7m58s:9m30s] 47% |███████████████ | (69497/146578, 135 it/s) [7m58s:9m30s] 47% |███████████████ | (69503/146578, 135 it/s) [7m58s:9m30s] 47% |███████████████ | (69517/146578, 130 it/s) [7m58s:9m51s] 47% |███████████████ | (69532/146578, 130 it/s) [7m58s:9m51s] 47% |███████████████ | (69546/146578, 130 it/s) [7m59s:9m51s] 47% |███████████████ | (69561/146578, 130 it/s) [7m59s:9m51s] 47% |███████████████ | (69566/146578, 130 it/s) [7m59s:9m51s] 47% |███████████████ | (69576/146578, 130 it/s) [7m59s:9m50s] 47% |███████████████ | (69589/146578, 138 it/s) [7m59s:9m18s] 47% |███████████████ | (69604/146578, 138 it/s) [7m59s:9m18s] 47% |███████████████ | (69617/146578, 138 it/s) [7m59s:9m18s] 47% |███████████████ | (69631/146578, 138 it/s) [7m59s:9m18s] 47% |███████████████ | (69638/146578, 138 it/s) [7m59s:9m18s] 47% |███████████████ | (69649/146578, 138 it/s) [7m59s:9m18s] 47% |███████████████ | (69663/146578, 144 it/s) [7m59s:8m53s] 47% |███████████████ | (69677/146578, 144 it/s) [8m0s:8m52s] 47% |███████████████ | (69691/146578, 144 it/s) [8m0s:8m52s] 47% |███████████████ | (69701/146578, 144 it/s) [8m0s:8m52s] 47% |███████████████ | (69706/146578, 144 it/s) [8m0s:8m52s] 47% |███████████████ | (69719/146578, 144 it/s) [8m0s:8m52s] 47% |███████████████ | (69732/146578, 151 it/s) [8m0s:8m29s] 47% |███████████████ | (69745/146578, 151 it/s) [8m0s:8m29s] 47% |███████████████ | (69758/146578, 151 it/s) [8m0s:8m29s] 47% |███████████████ | (69773/146578, 151 it/s) [8m0s:8m29s] 47% |███████████████ | (69774/146578, 151 it/s) [8m0s:8m29s] 47% |███████████████ | (69782/146578, 151 it/s) [8m0s:8m28s] 47% |███████████████ | (69790/146578, 144 it/s) [8m0s:8m54s] 47% |███████████████ | (69797/146578, 144 it/s) [8m1s:8m54s] 47% |███████████████ | (69806/146578, 144 it/s) [8m1s:8m54s] 47% |███████████████ | (69814/146578, 144 it/s) [8m1s:8m54s] 47% |███████████████ | (69823/146578, 127 it/s) [8m1s:10m4s] 47% |███████████████ | (69824/146578, 127 it/s) [8m1s:10m4s] 47% |███████████████ | (69835/146578, 127 it/s) [8m1s:10m4s] 47% |███████████████ | (69843/146578, 127 it/s) [8m1s:10m4s] 47% |███████████████ | (69844/146578, 127 it/s) [8m2s:10m4s] 47% |███████████████ | (69853/146578, 115 it/s) [8m2s:11m9s] 47% |███████████████ | (69861/146578, 115 it/s) [8m2s:11m9s] 47% |███████████████ | (69870/146578, 115 it/s) [8m2s:11m9s] 47% |███████████████ | (69878/146578, 115 it/s) [8m2s:11m9s] 47% |███████████████ | (69885/146578, 115 it/s) [8m2s:11m9s] 47% |███████████████ | (69893/146578, 99 it/s) [8m2s:12m52s] 47% |███████████████ | (69900/146578, 99 it/s) [8m2s:12m51s] 47% |███████████████ | (69905/146578, 99 it/s) [8m2s:12m51s] 47% |███████████████ | (69921/146578, 99 it/s) [8m2s:12m51s] 47% |███████████████ | (69934/146578, 99 it/s) [8m2s:12m51s] 47% |███████████████ | (69947/146578, 99 it/s) [8m3s:12m51s] 47% |███████████████ | (69948/146578, 98 it/s) [8m3s:12m58s] 47% |███████████████ | (69965/146578, 98 it/s) [8m3s:12m58s] 47% |███████████████ | (69980/146578, 98 it/s) [8m3s:12m58s] 47% |███████████████ | (69998/146578, 98 it/s) [8m3s:12m57s] 47% |███████████████ | (70014/146578, 98 it/s) [8m3s:12m57s] 47% |███████████████ | (70030/146578, 98 it/s) [8m3s:12m57s] 47% |███████████████ | (70031/146578, 110 it/s) [8m3s:11m37s] 47% |███████████████ | (70035/146578, 110 it/s) [8m3s:11m37s] 47% |███████████████ | (70051/146578, 110 it/s) [8m3s:11m37s] 47% |███████████████ | (70067/146578, 110 it/s) [8m3s:11m37s] 47% |███████████████ | (70084/146578, 110 it/s) [8m4s:11m37s] 47% |███████████████ | (70100/146578, 110 it/s) [8m4s:11m37s] 47% |███████████████ | (70115/146578, 110 it/s) [8m4s:11m37s] 47% |███████████████ | (70129/146578, 119 it/s) [8m4s:10m44s] 47% |███████████████ | (70144/146578, 119 it/s) [8m4s:10m44s] 47% |███████████████ | (70159/146578, 119 it/s) [8m4s:10m43s] 47% |███████████████ | (70176/146578, 119 it/s) [8m4s:10m43s] 47% |███████████████ | (70191/146578, 119 it/s) [8m4s:10m43s] 47% |███████████████ | (70204/146578, 119 it/s) [8m4s:10m43s] 47% |███████████████ | (70206/146578, 119 it/s) [8m4s:10m43s] 47% |███████████████ | (70216/146578, 121 it/s) [8m4s:10m33s] 47% |███████████████ | (70225/146578, 121 it/s) [8m4s:10m33s] 47% |███████████████ | (70232/146578, 121 it/s) [8m5s:10m33s] 47% |███████████████ | (70241/146578, 121 it/s) [8m5s:10m33s] 47% |███████████████ | (70250/146578, 114 it/s) [8m5s:11m9s] 47% |███████████████ | (70258/146578, 114 it/s) [8m5s:11m8s] 47% |███████████████ | (70267/146578, 114 it/s) [8m5s:11m8s] 47% |███████████████ | (70275/146578, 114 it/s) [8m5s:11m8s] 47% |███████████████ | (70284/146578, 114 it/s) [8m5s:11m8s] 47% |███████████████ | (70294/146578, 108 it/s) [8m5s:11m46s] 47% |███████████████ | (70300/146578, 108 it/s) [8m5s:11m46s] 47% |███████████████ | (70307/146578, 108 it/s) [8m6s:11m46s] 47% |███████████████ | (70313/146578, 108 it/s) [8m6s:11m46s] 47% |███████████████ | (70318/146578, 108 it/s) [8m6s:11m46s] 47% |███████████████ | (70327/146578, 102 it/s) [8m6s:12m25s] 47% |███████████████ | (70335/146578, 102 it/s) [8m6s:12m25s] 47% |███████████████ | (70343/146578, 102 it/s) [8m6s:12m25s] 47% |███████████████ | (70347/146578, 101 it/s) [8m6s:12m35s] 48% |███████████████ | (70360/146578, 101 it/s) [8m6s:12m34s] 48% |███████████████ | (70376/146578, 101 it/s) [8m6s:12m34s] 48% |███████████████ | (70391/146578, 101 it/s) [8m7s:12m34s] 48% |███████████████ | (70405/146578, 101 it/s) [8m7s:12m34s] 48% |███████████████ | (70421/146578, 101 it/s) [8m7s:12m34s] 48% |███████████████ | (70442/146578, 101 it/s) [8m7s:12m34s] 48% |███████████████ | (70458/146578, 101 it/s) [8m7s:12m33s] 48% |███████████████ | (70466/146578, 118 it/s) [8m7s:10m42s] 48% |███████████████ | (70484/146578, 118 it/s) [8m7s:10m42s] 48% |███████████████ | (70501/146578, 118 it/s) [8m7s:10m42s] 48% |███████████████ | (70520/146578, 118 it/s) [8m7s:10m42s] 48% |███████████████ | (70539/146578, 118 it/s) [8m7s:10m41s] 48% |███████████████ | (70552/146578, 128 it/s) [8m7s:9m54s] 48% |███████████████ | (70569/146578, 128 it/s) [8m8s:9m54s] 48% |███████████████ | (70575/146578, 128 it/s) [8m8s:9m54s] 48% |███████████████ | (70577/146578, 128 it/s) [8m8s:9m54s] 48% |███████████████ | (70595/146578, 128 it/s) [8m8s:9m54s] 48% |███████████████ | (70613/146578, 130 it/s) [8m8s:9m42s] 48% |███████████████ | (70633/146578, 130 it/s) [8m8s:9m42s] 48% |███████████████ | (70651/146578, 130 it/s) [8m8s:9m42s] 48% |███████████████ | (70672/146578, 130 it/s) [8m8s:9m42s] 48% |███████████████ | (70680/146578, 130 it/s) [8m8s:9m42s] 48% |███████████████ | (70699/146578, 130 it/s) [8m8s:9m42s] 48% |███████████████ | (70712/146578, 130 it/s) [8m8s:9m41s] 48% |███████████████ | (70717/146578, 134 it/s) [8m8s:9m24s] 48% |███████████████ | (70718/146578, 134 it/s) [8m9s:9m24s] 48% |███████████████ | (70725/146578, 134 it/s) [8m9s:9m24s] 48% |███████████████ | (70732/146578, 134 it/s) [8m9s:9m24s] 48% |███████████████ | (70736/146578, 134 it/s) [8m9s:9m24s] 48% |███████████████ | (70742/146578, 119 it/s) [8m9s:10m37s] 48% |███████████████ | (70743/146578, 119 it/s) [8m9s:10m37s] 48% |███████████████ | (70748/146578, 119 it/s) [8m9s:10m37s] 48% |███████████████ | (70753/146578, 119 it/s) [8m9s:10m37s] 48% |███████████████ | (70759/146578, 119 it/s) [8m9s:10m36s] 48% |███████████████ | (70776/146578, 109 it/s) [8m9s:11m38s] 48% |██████████████ | (70793/146578, 109 it/s) [8m10s:11m38s] 48% |██████████████ | (70812/146578, 109 it/s) [8m10s:11m38s] 48% |██████████████ | (70829/146578, 109 it/s) [8m10s:11m38s] 48% |██████████████ | (70847/146578, 109 it/s) [8m10s:11m37s] 48% |██████████████ | (70864/146578, 109 it/s) [8m10s:11m37s] 48% |██████████████ | (70883/146578, 122 it/s) [8m10s:10m19s] 48% |██████████████ | (70900/146578, 122 it/s) [8m10s:10m19s] 48% |██████████████ | (70918/146578, 122 it/s) [8m10s:10m19s] 48% |██████████████ | (70934/146578, 122 it/s) [8m10s:10m19s] 48% |██████████████ | (70952/146578, 122 it/s) [8m10s:10m19s] 48% |██████████████ | (70970/146578, 122 it/s) [8m10s:10m19s] 48% |██████████████ | (70990/146578, 122 it/s) [8m10s:10m18s] 48% |███████████████ | (71011/146578, 138 it/s) [8m10s:9m5s] 48% |███████████████ | (71027/146578, 138 it/s) [8m11s:9m5s] 48% |███████████████ | (71048/146578, 138 it/s) [8m11s:9m5s] 48% |███████████████ | (71056/146578, 138 it/s) [8m11s:9m5s] 48% |███████████████ | (71068/146578, 138 it/s) [8m11s:9m5s] 48% |███████████████ | (71085/146578, 138 it/s) [8m11s:9m5s] 48% |███████████████ | (71103/146578, 151 it/s) [8m11s:8m19s] 48% |███████████████ | (71114/146578, 151 it/s) [8m11s:8m19s] 48% |███████████████ | (71131/146578, 151 it/s) [8m11s:8m19s] 48% |███████████████ | (71141/146578, 156 it/s) [8m11s:8m4s] 48% |███████████████ | (71143/146578, 156 it/s) [8m12s:8m4s] 48% |███████████████ | (71161/146578, 156 it/s) [8m12s:8m4s] 48% |███████████████ | (71179/146578, 156 it/s) [8m12s:8m4s] 48% |███████████████ | (71199/146578, 156 it/s) [8m12s:8m3s] 48% |███████████████ | (71218/146578, 156 it/s) [8m12s:8m3s] 48% |███████████████ | (71231/146578, 150 it/s) [8m12s:8m22s] 48% |███████████████ | (71245/146578, 150 it/s) [8m12s:8m22s] 48% |███████████████ | (71259/146578, 150 it/s) [8m12s:8m22s] 48% |███████████████ | (71277/146578, 150 it/s) [8m12s:8m22s] 48% |███████████████ | (71296/146578, 150 it/s) [8m12s:8m22s] 48% |███████████████ | (71312/146578, 150 it/s) [8m12s:8m22s] 48% |███████████████ | (71329/146578, 150 it/s) [8m13s:8m21s] 48% |███████████████ | (71339/146578, 150 it/s) [8m13s:8m21s] 48% |███████████████ | (71349/146578, 150 it/s) [8m13s:8m21s] 48% |███████████████ | (71370/146578, 150 it/s) [8m13s:8m21s] 48% |███████████████ | (71388/146578, 150 it/s) [8m13s:8m21s] 48% |███████████████ | (71405/146578, 150 it/s) [8m13s:8m21s] 48% |███████████████ | (71419/146578, 156 it/s) [8m13s:8m0s] 48% |███████████████ | (71422/146578, 156 it/s) [8m13s:8m0s] 48% |███████████████ | (71434/146578, 156 it/s) [8m13s:8m0s] 48% |███████████████ | (71450/146578, 156 it/s) [8m13s:8m0s] 48% |███████████████ | (71469/146578, 147 it/s) [8m14s:8m31s] 48% |███████████████ | (71487/146578, 147 it/s) [8m14s:8m30s] 48% |███████████████ | (71505/146578, 147 it/s) [8m14s:8m30s] 48% |███████████████ | (71515/146578, 147 it/s) [8m14s:8m30s] 48% |███████████████ | (71530/146578, 147 it/s) [8m14s:8m30s] 48% |███████████████ | (71531/146578, 147 it/s) [8m14s:8m30s] 48% |███████████████ | (71543/146578, 158 it/s) [8m14s:7m56s] 48% |███████████████ | (71551/146578, 158 it/s) [8m14s:7m56s] 48% |███████████████ | (71562/146578, 158 it/s) [8m14s:7m56s] 48% |███████████████ | (71571/146578, 158 it/s) [8m14s:7m56s] 48% |███████████████ | (71582/146578, 158 it/s) [8m14s:7m56s] 48% |███████████████ | (71591/146578, 161 it/s) [8m15s:7m45s] 48% |███████████████ | (71609/146578, 161 it/s) [8m15s:7m45s] 48% |███████████████ | (71624/146578, 161 it/s) [8m15s:7m45s] 48% |███████████████ | (71641/146578, 161 it/s) [8m15s:7m45s] 48% |███████████████ | (71650/146578, 161 it/s) [8m15s:7m45s] 48% |███████████████ | (71666/146578, 153 it/s) [8m15s:8m9s] 48% |███████████████ | (71684/146578, 153 it/s) [8m15s:8m9s] 48% |███████████████ | (71695/146578, 153 it/s) [8m15s:8m9s] 48% |███████████████ | (71714/146578, 153 it/s) [8m15s:8m9s] 48% |███████████████ | (71720/146578, 153 it/s) [8m15s:8m9s] 48% |███████████████ | (71731/146578, 153 it/s) [8m16s:8m9s] 48% |███████████████ | (71750/146578, 143 it/s) [8m16s:8m43s] 48% |███████████████ | (71770/146578, 143 it/s) [8m16s:8m43s] 48% |███████████████ | (71787/146578, 143 it/s) [8m16s:8m43s] 48% |███████████████ | (71792/146578, 143 it/s) [8m16s:8m43s] 48% |███████████████ | (71802/146578, 143 it/s) [8m16s:8m43s] 48% |███████████████ | (71812/146578, 140 it/s) [8m16s:8m54s] 48% |███████████████ | (71822/146578, 140 it/s) [8m16s:8m54s] 49% |███████████████ | (71837/146578, 140 it/s) [8m16s:8m53s] 49% |███████████████ | (71858/146578, 140 it/s) [8m17s:8m53s] 49% |███████████████ | (71876/146578, 143 it/s) [8m17s:8m42s] 49% |███████████████ | (71897/146578, 143 it/s) [8m17s:8m42s] 49% |███████████████ | (71915/146578, 143 it/s) [8m17s:8m42s] 49% |███████████████ | (71936/146578, 143 it/s) [8m17s:8m42s] 49% |███████████████ | (71953/146578, 143 it/s) [8m17s:8m42s] 49% |███████████████ | (71970/146578, 143 it/s) [8m17s:8m42s] 49% |███████████████ | (71989/146578, 143 it/s) [8m17s:8m41s] 49% |███████████████ | (72009/146578, 143 it/s) [8m17s:8m41s] 49% |████████████████ | (72031/146578, 154 it/s) [8m17s:8m3s] 49% |████████████████ | (72051/146578, 154 it/s) [8m17s:8m3s] 49% |████████████████ | (72070/146578, 154 it/s) [8m17s:8m3s] 49% |████████████████ | (72088/146578, 154 it/s) [8m17s:8m3s] 49% |████████████████ | (72107/146578, 154 it/s) [8m17s:8m3s] 49% |████████████████ | (72126/146578, 154 it/s) [8m17s:8m2s] 49% |████████████████ | (72146/146578, 154 it/s) [8m18s:8m2s] 49% |███████████████ | (72164/146578, 166 it/s) [8m18s:7m27s] 49% |███████████████ | (72183/146578, 166 it/s) [8m18s:7m27s] 49% |███████████████ | (72199/146578, 166 it/s) [8m18s:7m27s] 49% |███████████████ | (72214/146578, 166 it/s) [8m18s:7m27s] 49% |███████████████ | (72222/146578, 166 it/s) [8m18s:7m27s] 49% |███████████████ | (72223/146578, 166 it/s) [8m18s:7m27s] 49% |███████████████ | (72227/146578, 160 it/s) [8m18s:7m43s] 49% |███████████████ | (72233/146578, 160 it/s) [8m18s:7m43s] 49% |███████████████ | (72240/146578, 160 it/s) [8m18s:7m43s] 49% |███████████████ | (72246/146578, 160 it/s) [8m18s:7m43s] 49% |███████████████ | (72254/146578, 160 it/s) [8m19s:7m43s] 49% |███████████████ | (72260/146578, 156 it/s) [8m19s:7m56s] 49% |███████████████ | (72269/146578, 156 it/s) [8m19s:7m56s] 49% |███████████████ | (72278/146578, 156 it/s) [8m19s:7m56s] 49% |███████████████ | (72288/146578, 156 it/s) [8m19s:7m56s] 49% |███████████████ | (72295/146578, 156 it/s) [8m19s:7m56s] 49% |███████████████ | (72305/146578, 150 it/s) [8m19s:8m16s] 49% |███████████████ | (72314/146578, 150 it/s) [8m19s:8m16s] 49% |███████████████ | (72324/146578, 150 it/s) [8m19s:8m16s] 49% |███████████████ | (72332/146578, 150 it/s) [8m20s:8m16s] 49% |███████████████ | (72340/146578, 150 it/s) [8m20s:8m16s] 49% |███████████████ | (72350/146578, 149 it/s) [8m20s:8m18s] 49% |███████████████ | (72360/146578, 149 it/s) [8m20s:8m18s] 49% |███████████████ | (72370/146578, 149 it/s) [8m20s:8m18s] 49% |███████████████ | (72379/146578, 149 it/s) [8m20s:8m18s] 49% |███████████████ | (72388/146578, 149 it/s) [8m20s:8m18s] 49% |███████████████ | (72398/146578, 145 it/s) [8m20s:8m32s] 49% |███████████████ | (72406/146578, 145 it/s) [8m20s:8m32s] 49% |███████████████ | (72416/146578, 145 it/s) [8m20s:8m32s] 49% |███████████████ | (72426/146578, 145 it/s) [8m21s:8m31s] 49% |███████████████ | (72444/146578, 145 it/s) [8m21s:8m31s] 49% |███████████████ | (72460/146578, 145 it/s) [8m21s:8m31s] 49% |███████████████ | (72480/146578, 143 it/s) [8m21s:8m36s] 49% |███████████████ | (72499/146578, 143 it/s) [8m21s:8m36s] 49% |███████████████ | (72513/146578, 143 it/s) [8m21s:8m36s] 49% |███████████████ | (72532/146578, 143 it/s) [8m21s:8m36s] 49% |███████████████ | (72548/146578, 143 it/s) [8m21s:8m35s] 49% |███████████████ | (72566/146578, 143 it/s) [8m21s:8m35s] 49% |███████████████ | (72584/146578, 143 it/s) [8m21s:8m35s] 49% |████████████████ | (72601/146578, 153 it/s) [8m21s:8m2s] 49% |████████████████ | (72613/146578, 153 it/s) [8m21s:8m2s] 49% |████████████████ | (72617/146578, 153 it/s) [8m22s:8m2s] 49% |████████████████ | (72632/146578, 153 it/s) [8m22s:8m2s] 49% |███████████████ | (72642/146578, 149 it/s) [8m22s:8m15s] 49% |███████████████ | (72660/146578, 149 it/s) [8m22s:8m15s] 49% |███████████████ | (72673/146578, 149 it/s) [8m22s:8m15s] 49% |███████████████ | (72691/146578, 149 it/s) [8m22s:8m15s] 49% |███████████████ | (72706/146578, 149 it/s) [8m22s:8m15s] 49% |███████████████ | (72725/146578, 149 it/s) [8m22s:8m15s] 49% |███████████████ | (72743/146578, 149 it/s) [8m22s:8m15s] 49% |███████████████ | (72761/146578, 149 it/s) [8m22s:8m14s] 49% |███████████████ | (72781/146578, 146 it/s) [8m22s:8m25s] 49% |███████████████ | (72800/146578, 146 it/s) [8m23s:8m25s] 49% |███████████████ | (72820/146578, 146 it/s) [8m23s:8m24s] 49% |███████████████ | (72836/146578, 146 it/s) [8m23s:8m24s] 49% |███████████████ | (72855/146578, 146 it/s) [8m23s:8m24s] 49% |███████████████ | (72874/146578, 146 it/s) [8m23s:8m24s] 49% |███████████████ | (72888/146578, 146 it/s) [8m23s:8m24s] 49% |████████████████ | (72890/146578, 135 it/s) [8m23s:9m5s] 49% |████████████████ | (72906/146578, 135 it/s) [8m23s:9m5s] 49% |████████████████ | (72926/146578, 135 it/s) [8m23s:9m5s] 49% |████████████████ | (72943/146578, 135 it/s) [8m23s:9m5s] 49% |████████████████ | (72957/146578, 135 it/s) [8m23s:9m5s] 49% |████████████████ | (72968/146578, 135 it/s) [8m24s:9m5s] 49% |███████████████ | (72976/146578, 139 it/s) [8m24s:8m49s] 49% |███████████████ | (72989/146578, 139 it/s) [8m24s:8m49s] 49% |███████████████ | (73005/146578, 139 it/s) [8m24s:8m49s] 49% |███████████████ | (73015/146578, 139 it/s) [8m24s:8m49s] 49% |███████████████ | (73032/146578, 144 it/s) [8m24s:8m32s] 49% |███████████████ | (73037/146578, 144 it/s) [8m24s:8m32s] 49% |███████████████ | (73055/146578, 144 it/s) [8m24s:8m32s] 49% |███████████████ | (73073/146578, 144 it/s) [8m24s:8m31s] 49% |███████████████ | (73081/146578, 144 it/s) [8m24s:8m31s] 49% |███████████████ | (73096/146578, 146 it/s) [8m25s:8m23s] 49% |███████████████ | (73098/146578, 146 it/s) [8m25s:8m23s] 49% |███████████████ | (73117/146578, 146 it/s) [8m25s:8m23s] 49% |███████████████ | (73135/146578, 146 it/s) [8m25s:8m23s] 49% |███████████████ | (73142/146578, 146 it/s) [8m25s:8m23s] 49% |███████████████ | (73155/146578, 146 it/s) [8m25s:8m23s] 49% |███████████████ | (73160/146578, 150 it/s) [8m25s:8m10s] 49% |███████████████ | (73168/146578, 150 it/s) [8m25s:8m10s] 49% |███████████████ | (73169/146578, 150 it/s) [8m25s:8m10s] 49% |████████████████ | (73174/146578, 150 it/s) [8m26s:8m9s] 49% |████████████████ | (73195/146578, 150 it/s) [8m26s:8m9s] 49% |████████████████ | (73214/146578, 150 it/s) [8m26s:8m9s] 49% |████████████████ | (73232/146578, 150 it/s) [8m26s:8m8s] 49% |████████████████ | (73248/146578, 150 it/s) [8m26s:8m8s] 49% |████████████████ | (73261/146578, 150 it/s) [8m26s:8m8s] 49% |████████████████ | (73278/146578, 150 it/s) [8m26s:8m8s] 50% |████████████████ | (73289/146578, 150 it/s) [8m26s:8m8s] 50% |████████████████ | (73308/146578, 150 it/s) [8m26s:8m8s] 50% |████████████████ | (73319/146578, 158 it/s) [8m26s:7m44s] 50% |████████████████ | (73337/146578, 158 it/s) [8m26s:7m44s] 50% |████████████████ | (73351/146578, 158 it/s) [8m26s:7m44s] 50% |████████████████ | (73353/146578, 158 it/s) [8m27s:7m44s] 50% |████████████████ | (73368/146578, 158 it/s) [8m27s:7m43s] 50% |████████████████ | (73385/146578, 144 it/s) [8m27s:8m30s] 50% |████████████████ | (73398/146578, 144 it/s) [8m27s:8m29s] 50% |████████████████ | (73407/146578, 144 it/s) [8m27s:8m29s] 50% |████████████████ | (73425/146578, 144 it/s) [8m27s:8m29s] 50% |████████████████ | (73445/146578, 149 it/s) [8m27s:8m12s] 50% |████████████████ | (73465/146578, 149 it/s) [8m27s:8m12s] 50% |████████████████ | (73481/146578, 149 it/s) [8m27s:8m12s] 50% |████████████████ | (73498/146578, 149 it/s) [8m27s:8m12s] 50% |████████████████ | (73502/146578, 149 it/s) [8m28s:8m12s] 50% |████████████████ | (73512/146578, 137 it/s) [8m28s:8m54s] 50% |████████████████ | (73523/146578, 137 it/s) [8m28s:8m54s] 50% |████████████████ | (73533/146578, 137 it/s) [8m28s:8m54s] 50% |████████████████ | (73546/146578, 137 it/s) [8m28s:8m54s] 50% |████████████████ | (73562/146578, 137 it/s) [8m28s:8m54s] 50% |████████████████ | (73580/146578, 137 it/s) [8m28s:8m54s] 50% |████████████████ | (73599/146578, 135 it/s) [8m28s:8m59s] 50% |████████████████ | (73616/146578, 135 it/s) [8m28s:8m59s] 50% |████████████████ | (73627/146578, 135 it/s) [8m29s:8m59s] 50% |████████████████ | (73628/146578, 135 it/s) [8m29s:8m59s] 50% |████████████████ | (73645/146578, 135 it/s) [8m29s:8m59s] 50% |████████████████ | (73663/146578, 135 it/s) [8m29s:8m59s] 50% |████████████████ | (73680/146578, 133 it/s) [8m29s:9m7s] 50% |████████████████ | (73700/146578, 133 it/s) [8m29s:9m7s] 50% |████████████████ | (73717/146578, 133 it/s) [8m29s:9m7s] 50% |████████████████ | (73737/146578, 133 it/s) [8m29s:9m6s] 50% |████████████████ | (73755/146578, 133 it/s) [8m29s:9m6s] 50% |████████████████ | (73775/146578, 140 it/s) [8m29s:8m41s] 50% |████████████████ | (73792/146578, 140 it/s) [8m29s:8m41s] 50% |████████████████ | (73807/146578, 140 it/s) [8m30s:8m41s] 50% |████████████████ | (73817/146578, 140 it/s) [8m30s:8m40s] 50% |████████████████ | (73835/146578, 140 it/s) [8m30s:8m40s] 50% |████████████████ | (73854/146578, 140 it/s) [8m30s:8m39s] 50% |████████████████ | (73857/146578, 140 it/s) [8m30s:8m39s] 50% |████████████████ | (73869/146578, 140 it/s) [8m30s:8m39s] 50% |████████████████ | (73872/146578, 137 it/s) [8m30s:8m49s] 50% |████████████████ | (73890/146578, 137 it/s) [8m30s:8m49s] 50% |████████████████ | (73907/146578, 137 it/s) [8m31s:8m49s] 50% |████████████████ | (73925/146578, 137 it/s) [8m31s:8m49s] 50% |████████████████ | (73942/146578, 137 it/s) [8m31s:8m49s] 50% |████████████████ | (73960/146578, 137 it/s) [8m31s:8m48s] 50% |████████████████ | (73980/146578, 137 it/s) [8m31s:8m48s] 50% |████████████████ | (73999/146578, 137 it/s) [8m31s:8m48s] 50% |████████████████ | (74019/146578, 155 it/s) [8m31s:7m48s] 50% |████████████████ | (74038/146578, 155 it/s) [8m31s:7m48s] 50% |████████████████ | (74058/146578, 155 it/s) [8m31s:7m47s] 50% |████████████████ | (74075/146578, 155 it/s) [8m31s:7m47s] 50% |████████████████ | (74090/146578, 155 it/s) [8m31s:7m47s] 50% |████████████████ | (74091/146578, 155 it/s) [8m31s:7m47s] 50% |████████████████ | (74110/146578, 152 it/s) [8m31s:7m56s] 50% |████████████████ | (74119/146578, 152 it/s) [8m32s:7m56s] 50% |████████████████ | (74135/146578, 152 it/s) [8m32s:7m56s] 50% |████████████████ | (74148/146578, 152 it/s) [8m32s:7m55s] 50% |████████████████ | (74167/146578, 152 it/s) [8m32s:7m55s] 50% |████████████████ | (74184/146578, 155 it/s) [8m32s:7m46s] 50% |████████████████ | (74187/146578, 155 it/s) [8m32s:7m46s] 50% |████████████████ | (74190/146578, 155 it/s) [8m32s:7m46s] 50% |████████████████ | (74193/146578, 155 it/s) [8m32s:7m46s] 50% |████████████████ | (74196/146578, 147 it/s) [8m33s:8m11s] 50% |████████████████ | (74201/146578, 147 it/s) [8m33s:8m11s] 50% |████████████████ | (74203/146578, 147 it/s) [8m33s:8m11s] 50% |████████████████ | (74208/146578, 147 it/s) [8m33s:8m11s] 50% |████████████████ | (74218/146578, 138 it/s) [8m33s:8m44s] 50% |████████████████ | (74227/146578, 138 it/s) [8m33s:8m44s] 50% |████████████████ | (74246/146578, 138 it/s) [8m33s:8m44s] 50% |████████████████ | (74266/146578, 138 it/s) [8m33s:8m44s] 50% |████████████████ | (74285/146578, 138 it/s) [8m33s:8m44s] 50% |████████████████ | (74290/146578, 138 it/s) [8m33s:8m44s] 50% |████████████████ | (74309/146578, 138 it/s) [8m33s:8m44s] 50% |████████████████ | (74316/146578, 139 it/s) [8m34s:8m38s] 50% |████████████████ | (74335/146578, 139 it/s) [8m34s:8m38s] 50% |████████████████ | (74350/146578, 139 it/s) [8m34s:8m37s] 50% |████████████████ | (74369/146578, 139 it/s) [8m34s:8m37s] 50% |████████████████ | (74386/146578, 139 it/s) [8m34s:8m37s] 50% |████████████████ | (74399/146578, 139 it/s) [8m34s:8m37s] 50% |████████████████ | (74417/146578, 139 it/s) [8m34s:8m37s] 50% |████████████████ | (74433/146578, 139 it/s) [8m34s:8m37s] 50% |████████████████ | (74451/146578, 150 it/s) [8m34s:8m1s] 50% |████████████████ | (74472/146578, 150 it/s) [8m34s:8m0s] 50% |████████████████ | (74491/146578, 150 it/s) [8m34s:8m0s] 50% |████████████████ | (74510/146578, 150 it/s) [8m34s:8m0s] 50% |████████████████ | (74529/146578, 150 it/s) [8m34s:8m0s] 50% |████████████████ | (74546/146578, 150 it/s) [8m34s:8m0s] 50% |████████████████ | (74566/146578, 150 it/s) [8m34s:8m0s] 50% |████████████████ | (74584/146578, 161 it/s) [8m35s:7m27s] 50% |████████████████ | (74602/146578, 161 it/s) [8m35s:7m26s] 50% |████████████████ | (74620/146578, 161 it/s) [8m35s:7m26s] 50% |████████████████ | (74638/146578, 161 it/s) [8m35s:7m26s] 50% |████████████████ | (74651/146578, 161 it/s) [8m35s:7m26s] 50% |████████████████ | (74662/146578, 165 it/s) [8m35s:7m14s] 50% |████████████████ | (74679/146578, 165 it/s) [8m35s:7m14s] 50% |████████████████ | (74699/146578, 165 it/s) [8m35s:7m14s] 50% |████████████████ | (74716/146578, 165 it/s) [8m35s:7m14s] 50% |████████████████ | (74733/146578, 165 it/s) [8m35s:7m14s] 50% |████████████████ | (74750/146578, 165 it/s) [8m35s:7m14s] 51% |████████████████ | (74760/146578, 174 it/s) [8m36s:6m52s] 51% |████████████████ | (74775/146578, 174 it/s) [8m36s:6m51s] 51% |████████████████ | (74794/146578, 174 it/s) [8m36s:6m51s] 51% |████████████████ | (74812/146578, 174 it/s) [8m36s:6m51s] 51% |████████████████ | (74829/146578, 174 it/s) [8m36s:6m51s] 51% |████████████████ | (74845/146578, 174 it/s) [8m36s:6m51s] 51% |████████████████ | (74851/146578, 165 it/s) [8m36s:7m14s] 51% |████████████████ | (74863/146578, 165 it/s) [8m36s:7m14s] 51% |████████████████ | (74880/146578, 165 it/s) [8m36s:7m13s] 51% |████████████████ | (74899/146578, 165 it/s) [8m36s:7m13s] 51% |████████████████ | (74913/146578, 165 it/s) [8m36s:7m13s] 51% |████████████████ | (74931/146578, 165 it/s) [8m36s:7m13s] 51% |████████████████ | (74947/146578, 165 it/s) [8m36s:7m13s] 51% |████████████████ | (74953/146578, 164 it/s) [8m37s:7m17s] 51% |████████████████ | (74954/146578, 164 it/s) [8m37s:7m17s] 51% |████████████████ | (74966/146578, 164 it/s) [8m37s:7m17s] 51% |████████████████ | (74982/146578, 164 it/s) [8m37s:7m17s] 51% |████████████████ | (74989/146578, 164 it/s) [8m37s:7m17s] 51% |████████████████ | (75007/146578, 159 it/s) [8m37s:7m31s] 51% |████████████████ | (75013/146578, 159 it/s) [8m37s:7m31s] 51% |████████████████ | (75032/146578, 159 it/s) [8m37s:7m31s] 51% |████████████████ | (75051/146578, 159 it/s) [8m38s:7m31s] 51% |████████████████ | (75070/146578, 159 it/s) [8m38s:7m31s] 51% |████████████████ | (75089/146578, 159 it/s) [8m38s:7m30s] 51% |████████████████ | (75094/146578, 172 it/s) [8m38s:6m55s] 51% |████████████████ | (75106/146578, 172 it/s) [8m38s:6m55s] 51% |████████████████ | (75107/146578, 172 it/s) [8m38s:6m55s] 51% |████████████████ | (75111/146578, 172 it/s) [8m38s:6m55s] 51% |████████████████ | (75129/146578, 172 it/s) [8m38s:6m55s] 51% |████████████████ | (75147/146578, 176 it/s) [8m38s:6m46s] 51% |████████████████ | (75165/146578, 176 it/s) [8m38s:6m46s] 51% |████████████████ | (75166/146578, 176 it/s) [8m38s:6m46s] 51% |████████████████ | (75179/146578, 176 it/s) [8m39s:6m46s] 51% |████████████████ | (75197/146578, 176 it/s) [8m39s:6m46s] 51% |████████████████ | (75216/146578, 172 it/s) [8m39s:6m55s] 51% |████████████████ | (75220/146578, 172 it/s) [8m39s:6m55s] 51% |████████████████ | (75233/146578, 172 it/s) [8m39s:6m55s] 51% |████████████████ | (75243/146578, 172 it/s) [8m39s:6m55s] 51% |████████████████ | (75252/146578, 156 it/s) [8m39s:7m36s] 51% |████████████████ | (75261/146578, 156 it/s) [8m39s:7m36s] 51% |████████████████ | (75267/146578, 156 it/s) [8m39s:7m36s] 51% |████████████████ | (75277/146578, 156 it/s) [8m40s:7m36s] 51% |████████████████ | (75285/146578, 156 it/s) [8m40s:7m36s] 51% |████████████████ | (75288/146578, 134 it/s) [8m40s:8m50s] 51% |████████████████ | (75291/146578, 134 it/s) [8m40s:8m50s] 51% |████████████████ | (75293/146578, 134 it/s) [8m40s:8m50s] 51% |████████████████ | (75310/146578, 134 it/s) [8m40s:8m49s] 51% |████████████████ | (75325/146578, 134 it/s) [8m40s:8m49s] 51% |████████████████ | (75341/146578, 134 it/s) [8m40s:8m49s] 51% |████████████████ | (75357/146578, 133 it/s) [8m40s:8m56s] 51% |████████████████ | (75367/146578, 133 it/s) [8m40s:8m56s] 51% |████████████████ | (75379/146578, 133 it/s) [8m41s:8m56s] 51% |████████████████ | (75380/146578, 133 it/s) [8m41s:8m56s] 51% |████████████████ | (75383/146578, 119 it/s) [8m41s:10m0s] 51% |████████████████ | (75398/146578, 119 it/s) [8m41s:10m0s] 51% |████████████████ | (75413/146578, 119 it/s) [8m41s:10m0s] 51% |████████████████ | (75424/146578, 119 it/s) [8m41s:10m0s] 51% |████████████████ | (75439/146578, 119 it/s) [8m41s:10m0s] 51% |████████████████ | (75451/146578, 119 it/s) [8m41s:10m0s] 51% |████████████████ | (75467/146578, 119 it/s) [8m41s:9m59s] 51% |████████████████ | (75477/146578, 119 it/s) [8m41s:9m59s] 51% |████████████████ | (75489/146578, 120 it/s) [8m41s:9m54s] 51% |████████████████ | (75500/146578, 120 it/s) [8m41s:9m54s] 51% |████████████████ | (75508/146578, 120 it/s) [8m42s:9m54s] 51% |████████████████ | (75521/146578, 120 it/s) [8m42s:9m54s] 51% |████████████████ | (75538/146578, 120 it/s) [8m42s:9m54s] 51% |███████████████ | (75553/146578, 116 it/s) [8m42s:10m12s] 51% |███████████████ | (75556/146578, 116 it/s) [8m42s:10m12s] 51% |███████████████ | (75569/146578, 116 it/s) [8m42s:10m12s] 51% |███████████████ | (75579/146578, 116 it/s) [8m42s:10m12s] 51% |███████████████ | (75580/146578, 113 it/s) [8m42s:10m26s] 51% |███████████████ | (75589/146578, 113 it/s) [8m42s:10m26s] 51% |███████████████ | (75604/146578, 113 it/s) [8m43s:10m26s] 51% |███████████████ | (75620/146578, 113 it/s) [8m43s:10m26s] 51% |███████████████ | (75623/146578, 104 it/s) [8m43s:11m24s] 51% |███████████████ | (75637/146578, 104 it/s) [8m43s:11m24s] 51% |███████████████ | (75652/146578, 104 it/s) [8m43s:11m24s] 51% |███████████████ | (75668/146578, 104 it/s) [8m43s:11m24s] 51% |███████████████ | (75684/146578, 104 it/s) [8m43s:11m24s] 51% |███████████████ | (75699/146578, 104 it/s) [8m43s:11m24s] 51% |███████████████ | (75714/146578, 104 it/s) [8m43s:11m23s] 51% |███████████████ | (75726/146578, 104 it/s) [8m43s:11m23s] 51% |████████████████ | (75735/146578, 117 it/s) [8m43s:10m5s] 51% |████████████████ | (75740/146578, 117 it/s) [8m44s:10m5s] 51% |████████████████ | (75746/146578, 117 it/s) [8m44s:10m5s] 51% |████████████████ | (75760/146578, 117 it/s) [8m44s:10m5s] 51% |███████████████ | (75776/146578, 109 it/s) [8m44s:10m48s] 51% |███████████████ | (75783/146578, 109 it/s) [8m44s:10m48s] 51% |███████████████ | (75792/146578, 109 it/s) [8m44s:10m48s] 51% |███████████████ | (75800/146578, 109 it/s) [8m44s:10m48s] 51% |████████████████ | (75802/146578, 107 it/s) [8m44s:11m3s] 51% |████████████████ | (75805/146578, 107 it/s) [8m45s:11m3s] 51% |████████████████ | (75806/146578, 107 it/s) [8m45s:11m3s] 51% |████████████████ | (75809/146578, 107 it/s) [8m45s:11m3s] 51% |████████████████ | (75811/146578, 107 it/s) [8m45s:11m3s] 51% |███████████████ | (75814/146578, 102 it/s) [8m45s:11m33s] 51% |███████████████ | (75825/146578, 102 it/s) [8m45s:11m33s] 51% |███████████████ | (75826/146578, 102 it/s) [8m45s:11m33s] 51% |███████████████ | (75843/146578, 102 it/s) [8m45s:11m33s] 51% |███████████████ | (75859/146578, 102 it/s) [8m45s:11m32s] 51% |███████████████ | (75877/146578, 102 it/s) [8m46s:11m32s] 51% |███████████████ | (75894/146578, 102 it/s) [8m46s:11m34s] 51% |███████████████ | (75910/146578, 102 it/s) [8m46s:11m33s] 51% |███████████████ | (75924/146578, 102 it/s) [8m46s:11m33s] 51% |███████████████ | (75940/146578, 102 it/s) [8m46s:11m33s] 51% |███████████████ | (75956/146578, 102 it/s) [8m46s:11m33s] 51% |███████████████ | (75972/146578, 102 it/s) [8m46s:11m33s] 51% |███████████████ | (75988/146578, 102 it/s) [8m46s:11m33s] 51% |████████████████ | (76003/146578, 119 it/s) [8m46s:9m52s] 51% |████████████████ | (76019/146578, 119 it/s) [8m46s:9m51s] 51% |████████████████ | (76031/146578, 119 it/s) [8m46s:9m51s] 51% |████████████████ | (76046/146578, 119 it/s) [8m46s:9m51s] 51% |████████████████ | (76058/146578, 119 it/s) [8m46s:9m51s] 51% |████████████████ | (76073/146578, 119 it/s) [8m46s:9m51s] 51% |████████████████ | (76085/146578, 119 it/s) [8m46s:9m51s] 51% |████████████████ | (76099/146578, 121 it/s) [8m47s:9m43s] 51% |████████████████ | (76100/146578, 121 it/s) [8m47s:9m43s] 51% |████████████████ | (76115/146578, 121 it/s) [8m47s:9m43s] 51% |████████████████ | (76130/146578, 121 it/s) [8m47s:9m43s] 51% |████████████████ | (76139/146578, 121 it/s) [8m47s:9m42s] 51% |████████████████ | (76143/146578, 116 it/s) [8m47s:10m8s] 51% |████████████████ | (76160/146578, 116 it/s) [8m47s:10m8s] 51% |████████████████ | (76175/146578, 116 it/s) [8m47s:10m8s] 51% |████████████████ | (76189/146578, 116 it/s) [8m47s:10m7s] 51% |████████████████ | (76205/146578, 116 it/s) [8m47s:10m7s] 51% |████████████████ | (76215/146578, 116 it/s) [8m47s:10m7s] 52% |████████████████ | (76223/146578, 122 it/s) [8m48s:9m38s] 52% |████████████████ | (76226/146578, 122 it/s) [8m48s:9m38s] 52% |████████████████ | (76241/146578, 122 it/s) [8m48s:9m38s] 52% |████████████████ | (76256/146578, 122 it/s) [8m48s:9m38s] 52% |████████████████ | (76257/146578, 122 it/s) [8m48s:9m38s] 52% |████████████████ | (76265/146578, 122 it/s) [8m48s:9m38s] 52% |████████████████ | (76281/146578, 123 it/s) [8m48s:9m32s] 52% |████████████████ | (76298/146578, 123 it/s) [8m48s:9m31s] 52% |████████████████ | (76311/146578, 123 it/s) [8m48s:9m31s] 52% |████████████████ | (76323/146578, 123 it/s) [8m49s:9m31s] 52% |████████████████ | (76333/146578, 123 it/s) [8m49s:9m31s] 52% |████████████████ | (76334/146578, 114 it/s) [8m49s:10m14s] 52% |████████████████ | (76348/146578, 114 it/s) [8m49s:10m14s] 52% |████████████████ | (76363/146578, 114 it/s) [8m49s:10m13s] 52% |████████████████ | (76378/146578, 114 it/s) [8m49s:10m13s] 52% |████████████████ | (76394/146578, 114 it/s) [8m49s:10m13s] 52% |████████████████ | (76403/146578, 114 it/s) [8m49s:10m13s] 52% |████████████████ | (76412/146578, 122 it/s) [8m49s:9m34s] 52% |████████████████ | (76418/146578, 122 it/s) [8m49s:9m34s] 52% |████████████████ | (76432/146578, 122 it/s) [8m49s:9m34s] 52% |████████████████ | (76445/146578, 122 it/s) [8m50s:9m34s] 52% |████████████████ | (76447/146578, 121 it/s) [8m50s:9m37s] 52% |████████████████ | (76461/146578, 121 it/s) [8m50s:9m37s] 52% |████████████████ | (76475/146578, 121 it/s) [8m50s:9m37s] 52% |████████████████ | (76491/146578, 121 it/s) [8m50s:9m37s] 52% |████████████████ | (76507/146578, 121 it/s) [8m50s:9m37s] 52% |████████████████ | (76514/146578, 121 it/s) [8m50s:9m37s] 52% |████████████████ | (76528/146578, 134 it/s) [8m50s:8m44s] 52% |████████████████ | (76533/146578, 134 it/s) [8m51s:8m44s] 52% |████████████████ | (76549/146578, 134 it/s) [8m51s:8m44s] 52% |████████████████ | (76565/146578, 134 it/s) [8m51s:8m44s] 52% |████████████████ | (76571/146578, 134 it/s) [8m51s:8m43s] 52% |█████████████████ | (76578/146578, 129 it/s) [8m51s:9m1s] 52% |█████████████████ | (76593/146578, 129 it/s) [8m51s:9m1s] 52% |█████████████████ | (76607/146578, 129 it/s) [8m51s:9m1s] 52% |█████████████████ | (76623/146578, 129 it/s) [8m51s:9m1s] 52% |█████████████████ | (76638/146578, 129 it/s) [8m51s:9m0s] 52% |█████████████████ | (76652/146578, 129 it/s) [8m51s:9m0s] 52% |████████████████ | (76663/146578, 121 it/s) [8m52s:9m36s] 52% |████████████████ | (76671/146578, 121 it/s) [8m52s:9m36s] 52% |████████████████ | (76686/146578, 121 it/s) [8m52s:9m36s] 52% |████████████████ | (76700/146578, 121 it/s) [8m52s:9m36s] 52% |████████████████ | (76701/146578, 107 it/s) [8m52s:10m55s] 52% |████████████████ | (76702/146578, 107 it/s) [8m52s:10m55s] 52% |████████████████ | (76703/146578, 107 it/s) [8m52s:10m55s] 52% |████████████████ | (76718/146578, 107 it/s) [8m53s:10m55s] 52% |████████████████ | (76733/146578, 107 it/s) [8m53s:10m55s] 52% |████████████████ | (76748/146578, 107 it/s) [8m53s:10m54s] 52% |████████████████ | (76763/146578, 107 it/s) [8m53s:10m54s] 52% |████████████████ | (76777/146578, 111 it/s) [8m53s:10m26s] 52% |████████████████ | (76786/146578, 111 it/s) [8m53s:10m26s] 52% |████████████████ | (76800/146578, 111 it/s) [8m53s:10m26s] 52% |████████████████ | (76816/146578, 111 it/s) [8m53s:10m26s] 52% |████████████████ | (76828/146578, 111 it/s) [8m53s:10m26s] 52% |████████████████ | (76842/146578, 111 it/s) [8m53s:10m26s] 52% |████████████████ | (76858/146578, 116 it/s) [8m53s:10m2s] 52% |████████████████ | (76876/146578, 116 it/s) [8m53s:10m2s] 52% |████████████████ | (76888/146578, 116 it/s) [8m53s:10m2s] 52% |████████████████ | (76896/146578, 116 it/s) [8m53s:10m2s] 52% |████████████████ | (76913/146578, 116 it/s) [8m54s:10m2s] 52% |████████████████ | (76928/146578, 116 it/s) [8m54s:10m2s] 52% |████████████████ | (76945/146578, 116 it/s) [8m54s:10m2s] 52% |█████████████████ | (76961/146578, 128 it/s) [8m54s:9m4s] 52% |█████████████████ | (76976/146578, 128 it/s) [8m54s:9m3s] 52% |█████████████████ | (76993/146578, 128 it/s) [8m54s:9m3s] 52% |█████████████████ | (77001/146578, 128 it/s) [8m54s:9m3s] 52% |█████████████████ | (77010/146578, 128 it/s) [8m54s:9m3s] 52% |████████████████ | (77015/146578, 126 it/s) [8m54s:9m13s] 52% |████████████████ | (77029/146578, 126 it/s) [8m54s:9m12s] 52% |████████████████ | (77045/146578, 126 it/s) [8m54s:9m12s] 52% |████████████████ | (77061/146578, 126 it/s) [8m54s:9m12s] 52% |████████████████ | (77076/146578, 126 it/s) [8m55s:9m12s] 52% |████████████████ | (77089/146578, 126 it/s) [8m55s:9m10s] 52% |████████████████ | (77108/146578, 126 it/s) [8m55s:9m10s] 52% |█████████████████ | (77128/146578, 126 it/s) [8m55s:9m9s] 52% |█████████████████ | (77148/146578, 126 it/s) [8m55s:9m9s] 52% |█████████████████ | (77165/146578, 126 it/s) [8m55s:9m9s] 52% |█████████████████ | (77183/146578, 126 it/s) [8m55s:9m9s] 52% |█████████████████ | (77199/146578, 143 it/s) [8m55s:8m6s] 52% |█████████████████ | (77215/146578, 143 it/s) [8m55s:8m6s] 52% |█████████████████ | (77229/146578, 143 it/s) [8m55s:8m6s] 52% |█████████████████ | (77239/146578, 143 it/s) [8m55s:8m5s] 52% |█████████████████ | (77240/146578, 143 it/s) [8m56s:8m5s] 52% |█████████████████ | (77253/146578, 143 it/s) [8m56s:8m5s] 52% |████████████████ | (77266/146578, 140 it/s) [8m56s:8m14s] 52% |████████████████ | (77284/146578, 140 it/s) [8m56s:8m14s] 52% |████████████████ | (77297/146578, 140 it/s) [8m56s:8m14s] 52% |████████████████ | (77313/146578, 140 it/s) [8m56s:8m14s] 52% |█████████████████ | (77317/146578, 141 it/s) [8m56s:8m9s] 52% |█████████████████ | (77334/146578, 141 it/s) [8m56s:8m9s] 52% |█████████████████ | (77351/146578, 141 it/s) [8m56s:8m9s] 52% |█████████████████ | (77364/146578, 141 it/s) [8m56s:8m9s] 52% |█████████████████ | (77367/146578, 141 it/s) [8m57s:8m9s] 52% |█████████████████ | (77378/146578, 141 it/s) [8m57s:8m9s] 52% |█████████████████ | (77394/146578, 141 it/s) [8m57s:8m9s] 52% |█████████████████ | (77395/146578, 141 it/s) [8m57s:8m9s] 52% |█████████████████ | (77413/146578, 141 it/s) [8m57s:8m9s] 52% |█████████████████ | (77429/146578, 141 it/s) [8m57s:8m9s] 52% |█████████████████ | (77448/146578, 141 it/s) [8m57s:8m9s] 52% |█████████████████ | (77450/146578, 141 it/s) [8m57s:8m9s] 52% |████████████████ | (77466/146578, 149 it/s) [8m57s:7m45s] 52% |████████████████ | (77482/146578, 149 it/s) [8m57s:7m45s] 52% |████████████████ | (77500/146578, 149 it/s) [8m58s:7m44s] 52% |████████████████ | (77519/146578, 149 it/s) [8m58s:7m44s] 52% |████████████████ | (77537/146578, 149 it/s) [8m58s:7m44s] 52% |████████████████ | (77555/146578, 149 it/s) [8m58s:7m44s] 52% |████████████████ | (77560/146578, 149 it/s) [8m58s:7m44s] 52% |████████████████ | (77572/146578, 154 it/s) [8m58s:7m26s] 52% |████████████████ | (77590/146578, 154 it/s) [8m58s:7m26s] 52% |████████████████ | (77608/146578, 154 it/s) [8m58s:7m26s] 52% |████████████████ | (77628/146578, 154 it/s) [8m58s:7m26s] 52% |████████████████ | (77648/146578, 154 it/s) [8m58s:7m26s] 52% |████████████████ | (77668/146578, 154 it/s) [8m58s:7m26s] 53% |████████████████ | (77688/146578, 154 it/s) [8m58s:7m25s] 53% |█████████████████ | (77708/146578, 163 it/s) [8m58s:7m1s] 53% |█████████████████ | (77728/146578, 163 it/s) [8m59s:7m1s] 53% |█████████████████ | (77746/146578, 163 it/s) [8m59s:7m1s] 53% |█████████████████ | (77767/146578, 163 it/s) [8m59s:7m1s] 53% |█████████████████ | (77786/146578, 163 it/s) [8m59s:7m0s] 53% |█████████████████ | (77804/146578, 163 it/s) [8m59s:7m0s] 53% |█████████████████ | (77816/146578, 163 it/s) [8m59s:7m2s] 53% |█████████████████ | (77826/146578, 163 it/s) [8m59s:7m2s] 53% |█████████████████ | (77846/146578, 163 it/s) [8m59s:7m1s] 53% |█████████████████ | (77866/146578, 163 it/s) [8m59s:7m1s] 53% |█████████████████ | (77879/146578, 163 it/s) [8m59s:7m1s] 53% |█████████████████ | (77898/146578, 163 it/s) [8m59s:7m1s] 53% |█████████████████ | (77903/146578, 163 it/s) [8m59s:7m1s] 53% |█████████████████ | (77905/146578, 168 it/s) [9m0s:6m48s] 53% |█████████████████ | (77924/146578, 168 it/s) [9m0s:6m48s] 53% |█████████████████ | (77942/146578, 168 it/s) [9m0s:6m48s] 53% |█████████████████ | (77961/146578, 168 it/s) [9m0s:6m47s] 53% |█████████████████ | (77981/146578, 168 it/s) [9m0s:6m47s] 53% |█████████████████ | (77992/146578, 168 it/s) [9m0s:6m47s] 53% |█████████████████ | (78009/146578, 172 it/s) [9m0s:6m38s] 53% |█████████████████ | (78016/146578, 172 it/s) [9m0s:6m38s] 53% |█████████████████ | (78030/146578, 172 it/s) [9m0s:6m38s] 53% |█████████████████ | (78044/146578, 172 it/s) [9m0s:6m38s] 53% |█████████████████ | (78047/146578, 172 it/s) [9m0s:6m38s] 53% |██████████████████ | (78060/146578, 160 it/s) [9m1s:7m9s] 53% |██████████████████ | (78064/146578, 160 it/s) [9m1s:7m9s] 53% |██████████████████ | (78070/146578, 160 it/s) [9m1s:7m9s] 53% |██████████████████ | (78075/146578, 160 it/s) [9m1s:7m9s] 53% |██████████████████ | (78082/146578, 160 it/s) [9m1s:7m9s] 53% |█████████████████ | (78086/146578, 152 it/s) [9m1s:7m29s] 53% |█████████████████ | (78092/146578, 152 it/s) [9m1s:7m29s] 53% |█████████████████ | (78108/146578, 152 it/s) [9m1s:7m29s] 53% |█████████████████ | (78126/146578, 152 it/s) [9m1s:7m29s] 53% |█████████████████ | (78147/146578, 152 it/s) [9m2s:7m29s] 53% |█████████████████ | (78166/146578, 152 it/s) [9m2s:7m29s] 53% |█████████████████ | (78167/146578, 157 it/s) [9m2s:7m16s] 53% |█████████████████ | (78187/146578, 157 it/s) [9m2s:7m16s] 53% |█████████████████ | (78204/146578, 157 it/s) [9m2s:7m16s] 53% |█████████████████ | (78224/146578, 157 it/s) [9m2s:7m16s] 53% |█████████████████ | (78242/146578, 157 it/s) [9m2s:7m16s] 53% |█████████████████ | (78254/146578, 157 it/s) [9m2s:7m16s] 53% |█████████████████ | (78261/146578, 157 it/s) [9m2s:7m14s] 53% |█████████████████ | (78263/146578, 157 it/s) [9m3s:7m14s] 53% |█████████████████ | (78283/146578, 157 it/s) [9m3s:7m14s] 53% |█████████████████ | (78304/146578, 157 it/s) [9m3s:7m13s] 53% |█████████████████ | (78323/146578, 157 it/s) [9m3s:7m13s] 53% |█████████████████ | (78333/146578, 157 it/s) [9m3s:7m13s] 53% |█████████████████ | (78349/146578, 158 it/s) [9m3s:7m10s] 53% |█████████████████ | (78368/146578, 158 it/s) [9m3s:7m10s] 53% |█████████████████ | (78382/146578, 158 it/s) [9m3s:7m10s] 53% |█████████████████ | (78388/146578, 158 it/s) [9m3s:7m10s] 53% |█████████████████ | (78406/146578, 154 it/s) [9m3s:7m23s] 53% |█████████████████ | (78407/146578, 154 it/s) [9m4s:7m23s] 53% |█████████████████ | (78426/146578, 154 it/s) [9m4s:7m23s] 53% |█████████████████ | (78444/146578, 154 it/s) [9m4s:7m23s] 53% |█████████████████ | (78462/146578, 154 it/s) [9m4s:7m23s] 53% |█████████████████ | (78478/146578, 154 it/s) [9m4s:7m23s] 53% |█████████████████ | (78497/146578, 143 it/s) [9m4s:7m57s] 53% |█████████████████ | (78503/146578, 143 it/s) [9m4s:7m57s] 53% |█████████████████ | (78511/146578, 143 it/s) [9m4s:7m57s] 53% |█████████████████ | (78529/146578, 143 it/s) [9m4s:7m56s] 53% |█████████████████ | (78544/146578, 133 it/s) [9m5s:8m32s] 53% |█████████████████ | (78549/146578, 133 it/s) [9m5s:8m32s] 53% |█████████████████ | (78556/146578, 133 it/s) [9m5s:8m32s] 53% |█████████████████ | (78565/146578, 133 it/s) [9m5s:8m32s] 53% |█████████████████ | (78576/146578, 123 it/s) [9m5s:9m12s] 53% |█████████████████ | (78585/146578, 123 it/s) [9m5s:9m12s] 53% |█████████████████ | (78594/146578, 123 it/s) [9m5s:9m12s] 53% |█████████████████ | (78603/146578, 123 it/s) [9m5s:9m12s] 53% |█████████████████ | (78615/146578, 123 it/s) [9m5s:9m11s] 53% |█████████████████ | (78626/146578, 123 it/s) [9m5s:9m11s] 53% |█████████████████ | (78630/146578, 115 it/s) [9m6s:9m51s] 53% |█████████████████ | (78648/146578, 115 it/s) [9m6s:9m51s] 53% |█████████████████ | (78659/146578, 115 it/s) [9m6s:9m50s] 53% |█████████████████ | (78668/146578, 115 it/s) [9m6s:9m50s] 53% |█████████████████ | (78676/146578, 113 it/s) [9m6s:9m59s] 53% |█████████████████ | (78684/146578, 113 it/s) [9m6s:9m59s] 53% |█████████████████ | (78704/146578, 113 it/s) [9m6s:9m58s] 53% |█████████████████ | (78725/146578, 113 it/s) [9m6s:9m58s] 53% |█████████████████ | (78744/146578, 113 it/s) [9m7s:9m58s] 53% |█████████████████ | (78761/146578, 126 it/s) [9m7s:8m59s] 53% |█████████████████ | (78778/146578, 126 it/s) [9m7s:8m59s] 53% |█████████████████ | (78797/146578, 126 it/s) [9m7s:8m59s] 53% |█████████████████ | (78815/146578, 126 it/s) [9m7s:8m59s] 53% |█████████████████ | (78834/146578, 126 it/s) [9m7s:8m59s] 53% |█████████████████ | (78854/146578, 126 it/s) [9m7s:8m59s] 53% |█████████████████ | (78872/146578, 126 it/s) [9m7s:8m58s] 53% |█████████████████ | (78890/146578, 126 it/s) [9m7s:8m58s] 53% |██████████████████ | (78907/146578, 138 it/s) [9m7s:8m8s] 53% |██████████████████ | (78908/146578, 138 it/s) [9m7s:8m8s] 53% |██████████████████ | (78925/146578, 138 it/s) [9m7s:8m8s] 53% |██████████████████ | (78935/146578, 138 it/s) [9m7s:8m8s] 53% |█████████████████ | (78938/146578, 130 it/s) [9m8s:8m40s] 53% |█████████████████ | (78940/146578, 130 it/s) [9m8s:8m40s] 53% |█████████████████ | (78958/146578, 130 it/s) [9m8s:8m39s] 53% |█████████████████ | (78975/146578, 130 it/s) [9m8s:8m39s] 53% |█████████████████ | (78976/146578, 130 it/s) [9m8s:8m39s] 53% |█████████████████ | (78977/146578, 130 it/s) [9m8s:8m39s] 53% |██████████████████ | (78989/146578, 125 it/s) [9m8s:9m1s] 53% |██████████████████ | (79009/146578, 125 it/s) [9m8s:9m1s] 53% |██████████████████ | (79028/146578, 125 it/s) [9m8s:9m1s] 53% |██████████████████ | (79048/146578, 125 it/s) [9m8s:9m1s] 53% |██████████████████ | (79065/146578, 125 it/s) [9m9s:9m1s] 53% |██████████████████ | (79083/146578, 125 it/s) [9m9s:9m0s] 53% |██████████████████ | (79101/146578, 125 it/s) [9m9s:9m0s] 53% |██████████████████ | (79119/146578, 125 it/s) [9m9s:9m0s] 53% |██████████████████ | (79140/146578, 138 it/s) [9m9s:8m7s] 54% |██████████████████ | (79157/146578, 138 it/s) [9m9s:8m7s] 54% |██████████████████ | (79176/146578, 138 it/s) [9m9s:8m7s] 54% |██████████████████ | (79196/146578, 138 it/s) [9m9s:8m7s] 54% |██████████████████ | (79215/146578, 138 it/s) [9m9s:8m7s] 54% |██████████████████ | (79235/146578, 138 it/s) [9m9s:8m7s] 54% |██████████████████ | (79253/146578, 138 it/s) [9m9s:8m6s] 54% |█████████████████ | (79273/146578, 152 it/s) [9m9s:7m23s] 54% |█████████████████ | (79292/146578, 152 it/s) [9m9s:7m23s] 54% |█████████████████ | (79310/146578, 152 it/s) [9m9s:7m23s] 54% |█████████████████ | (79328/146578, 152 it/s) [9m9s:7m22s] 54% |█████████████████ | (79348/146578, 152 it/s) [9m10s:7m22s] 54% |█████████████████ | (79366/146578, 152 it/s) [9m10s:7m22s] 54% |█████████████████ | (79386/146578, 152 it/s) [9m10s:7m22s] 54% |█████████████████ | (79404/146578, 152 it/s) [9m10s:7m22s] 54% |█████████████████ | (79422/146578, 169 it/s) [9m10s:6m37s] 54% |█████████████████ | (79440/146578, 169 it/s) [9m10s:6m37s] 54% |█████████████████ | (79447/146578, 169 it/s) [9m10s:6m37s] 54% |█████████████████ | (79448/146578, 169 it/s) [9m10s:6m37s] 54% |█████████████████ | (79468/146578, 169 it/s) [9m10s:6m37s] 54% |█████████████████ | (79482/146578, 169 it/s) [9m10s:6m37s] 54% |█████████████████ | (79497/146578, 178 it/s) [9m10s:6m15s] 54% |█████████████████ | (79511/146578, 178 it/s) [9m10s:6m15s] 54% |█████████████████ | (79530/146578, 178 it/s) [9m10s:6m15s] 54% |█████████████████ | (79533/146578, 178 it/s) [9m11s:6m15s] 54% |█████████████████ | (79544/146578, 178 it/s) [9m11s:6m15s] 54% |█████████████████ | (79560/146578, 178 it/s) [9m11s:6m15s] 54% |█████████████████ | (79578/146578, 184 it/s) [9m11s:6m4s] 54% |█████████████████ | (79593/146578, 184 it/s) [9m11s:6m4s] 54% |█████████████████ | (79612/146578, 184 it/s) [9m11s:6m3s] 54% |█████████████████ | (79616/146578, 184 it/s) [9m11s:6m3s] 54% |█████████████████ | (79624/146578, 184 it/s) [9m11s:6m3s] 54% |█████████████████ | (79642/146578, 184 it/s) [9m11s:6m3s] 54% |█████████████████ | (79656/146578, 191 it/s) [9m11s:5m50s] 54% |█████████████████ | (79671/146578, 191 it/s) [9m11s:5m50s] 54% |█████████████████ | (79691/146578, 191 it/s) [9m11s:5m50s] 54% |█████████████████ | (79694/146578, 191 it/s) [9m12s:5m50s] 54% |█████████████████ | (79704/146578, 191 it/s) [9m12s:5m50s] 54% |█████████████████ | (79723/146578, 191 it/s) [9m12s:5m50s] 54% |█████████████████ | (79742/146578, 189 it/s) [9m12s:5m52s] 54% |█████████████████ | (79756/146578, 189 it/s) [9m12s:5m52s] 54% |█████████████████ | (79776/146578, 189 it/s) [9m12s:5m52s] 54% |█████████████████ | (79781/146578, 189 it/s) [9m12s:5m52s] 54% |█████████████████ | (79792/146578, 189 it/s) [9m12s:5m52s] 54% |█████████████████ | (79812/146578, 179 it/s) [9m12s:6m13s] 54% |█████████████████ | (79816/146578, 179 it/s) [9m12s:6m13s] 54% |█████████████████ | (79826/146578, 179 it/s) [9m13s:6m13s] 54% |█████████████████ | (79835/146578, 178 it/s) [9m13s:6m15s] 54% |█████████████████ | (79846/146578, 178 it/s) [9m13s:6m15s] 54% |█████████████████ | (79854/146578, 178 it/s) [9m13s:6m15s] 54% |█████████████████ | (79865/146578, 178 it/s) [9m13s:6m15s] 54% |█████████████████ | (79875/146578, 178 it/s) [9m13s:6m15s] 54% |█████████████████ | (79885/146578, 178 it/s) [9m13s:6m14s] 54% |█████████████████ | (79904/146578, 178 it/s) [9m13s:6m14s] 54% |█████████████████ | (79924/146578, 178 it/s) [9m13s:6m14s] 54% |█████████████████ | (79943/146578, 178 it/s) [9m14s:6m14s] 54% |█████████████████ | (79948/146578, 178 it/s) [9m14s:6m14s] 54% |█████████████████ | (79949/146578, 178 it/s) [9m14s:6m14s] 54% |█████████████████ | (79969/146578, 178 it/s) [9m14s:6m14s] 54% |█████████████████ | (79986/146578, 169 it/s) [9m14s:6m32s] 54% |█████████████████ | (80003/146578, 169 it/s) [9m14s:6m32s] 54% |█████████████████ | (80022/146578, 169 it/s) [9m14s:6m32s] 54% |█████████████████ | (80041/146578, 169 it/s) [9m14s:6m32s] 54% |█████████████████ | (80048/146578, 169 it/s) [9m14s:6m32s] 54% |█████████████████ | (80066/146578, 169 it/s) [9m14s:6m32s] 54% |█████████████████ | (80085/146578, 158 it/s) [9m14s:6m59s] 54% |█████████████████ | (80097/146578, 158 it/s) [9m15s:6m59s] 54% |█████████████████ | (80102/146578, 158 it/s) [9m15s:6m59s] 54% |█████████████████ | (80112/146578, 158 it/s) [9m15s:6m59s] 54% |█████████████████ | (80113/146578, 158 it/s) [9m15s:6m59s] 54% |█████████████████ | (80119/146578, 140 it/s) [9m15s:7m55s] 54% |█████████████████ | (80126/146578, 140 it/s) [9m15s:7m55s] 54% |█████████████████ | (80137/146578, 140 it/s) [9m15s:7m55s] 54% |█████████████████ | (80145/146578, 140 it/s) [9m15s:7m55s] 54% |█████████████████ | (80157/146578, 140 it/s) [9m15s:7m55s] 54% |█████████████████ | (80166/146578, 133 it/s) [9m15s:8m19s] 54% |█████████████████ | (80178/146578, 133 it/s) [9m16s:8m19s] 54% |█████████████████ | (80189/146578, 133 it/s) [9m16s:8m19s] 54% |█████████████████ | (80191/146578, 133 it/s) [9m16s:8m19s] 54% |█████████████████ | (80197/146578, 133 it/s) [9m16s:8m19s] 54% |█████████████████ | (80200/146578, 123 it/s) [9m16s:9m1s] 54% |█████████████████ | (80203/146578, 123 it/s) [9m16s:9m1s] 54% |█████████████████ | (80222/146578, 123 it/s) [9m16s:9m1s] 54% |█████████████████ | (80241/146578, 123 it/s) [9m16s:9m1s] 54% |█████████████████ | (80259/146578, 123 it/s) [9m16s:9m0s] 54% |█████████████████ | (80277/146578, 123 it/s) [9m16s:9m0s] 54% |█████████████████ | (80297/146578, 126 it/s) [9m17s:8m47s] 54% |█████████████████ | (80313/146578, 126 it/s) [9m17s:8m47s] 54% |█████████████████ | (80332/146578, 126 it/s) [9m17s:8m47s] 54% |█████████████████ | (80350/146578, 126 it/s) [9m17s:8m47s] 54% |█████████████████ | (80364/146578, 126 it/s) [9m17s:8m47s] 54% |█████████████████ | (80381/146578, 126 it/s) [9m17s:8m47s] 54% |█████████████████ | (80387/146578, 126 it/s) [9m17s:8m47s] 54% |█████████████████ | (80398/146578, 131 it/s) [9m17s:8m25s] 54% |█████████████████ | (80399/146578, 131 it/s) [9m17s:8m25s] 54% |█████████████████ | (80418/146578, 117 it/s) [9m18s:9m25s] 54% |█████████████████ | (80431/146578, 117 it/s) [9m18s:9m25s] 54% |█████████████████ | (80436/146578, 117 it/s) [9m18s:9m25s] 54% |█████████████████ | (80446/146578, 117 it/s) [9m18s:9m24s] 54% |█████████████████ | (80461/146578, 117 it/s) [9m18s:9m24s] 54% |█████████████████ | (80476/146578, 117 it/s) [9m18s:9m24s] 54% |█████████████████ | (80489/146578, 125 it/s) [9m18s:8m46s] 54% |█████████████████ | (80506/146578, 125 it/s) [9m18s:8m46s] 54% |█████████████████ | (80507/146578, 125 it/s) [9m18s:8m46s] 54% |█████████████████ | (80511/146578, 125 it/s) [9m18s:8m46s] 54% |█████████████████ | (80520/146578, 125 it/s) [9m18s:8m46s] 54% |█████████████████ | (80540/146578, 127 it/s) [9m19s:8m40s] 54% |█████████████████ | (80558/146578, 127 it/s) [9m19s:8m40s] 54% |█████████████████ | (80570/146578, 127 it/s) [9m19s:8m40s] 54% |█████████████████ | (80586/146578, 127 it/s) [9m19s:8m40s] 54% |█████████████████ | (80600/146578, 127 it/s) [9m19s:8m40s] 54% |█████████████████ | (80616/146578, 127 it/s) [9m19s:8m40s] 55% |█████████████████ | (80634/146578, 127 it/s) [9m19s:8m41s] 55% |█████████████████ | (80647/146578, 127 it/s) [9m19s:8m41s] 55% |█████████████████ | (80666/146578, 127 it/s) [9m19s:8m40s] 55% |█████████████████ | (80684/146578, 127 it/s) [9m19s:8m40s] 55% |█████████████████ | (80700/146578, 127 it/s) [9m19s:8m40s] 55% |█████████████████ | (80716/146578, 127 it/s) [9m19s:8m40s] 55% |█████████████████ | (80734/146578, 127 it/s) [9m19s:8m40s] 55% |█████████████████ | (80747/146578, 127 it/s) [9m20s:8m40s] 55% |█████████████████ | (80765/146578, 134 it/s) [9m20s:8m12s] 55% |█████████████████ | (80782/146578, 134 it/s) [9m20s:8m12s] 55% |█████████████████ | (80801/146578, 134 it/s) [9m20s:8m12s] 55% |█████████████████ | (80821/146578, 134 it/s) [9m20s:8m12s] 55% |█████████████████ | (80834/146578, 134 it/s) [9m20s:8m12s] 55% |█████████████████ | (80854/146578, 134 it/s) [9m20s:8m11s] 55% |█████████████████ | (80868/146578, 134 it/s) [9m20s:8m11s] 55% |█████████████████ | (80886/146578, 150 it/s) [9m20s:7m19s] 55% |█████████████████ | (80904/146578, 150 it/s) [9m20s:7m19s] 55% |█████████████████ | (80923/146578, 150 it/s) [9m20s:7m18s] 55% |█████████████████ | (80941/146578, 150 it/s) [9m20s:7m18s] 55% |█████████████████ | (80959/146578, 150 it/s) [9m20s:7m18s] 55% |█████████████████ | (80979/146578, 150 it/s) [9m20s:7m18s] 55% |█████████████████ | (80998/146578, 150 it/s) [9m20s:7m18s] 55% |█████████████████ | (81016/146578, 150 it/s) [9m21s:7m18s] 55% |█████████████████ | (81036/146578, 168 it/s) [9m21s:6m29s] 55% |█████████████████ | (81055/146578, 168 it/s) [9m21s:6m29s] 55% |█████████████████ | (81073/146578, 168 it/s) [9m21s:6m29s] 55% |█████████████████ | (81086/146578, 168 it/s) [9m21s:6m29s] 55% |█████████████████ | (81103/146578, 168 it/s) [9m21s:6m29s] 55% |█████████████████ | (81121/146578, 168 it/s) [9m21s:6m29s] 55% |█████████████████ | (81139/146578, 168 it/s) [9m21s:6m29s] 55% |█████████████████ | (81141/146578, 187 it/s) [9m21s:5m50s] 55% |█████████████████ | (81142/146578, 187 it/s) [9m21s:5m50s] 55% |█████████████████ | (81159/146578, 187 it/s) [9m21s:5m49s] 55% |█████████████████ | (81177/146578, 187 it/s) [9m21s:5m49s] 55% |█████████████████ | (81197/146578, 187 it/s) [9m21s:5m49s] 55% |█████████████████ | (81214/146578, 187 it/s) [9m21s:5m49s] 55% |█████████████████ | (81232/146578, 187 it/s) [9m22s:5m50s] 55% |█████████████████ | (81241/146578, 187 it/s) [9m22s:5m50s] 55% |█████████████████ | (81253/146578, 187 it/s) [9m22s:5m50s] 55% |█████████████████ | (81271/146578, 187 it/s) [9m22s:5m50s] 55% |█████████████████ | (81290/146578, 187 it/s) [9m22s:5m49s] 55% |█████████████████ | (81305/146578, 187 it/s) [9m22s:5m49s] 55% |█████████████████ | (81324/146578, 182 it/s) [9m22s:5m58s] 55% |█████████████████ | (81339/146578, 182 it/s) [9m22s:5m58s] 55% |█████████████████ | (81357/146578, 182 it/s) [9m22s:5m58s] 55% |█████████████████ | (81372/146578, 182 it/s) [9m22s:5m58s] 55% |█████████████████ | (81381/146578, 190 it/s) [9m23s:5m43s] 55% |█████████████████ | (81382/146578, 190 it/s) [9m23s:5m43s] 55% |█████████████████ | (81399/146578, 190 it/s) [9m23s:5m43s] 55% |█████████████████ | (81418/146578, 190 it/s) [9m23s:5m43s] 55% |█████████████████ | (81429/146578, 190 it/s) [9m23s:5m43s] 55% |█████████████████ | (81449/146578, 190 it/s) [9m23s:5m43s] 55% |█████████████████ | (81451/146578, 187 it/s) [9m23s:5m48s] 55% |█████████████████ | (81462/146578, 187 it/s) [9m23s:5m48s] 55% |█████████████████ | (81472/146578, 187 it/s) [9m24s:5m47s] 55% |█████████████████ | (81491/146578, 187 it/s) [9m24s:5m47s] 55% |█████████████████ | (81506/146578, 187 it/s) [9m24s:5m47s] 55% |█████████████████ | (81521/146578, 187 it/s) [9m24s:5m47s] 55% |█████████████████ | (81535/146578, 187 it/s) [9m24s:5m47s] 55% |█████████████████ | (81551/146578, 194 it/s) [9m24s:5m35s] 55% |█████████████████ | (81570/146578, 194 it/s) [9m24s:5m34s] 55% |█████████████████ | (81571/146578, 194 it/s) [9m24s:5m34s] 55% |█████████████████ | (81589/146578, 194 it/s) [9m24s:5m34s] 55% |█████████████████ | (81606/146578, 194 it/s) [9m24s:5m34s] 55% |█████████████████ | (81624/146578, 194 it/s) [9m24s:5m34s] 55% |█████████████████ | (81642/146578, 194 it/s) [9m24s:5m34s] 55% |█████████████████ | (81661/146578, 196 it/s) [9m24s:5m31s] 55% |█████████████████ | (81677/146578, 196 it/s) [9m24s:5m31s] 55% |█████████████████ | (81680/146578, 196 it/s) [9m25s:5m31s] 55% |█████████████████ | (81693/146578, 196 it/s) [9m25s:5m31s] 55% |█████████████████ | (81710/146578, 196 it/s) [9m25s:5m31s] 55% |█████████████████ | (81728/146578, 188 it/s) [9m25s:5m44s] 55% |█████████████████ | (81744/146578, 188 it/s) [9m25s:5m44s] 55% |█████████████████ | (81760/146578, 188 it/s) [9m25s:5m44s] 55% |█████████████████ | (81767/146578, 188 it/s) [9m25s:5m44s] 55% |█████████████████ | (81775/146578, 188 it/s) [9m25s:5m44s] 55% |█████████████████ | (81794/146578, 188 it/s) [9m25s:5m44s] 55% |██████████████████ | (81812/146578, 179 it/s) [9m25s:6m2s] 55% |██████████████████ | (81828/146578, 179 it/s) [9m25s:6m2s] 55% |██████████████████ | (81848/146578, 179 it/s) [9m26s:6m1s] 55% |██████████████████ | (81853/146578, 179 it/s) [9m26s:6m1s] 55% |██████████████████ | (81863/146578, 179 it/s) [9m26s:6m1s] 55% |██████████████████ | (81884/146578, 179 it/s) [9m26s:6m1s] 55% |█████████████████ | (81902/146578, 168 it/s) [9m26s:6m24s] 55% |█████████████████ | (81917/146578, 168 it/s) [9m26s:6m24s] 55% |█████████████████ | (81934/146578, 168 it/s) [9m26s:6m24s] 55% |█████████████████ | (81943/146578, 168 it/s) [9m26s:6m24s] 55% |█████████████████ | (81964/146578, 168 it/s) [9m26s:6m23s] 55% |█████████████████ | (81984/146578, 168 it/s) [9m26s:6m23s] 55% |█████████████████ | (82003/146578, 165 it/s) [9m26s:6m31s] 55% |█████████████████ | (82022/146578, 165 it/s) [9m26s:6m31s] 55% |█████████████████ | (82033/146578, 165 it/s) [9m26s:6m31s] 55% |█████████████████ | (82050/146578, 165 it/s) [9m27s:6m31s] 55% |█████████████████ | (82051/146578, 165 it/s) [9m27s:6m31s] 55% |█████████████████ | (82059/146578, 159 it/s) [9m27s:6m46s] 55% |█████████████████ | (82080/146578, 159 it/s) [9m27s:6m45s] 56% |█████████████████ | (82098/146578, 159 it/s) [9m27s:6m45s] 56% |█████████████████ | (82114/146578, 159 it/s) [9m27s:6m45s] 56% |█████████████████ | (82129/146578, 159 it/s) [9m27s:6m45s] 56% |█████████████████ | (82150/146578, 159 it/s) [9m27s:6m45s] 56% |█████████████████ | (82166/146578, 159 it/s) [9m27s:6m45s] 56% |█████████████████ | (82184/146578, 165 it/s) [9m27s:6m30s] 56% |█████████████████ | (82200/146578, 165 it/s) [9m27s:6m29s] 56% |█████████████████ | (82203/146578, 165 it/s) [9m28s:6m29s] 56% |█████████████████ | (82206/146578, 161 it/s) [9m28s:6m40s] 56% |█████████████████ | (82214/146578, 161 it/s) [9m28s:6m40s] 56% |█████████████████ | (82230/146578, 161 it/s) [9m28s:6m40s] 56% |█████████████████ | (82247/146578, 161 it/s) [9m28s:6m40s] 56% |█████████████████ | (82265/146578, 161 it/s) [9m28s:6m40s] 56% |█████████████████ | (82281/146578, 161 it/s) [9m28s:6m40s] 56% |█████████████████ | (82297/146578, 161 it/s) [9m28s:6m40s] 56% |█████████████████ | (82300/146578, 166 it/s) [9m28s:6m27s] 56% |█████████████████ | (82319/146578, 166 it/s) [9m29s:6m27s] 56% |█████████████████ | (82336/146578, 166 it/s) [9m29s:6m27s] 56% |█████████████████ | (82356/146578, 166 it/s) [9m29s:6m27s] 56% |█████████████████ | (82360/146578, 166 it/s) [9m29s:6m27s] 56% |█████████████████ | (82364/146578, 160 it/s) [9m29s:6m41s] 56% |█████████████████ | (82366/146578, 160 it/s) [9m29s:6m41s] 56% |█████████████████ | (82371/146578, 160 it/s) [9m29s:6m41s] 56% |█████████████████ | (82390/146578, 160 it/s) [9m29s:6m41s] 56% |█████████████████ | (82406/146578, 160 it/s) [9m29s:6m41s] 56% |█████████████████ | (82420/146578, 160 it/s) [9m29s:6m40s] 56% |█████████████████ | (82430/146578, 160 it/s) [9m30s:6m40s] 56% |█████████████████ | (82448/146578, 153 it/s) [9m30s:6m58s] 56% |█████████████████ | (82457/146578, 153 it/s) [9m30s:6m58s] 56% |█████████████████ | (82475/146578, 153 it/s) [9m30s:6m58s] 56% |█████████████████ | (82495/146578, 153 it/s) [9m30s:6m58s] 56% |█████████████████ | (82506/146578, 149 it/s) [9m30s:7m11s] 56% |█████████████████ | (82521/146578, 149 it/s) [9m30s:7m11s] 56% |█████████████████ | (82531/146578, 149 it/s) [9m30s:7m10s] 56% |█████████████████ | (82532/146578, 149 it/s) [9m30s:7m10s] 56% |█████████████████ | (82547/146578, 149 it/s) [9m30s:7m10s] 56% |█████████████████ | (82564/146578, 149 it/s) [9m30s:7m10s] 56% |█████████████████ | (82585/146578, 149 it/s) [9m31s:7m10s] 56% |██████████████████ | (82603/146578, 151 it/s) [9m31s:7m2s] 56% |██████████████████ | (82610/146578, 151 it/s) [9m31s:7m2s] 56% |██████████████████ | (82613/146578, 151 it/s) [9m31s:7m2s] 56% |█████████████████ | (82632/146578, 140 it/s) [9m31s:7m36s] 56% |█████████████████ | (82652/146578, 140 it/s) [9m31s:7m36s] 56% |█████████████████ | (82662/146578, 140 it/s) [9m31s:7m36s] 56% |█████████████████ | (82672/146578, 140 it/s) [9m31s:7m36s] 56% |█████████████████ | (82684/146578, 140 it/s) [9m31s:7m36s] 56% |█████████████████ | (82685/146578, 140 it/s) [9m32s:7m36s] 56% |█████████████████ | (82704/146578, 135 it/s) [9m32s:7m53s] 56% |█████████████████ | (82712/146578, 135 it/s) [9m32s:7m53s] 56% |█████████████████ | (82725/146578, 135 it/s) [9m32s:7m52s] 56% |█████████████████ | (82736/146578, 135 it/s) [9m32s:7m52s] 56% |█████████████████ | (82745/146578, 135 it/s) [9m32s:7m52s] 56% |█████████████████ | (82757/146578, 133 it/s) [9m32s:7m59s] 56% |█████████████████ | (82767/146578, 133 it/s) [9m32s:7m59s] 56% |█████████████████ | (82778/146578, 133 it/s) [9m32s:7m59s] 56% |█████████████████ | (82795/146578, 133 it/s) [9m32s:7m59s] 56% |█████████████████ | (82814/146578, 133 it/s) [9m33s:7m59s] 56% |█████████████████ | (82833/146578, 124 it/s) [9m33s:8m34s] 56% |█████████████████ | (82835/146578, 124 it/s) [9m33s:8m34s] 56% |█████████████████ | (82836/146578, 124 it/s) [9m33s:8m34s] 56% |█████████████████ | (82855/146578, 124 it/s) [9m33s:8m34s] 56% |█████████████████ | (82867/146578, 124 it/s) [9m33s:8m34s] 56% |█████████████████ | (82881/146578, 124 it/s) [9m33s:8m34s] 56% |█████████████████ | (82894/146578, 129 it/s) [9m33s:8m13s] 56% |█████████████████ | (82914/146578, 129 it/s) [9m33s:8m13s] 56% |█████████████████ | (82933/146578, 129 it/s) [9m34s:8m12s] 56% |█████████████████ | (82951/146578, 129 it/s) [9m34s:8m12s] 56% |█████████████████ | (82969/146578, 129 it/s) [9m34s:8m12s] 56% |██████████████████ | (82981/146578, 131 it/s) [9m34s:8m7s] 56% |██████████████████ | (82995/146578, 131 it/s) [9m34s:8m6s] 56% |██████████████████ | (82999/146578, 131 it/s) [9m34s:8m6s] 56% |█████████████████ | (83018/146578, 125 it/s) [9m34s:8m29s] 56% |█████████████████ | (83037/146578, 125 it/s) [9m34s:8m29s] 56% |█████████████████ | (83053/146578, 125 it/s) [9m34s:8m29s] 56% |█████████████████ | (83070/146578, 125 it/s) [9m34s:8m29s] 56% |█████████████████ | (83083/146578, 125 it/s) [9m35s:8m29s] 56% |█████████████████ | (83102/146578, 128 it/s) [9m35s:8m14s] 56% |█████████████████ | (83108/146578, 128 it/s) [9m35s:8m14s] 56% |█████████████████ | (83125/146578, 128 it/s) [9m35s:8m14s] 56% |█████████████████ | (83141/146578, 128 it/s) [9m35s:8m14s] 56% |█████████████████ | (83143/146578, 124 it/s) [9m35s:8m32s] 56% |█████████████████ | (83147/146578, 124 it/s) [9m35s:8m32s] 56% |█████████████████ | (83166/146578, 124 it/s) [9m35s:8m32s] 56% |█████████████████ | (83184/146578, 124 it/s) [9m35s:8m32s] 56% |█████████████████ | (83203/146578, 124 it/s) [9m36s:8m32s] 56% |█████████████████ | (83222/146578, 124 it/s) [9m36s:8m32s] 56% |█████████████████ | (83239/146578, 124 it/s) [9m36s:8m31s] 56% |█████████████████ | (83249/146578, 124 it/s) [9m36s:8m31s] 56% |█████████████████ | (83267/146578, 129 it/s) [9m36s:8m12s] 56% |█████████████████ | (83276/146578, 129 it/s) [9m36s:8m12s] 56% |█████████████████ | (83291/146578, 129 it/s) [9m36s:8m12s] 56% |██████████████████ | (83311/146578, 130 it/s) [9m36s:8m5s] 56% |██████████████████ | (83330/146578, 130 it/s) [9m36s:8m5s] 56% |██████████████████ | (83349/146578, 130 it/s) [9m37s:8m5s] 56% |██████████████████ | (83366/146578, 130 it/s) [9m37s:8m5s] 56% |██████████████████ | (83384/146578, 130 it/s) [9m37s:8m5s] 56% |██████████████████ | (83401/146578, 130 it/s) [9m37s:8m5s] 56% |██████████████████ | (83415/146578, 130 it/s) [9m37s:8m5s] 56% |██████████████████ | (83431/146578, 130 it/s) [9m37s:8m4s] 56% |█████████████████ | (83448/146578, 140 it/s) [9m37s:7m31s] 56% |█████████████████ | (83464/146578, 140 it/s) [9m37s:7m31s] 56% |█████████████████ | (83481/146578, 140 it/s) [9m37s:7m31s] 56% |█████████████████ | (83497/146578, 140 it/s) [9m37s:7m30s] 56% |█████████████████ | (83516/146578, 140 it/s) [9m37s:7m30s] 56% |█████████████████ | (83534/146578, 140 it/s) [9m37s:7m30s] 57% |██████████████████ | (83551/146578, 140 it/s) [9m37s:7m30s] 57% |██████████████████ | (83569/146578, 156 it/s) [9m37s:6m44s] 57% |██████████████████ | (83587/146578, 156 it/s) [9m37s:6m44s] 57% |██████████████████ | (83601/146578, 156 it/s) [9m38s:6m44s] 57% |██████████████████ | (83602/146578, 156 it/s) [9m38s:6m44s] 57% |██████████████████ | (83603/146578, 149 it/s) [9m38s:7m2s] 57% |██████████████████ | (83604/146578, 149 it/s) [9m38s:7m2s] 57% |██████████████████ | (83619/146578, 149 it/s) [9m38s:7m2s] 57% |██████████████████ | (83636/146578, 149 it/s) [9m38s:7m2s] 57% |██████████████████ | (83652/146578, 149 it/s) [9m38s:7m2s] 57% |██████████████████ | (83668/146578, 149 it/s) [9m38s:7m1s] 57% |██████████████████ | (83684/146578, 149 it/s) [9m38s:7m1s] 57% |██████████████████ | (83690/146578, 153 it/s) [9m39s:6m51s] 57% |██████████████████ | (83707/146578, 153 it/s) [9m39s:6m51s] 57% |██████████████████ | (83724/146578, 153 it/s) [9m39s:6m51s] 57% |██████████████████ | (83742/146578, 153 it/s) [9m39s:6m51s] 57% |██████████████████ | (83757/146578, 153 it/s) [9m39s:6m51s] 57% |██████████████████ | (83771/146578, 153 it/s) [9m39s:6m51s] 57% |██████████████████ | (83780/146578, 153 it/s) [9m39s:6m51s] 57% |██████████████████ | (83789/146578, 154 it/s) [9m39s:6m47s] 57% |██████████████████ | (83801/146578, 154 it/s) [9m39s:6m47s] 57% |██████████████████ | (83809/146578, 154 it/s) [9m39s:6m47s] 57% |██████████████████ | (83820/146578, 155 it/s) [9m40s:6m45s] 57% |██████████████████ | (83830/146578, 155 it/s) [9m40s:6m45s] 57% |██████████████████ | (83840/146578, 155 it/s) [9m40s:6m44s] 57% |██████████████████ | (83849/146578, 155 it/s) [9m40s:6m44s] 57% |██████████████████ | (83859/146578, 155 it/s) [9m40s:6m44s] 57% |██████████████████ | (83869/146578, 147 it/s) [9m40s:7m5s] 57% |██████████████████ | (83887/146578, 147 it/s) [9m40s:7m5s] 57% |██████████████████ | (83906/146578, 147 it/s) [9m40s:7m5s] 57% |██████████████████ | (83923/146578, 147 it/s) [9m40s:7m5s] 57% |██████████████████ | (83939/146578, 147 it/s) [9m40s:7m5s] 57% |██████████████████ | (83945/146578, 147 it/s) [9m40s:7m5s] 57% |██████████████████ | (83962/146578, 147 it/s) [9m40s:7m5s] 57% |██████████████████ | (83978/146578, 147 it/s) [9m41s:7m5s] 57% |██████████████████ | (83996/146578, 162 it/s) [9m41s:6m26s] 57% |██████████████████ | (84014/146578, 162 it/s) [9m41s:6m26s] 57% |██████████████████ | (84032/146578, 162 it/s) [9m41s:6m26s] 57% |██████████████████ | (84049/146578, 162 it/s) [9m41s:6m26s] 57% |██████████████████ | (84068/146578, 162 it/s) [9m41s:6m26s] 57% |██████████████████ | (84082/146578, 162 it/s) [9m41s:6m25s] 57% |██████████████████ | (84091/146578, 159 it/s) [9m41s:6m31s] 57% |██████████████████ | (84092/146578, 159 it/s) [9m41s:6m31s] 57% |██████████████████ | (84094/146578, 159 it/s) [9m41s:6m31s] 57% |██████████████████ | (84099/146578, 159 it/s) [9m42s:6m31s] 57% |██████████████████ | (84103/146578, 155 it/s) [9m42s:6m44s] 57% |██████████████████ | (84111/146578, 155 it/s) [9m42s:6m44s] 57% |██████████████████ | (84122/146578, 155 it/s) [9m42s:6m43s] 57% |██████████████████ | (84133/146578, 155 it/s) [9m42s:6m43s] 57% |██████████████████ | (84144/146578, 155 it/s) [9m42s:6m43s] 57% |██████████████████ | (84155/146578, 139 it/s) [9m42s:7m30s] 57% |██████████████████ | (84172/146578, 139 it/s) [9m42s:7m30s] 57% |██████████████████ | (84189/146578, 139 it/s) [9m42s:7m29s] 57% |██████████████████ | (84197/146578, 139 it/s) [9m42s:7m29s] 57% |██████████████████ | (84200/146578, 139 it/s) [9m42s:7m29s] 57% |██████████████████ | (84201/146578, 139 it/s) [9m43s:7m29s] 57% |██████████████████ | (84219/146578, 126 it/s) [9m43s:8m15s] 57% |██████████████████ | (84238/146578, 126 it/s) [9m43s:8m14s] 57% |██████████████████ | (84240/146578, 126 it/s) [9m43s:8m14s] 57% |██████████████████ | (84258/146578, 126 it/s) [9m43s:8m14s] 57% |██████████████████ | (84275/146578, 126 it/s) [9m43s:8m14s] 57% |██████████████████ | (84292/146578, 132 it/s) [9m43s:7m52s] 57% |██████████████████ | (84301/146578, 132 it/s) [9m43s:7m52s] 57% |██████████████████ | (84319/146578, 132 it/s) [9m43s:7m52s] 57% |██████████████████ | (84337/146578, 132 it/s) [9m43s:7m52s] 57% |██████████████████ | (84356/146578, 132 it/s) [9m44s:7m52s] 57% |██████████████████ | (84376/146578, 132 it/s) [9m44s:7m52s] 57% |██████████████████ | (84395/146578, 132 it/s) [9m44s:7m51s] 57% |██████████████████ | (84397/146578, 131 it/s) [9m44s:7m55s] 57% |██████████████████ | (84417/146578, 131 it/s) [9m44s:7m55s] 57% |██████████████████ | (84436/146578, 131 it/s) [9m44s:7m55s] 57% |██████████████████ | (84456/146578, 131 it/s) [9m44s:7m55s] 57% |██████████████████ | (84470/146578, 131 it/s) [9m44s:7m54s] 57% |██████████████████ | (84489/146578, 131 it/s) [9m44s:7m54s] 57% |██████████████████ | (84490/146578, 131 it/s) [9m44s:7m54s] 57% |██████████████████ | (84494/146578, 131 it/s) [9m44s:7m54s] 57% |██████████████████ | (84501/146578, 131 it/s) [9m45s:7m54s] 57% |██████████████████ | (84522/146578, 131 it/s) [9m45s:7m54s] 57% |██████████████████ | (84539/146578, 131 it/s) [9m45s:7m53s] 57% |██████████████████ | (84548/146578, 131 it/s) [9m45s:7m53s] 57% |██████████████████ | (84565/146578, 131 it/s) [9m45s:7m53s] 57% |██████████████████ | (84573/146578, 131 it/s) [9m45s:7m53s] 57% |██████████████████ | (84581/146578, 137 it/s) [9m45s:7m33s] 57% |██████████████████ | (84599/146578, 137 it/s) [9m45s:7m33s] 57% |██████████████████ | (84619/146578, 137 it/s) [9m45s:7m33s] 57% |██████████████████ | (84638/146578, 137 it/s) [9m45s:7m32s] 57% |██████████████████ | (84657/146578, 137 it/s) [9m45s:7m32s] 57% |██████████████████ | (84669/146578, 137 it/s) [9m45s:7m32s] 57% |██████████████████ | (84684/146578, 137 it/s) [9m46s:7m32s] 57% |██████████████████ | (84685/146578, 146 it/s) [9m46s:7m4s] 57% |██████████████████ | (84693/146578, 146 it/s) [9m46s:7m4s] 57% |██████████████████ | (84712/146578, 146 it/s) [9m46s:7m4s] 57% |██████████████████ | (84731/146578, 146 it/s) [9m46s:7m4s] 57% |██████████████████ | (84750/146578, 146 it/s) [9m46s:7m3s] 57% |██████████████████ | (84765/146578, 146 it/s) [9m46s:7m3s] 57% |██████████████████ | (84778/146578, 138 it/s) [9m46s:7m27s] 57% |██████████████████ | (84795/146578, 138 it/s) [9m46s:7m27s] 57% |██████████████████ | (84813/146578, 138 it/s) [9m46s:7m27s] 57% |██████████████████ | (84831/146578, 138 it/s) [9m47s:7m27s] 57% |██████████████████ | (84842/146578, 138 it/s) [9m47s:7m27s] 57% |██████████████████ | (84861/146578, 138 it/s) [9m47s:7m27s] 57% |██████████████████ | (84865/146578, 134 it/s) [9m47s:7m41s] 57% |██████████████████ | (84869/146578, 134 it/s) [9m47s:7m41s] 57% |██████████████████ | (84887/146578, 134 it/s) [9m47s:7m40s] 57% |██████████████████ | (84904/146578, 134 it/s) [9m47s:7m40s] 57% |██████████████████ | (84908/146578, 134 it/s) [9m47s:7m40s] 57% |██████████████████ | (84925/146578, 142 it/s) [9m47s:7m13s] 57% |██████████████████ | (84945/146578, 142 it/s) [9m47s:7m12s] 57% |██████████████████ | (84960/146578, 142 it/s) [9m48s:7m12s] 57% |██████████████████ | (84979/146578, 142 it/s) [9m48s:7m12s] 57% |██████████████████ | (84996/146578, 142 it/s) [9m48s:7m12s] 57% |██████████████████ | (85004/146578, 143 it/s) [9m48s:7m10s] 58% |██████████████████ | (85023/146578, 143 it/s) [9m48s:7m10s] 58% |██████████████████ | (85036/146578, 143 it/s) [9m48s:7m10s] 58% |██████████████████ | (85053/146578, 143 it/s) [9m48s:7m10s] 58% |██████████████████ | (85072/146578, 143 it/s) [9m48s:7m10s] 58% |██████████████████ | (85077/146578, 143 it/s) [9m49s:7m10s] 58% |███████████████████ | (85078/146578, 144 it/s) [9m49s:7m7s] 58% |███████████████████ | (85097/146578, 144 it/s) [9m49s:7m7s] 58% |███████████████████ | (85117/146578, 144 it/s) [9m49s:7m7s] 58% |███████████████████ | (85137/146578, 144 it/s) [9m49s:7m7s] 58% |███████████████████ | (85157/146578, 144 it/s) [9m49s:7m7s] 58% |███████████████████ | (85173/146578, 144 it/s) [9m49s:7m7s] 58% |███████████████████ | (85186/146578, 144 it/s) [9m49s:7m7s] 58% |███████████████████ | (85200/146578, 144 it/s) [9m49s:7m7s] 58% |██████████████████ | (85218/146578, 158 it/s) [9m49s:6m29s] 58% |██████████████████ | (85233/146578, 158 it/s) [9m49s:6m29s] 58% |██████████████████ | (85249/146578, 158 it/s) [9m49s:6m29s] 58% |██████████████████ | (85268/146578, 158 it/s) [9m49s:6m28s] 58% |██████████████████ | (85288/146578, 158 it/s) [9m50s:6m28s] 58% |██████████████████ | (85308/146578, 158 it/s) [9m50s:6m28s] 58% |██████████████████ | (85328/146578, 158 it/s) [9m50s:6m28s] 58% |███████████████████ | (85348/146578, 170 it/s) [9m50s:6m0s] 58% |███████████████████ | (85364/146578, 170 it/s) [9m50s:6m0s] 58% |███████████████████ | (85383/146578, 170 it/s) [9m50s:6m0s] 58% |██████████████████ | (85401/146578, 170 it/s) [9m50s:5m59s] 58% |██████████████████ | (85414/146578, 170 it/s) [9m50s:5m59s] 58% |██████████████████ | (85429/146578, 170 it/s) [9m50s:5m59s] 58% |██████████████████ | (85444/146578, 170 it/s) [9m50s:5m59s] 58% |██████████████████ | (85450/146578, 170 it/s) [9m50s:5m58s] 58% |██████████████████ | (85451/146578, 170 it/s) [9m50s:5m58s] 58% |██████████████████ | (85471/146578, 170 it/s) [9m50s:5m58s] 58% |██████████████████ | (85489/146578, 170 it/s) [9m51s:5m58s] 58% |██████████████████ | (85508/146578, 170 it/s) [9m51s:5m58s] 58% |██████████████████ | (85525/146578, 170 it/s) [9m51s:5m58s] 58% |██████████████████ | (85546/146578, 170 it/s) [9m51s:5m57s] 58% |██████████████████ | (85549/146578, 173 it/s) [9m51s:5m52s] 58% |██████████████████ | (85557/146578, 173 it/s) [9m51s:5m52s] 58% |██████████████████ | (85578/146578, 173 it/s) [9m51s:5m52s] 58% |██████████████████ | (85599/146578, 173 it/s) [9m51s:5m52s] 58% |██████████████████ | (85612/146578, 173 it/s) [9m51s:5m52s] 58% |███████████████████ | (85615/146578, 167 it/s) [9m51s:6m5s] 58% |███████████████████ | (85620/146578, 167 it/s) [9m52s:6m5s] 58% |███████████████████ | (85626/146578, 167 it/s) [9m52s:6m5s] 58% |███████████████████ | (85630/146578, 167 it/s) [9m52s:6m5s] 58% |███████████████████ | (85633/146578, 167 it/s) [9m52s:6m5s] 58% |██████████████████ | (85636/146578, 156 it/s) [9m52s:6m31s] 58% |██████████████████ | (85641/146578, 156 it/s) [9m52s:6m31s] 58% |██████████████████ | (85649/146578, 156 it/s) [9m52s:6m31s] 58% |██████████████████ | (85659/146578, 156 it/s) [9m52s:6m31s] 58% |██████████████████ | (85678/146578, 156 it/s) [9m52s:6m30s] 58% |██████████████████ | (85697/146578, 156 it/s) [9m52s:6m30s] 58% |██████████████████ | (85717/146578, 154 it/s) [9m53s:6m34s] 58% |██████████████████ | (85737/146578, 154 it/s) [9m53s:6m34s] 58% |██████████████████ | (85750/146578, 154 it/s) [9m53s:6m34s] 58% |██████████████████ | (85751/146578, 154 it/s) [9m53s:6m34s] 58% |██████████████████ | (85758/146578, 154 it/s) [9m53s:6m34s] 58% |██████████████████ | (85776/146578, 155 it/s) [9m53s:6m32s] 58% |██████████████████ | (85796/146578, 155 it/s) [9m53s:6m32s] 58% |██████████████████ | (85797/146578, 155 it/s) [9m53s:6m32s] 58% |██████████████████ | (85798/146578, 155 it/s) [9m53s:6m32s] 58% |██████████████████ | (85799/146578, 150 it/s) [9m54s:6m46s] 58% |██████████████████ | (85811/146578, 150 it/s) [9m54s:6m46s] 58% |██████████████████ | (85830/146578, 150 it/s) [9m54s:6m46s] 58% |██████████████████ | (85849/146578, 150 it/s) [9m54s:6m45s] 58% |██████████████████ | (85863/146578, 150 it/s) [9m54s:6m45s] 58% |██████████████████ | (85876/146578, 150 it/s) [9m54s:6m45s] 58% |██████████████████ | (85894/146578, 150 it/s) [9m54s:6m45s] 58% |██████████████████ | (85914/146578, 156 it/s) [9m54s:6m28s] 58% |██████████████████ | (85933/146578, 156 it/s) [9m54s:6m28s] 58% |██████████████████ | (85952/146578, 156 it/s) [9m54s:6m28s] 58% |██████████████████ | (85968/146578, 156 it/s) [9m54s:6m28s] 58% |██████████████████ | (85969/146578, 156 it/s) [9m54s:6m28s] 58% |██████████████████ | (85971/146578, 156 it/s) [9m54s:6m28s] 58% |██████████████████ | (85980/146578, 145 it/s) [9m55s:6m58s] 58% |██████████████████ | (85987/146578, 145 it/s) [9m55s:6m58s] 58% |██████████████████ | (85998/146578, 145 it/s) [9m55s:6m58s] 58% |██████████████████ | (86008/146578, 145 it/s) [9m55s:6m58s] 58% |██████████████████ | (86018/146578, 145 it/s) [9m55s:6m58s] 58% |██████████████████ | (86027/146578, 128 it/s) [9m55s:7m54s] 58% |██████████████████ | (86037/146578, 128 it/s) [9m55s:7m54s] 58% |██████████████████ | (86046/146578, 128 it/s) [9m55s:7m54s] 58% |██████████████████ | (86064/146578, 128 it/s) [9m55s:7m54s] 58% |██████████████████ | (86083/146578, 128 it/s) [9m55s:7m54s] 58% |██████████████████ | (86101/146578, 128 it/s) [9m56s:7m54s] 58% |██████████████████ | (86104/146578, 121 it/s) [9m56s:8m18s] 58% |██████████████████ | (86115/146578, 121 it/s) [9m56s:8m18s] 58% |██████████████████ | (86122/146578, 121 it/s) [9m56s:8m17s] 58% |██████████████████ | (86123/146578, 121 it/s) [9m56s:8m17s] 58% |██████████████████ | (86128/146578, 121 it/s) [9m56s:8m17s] 58% |███████████████████ | (86135/146578, 111 it/s) [9m56s:9m3s] 58% |███████████████████ | (86142/146578, 111 it/s) [9m56s:9m3s] 58% |███████████████████ | (86149/146578, 111 it/s) [9m56s:9m3s] 58% |███████████████████ | (86156/146578, 111 it/s) [9m57s:9m3s] 58% |██████████████████ | (86174/146578, 105 it/s) [9m57s:9m33s] 58% |██████████████████ | (86177/146578, 105 it/s) [9m57s:9m33s] 58% |██████████████████ | (86197/146578, 105 it/s) [9m57s:9m33s] 58% |██████████████████ | (86215/146578, 105 it/s) [9m57s:9m32s] 58% |██████████████████ | (86216/146578, 105 it/s) [9m57s:9m32s] 58% |██████████████████ | (86217/146578, 105 it/s) [9m57s:9m32s] 58% |██████████████████ | (86236/146578, 105 it/s) [9m57s:9m32s] 58% |██████████████████ | (86257/146578, 114 it/s) [9m57s:8m47s] 58% |██████████████████ | (86279/146578, 114 it/s) [9m58s:8m47s] 58% |██████████████████ | (86298/146578, 114 it/s) [9m58s:8m47s] 58% |██████████████████ | (86313/146578, 114 it/s) [9m58s:8m47s] 58% |██████████████████ | (86331/146578, 114 it/s) [9m58s:8m47s] 58% |██████████████████ | (86341/146578, 114 it/s) [9m58s:8m47s] 58% |██████████████████ | (86361/146578, 114 it/s) [9m58s:8m46s] 58% |██████████████████ | (86380/146578, 126 it/s) [9m58s:7m57s] 58% |██████████████████ | (86401/146578, 126 it/s) [9m58s:7m57s] 58% |██████████████████ | (86422/146578, 126 it/s) [9m58s:7m57s] 58% |██████████████████ | (86443/146578, 126 it/s) [9m58s:7m56s] 58% |██████████████████ | (86453/146578, 126 it/s) [9m58s:7m56s] 58% |██████████████████ | (86472/146578, 126 it/s) [9m58s:7m56s] 59% |██████████████████ | (86490/146578, 137 it/s) [9m58s:7m20s] 59% |██████████████████ | (86509/146578, 137 it/s) [9m58s:7m19s] 59% |██████████████████ | (86527/146578, 137 it/s) [9m59s:7m19s] 59% |██████████████████ | (86546/146578, 137 it/s) [9m59s:7m19s] 59% |██████████████████ | (86564/146578, 137 it/s) [9m59s:7m19s] 59% |██████████████████ | (86583/146578, 137 it/s) [9m59s:7m19s] 59% |██████████████████ | (86601/146578, 137 it/s) [9m59s:7m19s] 59% |██████████████████ | (86620/146578, 137 it/s) [9m59s:7m19s] 59% |██████████████████ | (86639/146578, 160 it/s) [9m59s:6m15s] 59% |██████████████████ | (86658/146578, 160 it/s) [9m59s:6m15s] 59% |██████████████████ | (86678/146578, 160 it/s) [9m59s:6m15s] 59% |██████████████████ | (86698/146578, 160 it/s) [9m59s:6m15s] 59% |██████████████████ | (86718/146578, 160 it/s) [9m59s:6m15s] 59% |██████████████████ | (86739/146578, 160 it/s) [9m59s:6m15s] 59% |██████████████████ | (86760/146578, 160 it/s) [9m59s:6m15s] 59% |██████████████████ | (86779/146578, 169 it/s) [9m59s:5m53s] 59% |██████████████████ | (86800/146578, 169 it/s) [9m59s:5m53s] 59% |██████████████████ | (86820/146578, 169 it/s) [10m0s:5m53s] 59% |██████████████████ | (86840/146578, 169 it/s) [10m0s:5m53s] 59% |██████████████████ | (86855/146578, 169 it/s) [10m0s:5m52s] 59% |██████████████████ | (86862/146578, 169 it/s) [10m0s:5m52s] 59% |██████████████████ | (86865/146578, 169 it/s) [10m0s:5m52s] 59% |██████████████████ | (86876/146578, 173 it/s) [10m0s:5m45s] 59% |██████████████████ | (86885/146578, 173 it/s) [10m0s:5m45s] 59% |██████████████████ | (86895/146578, 173 it/s) [10m0s:5m44s] 59% |██████████████████ | (86904/146578, 173 it/s) [10m0s:5m44s] 59% |██████████████████ | (86916/146578, 172 it/s) [10m0s:5m46s] 59% |██████████████████ | (86925/146578, 172 it/s) [10m0s:5m45s] 59% |██████████████████ | (86935/146578, 172 it/s) [10m1s:5m45s] 59% |██████████████████ | (86945/146578, 172 it/s) [10m1s:5m45s] 59% |██████████████████ | (86963/146578, 172 it/s) [10m1s:5m45s] 59% |██████████████████ | (86982/146578, 172 it/s) [10m1s:5m45s] 59% |██████████████████ | (87001/146578, 176 it/s) [10m1s:5m39s] 59% |██████████████████ | (87002/146578, 176 it/s) [10m1s:5m39s] 59% |██████████████████ | (87018/146578, 176 it/s) [10m1s:5m39s] 59% |██████████████████ | (87036/146578, 176 it/s) [10m1s:5m38s] 59% |██████████████████ | (87056/146578, 176 it/s) [10m1s:5m38s] 59% |██████████████████ | (87075/146578, 176 it/s) [10m1s:5m38s] 59% |██████████████████ | (87095/146578, 188 it/s) [10m1s:5m15s] 59% |██████████████████ | (87107/146578, 188 it/s) [10m2s:5m15s] 59% |██████████████████ | (87120/146578, 188 it/s) [10m2s:5m15s] 59% |██████████████████ | (87134/146578, 188 it/s) [10m2s:5m15s] 59% |██████████████████ | (87154/146578, 188 it/s) [10m2s:5m15s] 59% |██████████████████ | (87170/146578, 188 it/s) [10m2s:5m15s] 59% |██████████████████ | (87188/146578, 199 it/s) [10m2s:4m58s] 59% |██████████████████ | (87197/146578, 199 it/s) [10m2s:4m58s] 59% |██████████████████ | (87215/146578, 199 it/s) [10m2s:4m58s] 59% |██████████████████ | (87234/146578, 199 it/s) [10m2s:4m58s] 59% |██████████████████ | (87253/146578, 199 it/s) [10m2s:4m58s] 59% |██████████████████ | (87255/146578, 202 it/s) [10m2s:4m53s] 59% |██████████████████ | (87273/146578, 202 it/s) [10m2s:4m53s] 59% |██████████████████ | (87293/146578, 202 it/s) [10m3s:4m53s] 59% |██████████████████ | (87311/146578, 202 it/s) [10m3s:4m53s] 59% |██████████████████ | (87330/146578, 202 it/s) [10m3s:4m53s] 59% |██████████████████ | (87349/146578, 202 it/s) [10m3s:4m53s] 59% |██████████████████ | (87361/146578, 202 it/s) [10m3s:4m53s] 59% |███████████████████ | (87362/146578, 196 it/s) [10m3s:5m2s] 59% |███████████████████ | (87376/146578, 196 it/s) [10m3s:5m2s] 59% |███████████████████ | (87394/146578, 196 it/s) [10m3s:5m1s] 59% |███████████████████ | (87404/146578, 196 it/s) [10m3s:5m1s] 59% |███████████████████ | (87409/146578, 196 it/s) [10m3s:5m1s] 59% |██████████████████ | (87410/146578, 182 it/s) [10m4s:5m25s] 59% |██████████████████ | (87412/146578, 182 it/s) [10m4s:5m25s] 59% |██████████████████ | (87417/146578, 182 it/s) [10m4s:5m25s] 59% |██████████████████ | (87422/146578, 182 it/s) [10m4s:5m25s] 59% |██████████████████ | (87439/146578, 182 it/s) [10m4s:5m25s] 59% |███████████████████ | (87444/146578, 160 it/s) [10m4s:6m9s] 59% |███████████████████ | (87445/146578, 160 it/s) [10m4s:6m9s] 59% |███████████████████ | (87465/146578, 160 it/s) [10m4s:6m9s] 59% |███████████████████ | (87486/146578, 160 it/s) [10m4s:6m8s] 59% |███████████████████ | (87506/146578, 160 it/s) [10m4s:6m8s] 59% |███████████████████ | (87518/146578, 160 it/s) [10m4s:6m8s] 59% |██████████████████ | (87535/146578, 147 it/s) [10m5s:6m41s] 59% |██████████████████ | (87536/146578, 147 it/s) [10m5s:6m41s] 59% |██████████████████ | (87545/146578, 147 it/s) [10m5s:6m41s] 59% |██████████████████ | (87562/146578, 147 it/s) [10m5s:6m41s] 59% |██████████████████ | (87581/146578, 147 it/s) [10m5s:6m41s] 59% |██████████████████ | (87602/146578, 147 it/s) [10m5s:6m40s] 59% |██████████████████ | (87608/146578, 141 it/s) [10m5s:6m57s] 59% |██████████████████ | (87629/146578, 141 it/s) [10m5s:6m57s] 59% |██████████████████ | (87641/146578, 141 it/s) [10m5s:6m57s] 59% |██████████████████ | (87653/146578, 141 it/s) [10m6s:6m57s] 59% |██████████████████ | (87668/146578, 141 it/s) [10m6s:6m57s] 59% |██████████████████ | (87687/146578, 146 it/s) [10m6s:6m42s] 59% |██████████████████ | (87706/146578, 146 it/s) [10m6s:6m42s] 59% |██████████████████ | (87724/146578, 146 it/s) [10m6s:6m42s] 59% |██████████████████ | (87742/146578, 146 it/s) [10m6s:6m42s] 59% |██████████████████ | (87762/146578, 146 it/s) [10m6s:6m42s] 59% |██████████████████ | (87763/146578, 147 it/s) [10m6s:6m39s] 59% |██████████████████ | (87771/146578, 147 it/s) [10m6s:6m39s] 59% |██████████████████ | (87788/146578, 147 it/s) [10m6s:6m39s] 59% |██████████████████ | (87801/146578, 147 it/s) [10m6s:6m39s] 59% |██████████████████ | (87809/146578, 147 it/s) [10m6s:6m39s] 59% |███████████████████ | (87823/146578, 139 it/s) [10m7s:7m1s] 59% |███████████████████ | (87828/146578, 139 it/s) [10m7s:7m1s] 59% |███████████████████ | (87847/146578, 139 it/s) [10m7s:7m1s] 59% |███████████████████ | (87862/146578, 139 it/s) [10m7s:7m1s] 59% |███████████████████ | (87869/146578, 139 it/s) [10m7s:7m1s] 59% |██████████████████ | (87880/146578, 133 it/s) [10m7s:7m20s] 59% |██████████████████ | (87886/146578, 133 it/s) [10m7s:7m20s] 59% |██████████████████ | (87905/146578, 133 it/s) [10m7s:7m20s] 59% |██████████████████ | (87923/146578, 133 it/s) [10m8s:7m19s] 59% |██████████████████ | (87937/146578, 133 it/s) [10m8s:7m19s] 60% |███████████████████ | (87952/146578, 133 it/s) [10m8s:7m19s] 60% |███████████████████ | (87969/146578, 133 it/s) [10m8s:7m19s] 60% |███████████████████ | (87987/146578, 137 it/s) [10m8s:7m7s] 60% |███████████████████ | (88002/146578, 137 it/s) [10m8s:7m7s] 60% |███████████████████ | (88023/146578, 137 it/s) [10m8s:7m7s] 60% |███████████████████ | (88037/146578, 137 it/s) [10m8s:7m7s] 60% |███████████████████ | (88043/146578, 125 it/s) [10m8s:7m47s] 60% |███████████████████ | (88058/146578, 125 it/s) [10m9s:7m47s] 60% |███████████████████ | (88059/146578, 125 it/s) [10m9s:7m47s] 60% |███████████████████ | (88073/146578, 125 it/s) [10m9s:7m47s] 60% |███████████████████ | (88090/146578, 125 it/s) [10m9s:7m47s] 60% |███████████████████ | (88108/146578, 125 it/s) [10m9s:7m47s] 60% |███████████████████ | (88128/146578, 131 it/s) [10m9s:7m26s] 60% |███████████████████ | (88148/146578, 131 it/s) [10m9s:7m26s] 60% |███████████████████ | (88162/146578, 131 it/s) [10m9s:7m26s] 60% |███████████████████ | (88165/146578, 131 it/s) [10m9s:7m26s] 60% |███████████████████ | (88172/146578, 131 it/s) [10m9s:7m26s] 60% |██████████████████ | (88177/146578, 136 it/s) [10m10s:7m10s] 60% |██████████████████ | (88180/146578, 136 it/s) [10m10s:7m10s] 60% |██████████████████ | (88185/146578, 136 it/s) [10m10s:7m10s] 60% |██████████████████ | (88187/146578, 136 it/s) [10m10s:7m10s] 60% |██████████████████ | (88190/146578, 136 it/s) [10m10s:7m10s] 60% |██████████████████ | (88196/146578, 122 it/s) [10m10s:7m59s] 60% |██████████████████ | (88204/146578, 122 it/s) [10m10s:7m59s] 60% |██████████████████ | (88215/146578, 122 it/s) [10m10s:7m59s] 60% |██████████████████ | (88225/146578, 122 it/s) [10m10s:7m59s] 60% |██████████████████ | (88245/146578, 122 it/s) [10m11s:7m58s] 60% |███████████████████ | (88265/146578, 121 it/s) [10m11s:8m3s] 60% |███████████████████ | (88283/146578, 121 it/s) [10m11s:8m2s] 60% |███████████████████ | (88302/146578, 121 it/s) [10m11s:8m2s] 60% |███████████████████ | (88320/146578, 121 it/s) [10m11s:8m2s] 60% |███████████████████ | (88339/146578, 121 it/s) [10m11s:8m2s] 60% |███████████████████ | (88358/146578, 121 it/s) [10m11s:8m2s] 60% |███████████████████ | (88377/146578, 121 it/s) [10m11s:8m2s] 60% |██████████████████ | (88396/146578, 135 it/s) [10m11s:7m10s] 60% |██████████████████ | (88414/146578, 135 it/s) [10m11s:7m10s] 60% |██████████████████ | (88432/146578, 135 it/s) [10m11s:7m10s] 60% |███████████████████ | (88447/146578, 135 it/s) [10m11s:7m9s] 60% |███████████████████ | (88454/146578, 135 it/s) [10m11s:7m9s] 60% |███████████████████ | (88471/146578, 135 it/s) [10m11s:7m9s] 60% |███████████████████ | (88485/146578, 135 it/s) [10m11s:7m9s] 60% |██████████████████ | (88504/146578, 140 it/s) [10m12s:6m55s] 60% |██████████████████ | (88521/146578, 140 it/s) [10m12s:6m55s] 60% |██████████████████ | (88535/146578, 140 it/s) [10m12s:6m55s] 60% |██████████████████ | (88536/146578, 140 it/s) [10m12s:6m55s] 60% |██████████████████ | (88537/146578, 140 it/s) [10m12s:6m55s] 60% |██████████████████ | (88543/146578, 140 it/s) [10m12s:6m55s] 60% |███████████████████ | (88544/146578, 137 it/s) [10m12s:7m4s] 60% |███████████████████ | (88548/146578, 137 it/s) [10m12s:7m4s] 60% |███████████████████ | (88555/146578, 137 it/s) [10m12s:7m4s] 60% |███████████████████ | (88563/146578, 137 it/s) [10m12s:7m4s] 60% |███████████████████ | (88581/146578, 137 it/s) [10m13s:7m4s] 60% |███████████████████ | (88599/146578, 137 it/s) [10m13s:7m4s] 60% |███████████████████ | (88620/146578, 137 it/s) [10m13s:7m4s] 60% |███████████████████ | (88641/146578, 137 it/s) [10m13s:7m3s] 60% |███████████████████ | (88660/146578, 137 it/s) [10m13s:7m3s] 60% |███████████████████ | (88680/146578, 137 it/s) [10m13s:7m3s] 60% |███████████████████ | (88700/146578, 137 it/s) [10m13s:7m3s] 60% |███████████████████ | (88719/146578, 137 it/s) [10m13s:7m3s] 60% |███████████████████ | (88739/146578, 137 it/s) [10m13s:7m3s] 60% |██████████████████ | (88759/146578, 147 it/s) [10m13s:6m32s] 60% |██████████████████ | (88778/146578, 147 it/s) [10m13s:6m32s] 60% |██████████████████ | (88797/146578, 147 it/s) [10m13s:6m32s] 60% |██████████████████ | (88817/146578, 147 it/s) [10m13s:6m32s] 60% |██████████████████ | (88830/146578, 147 it/s) [10m14s:6m32s] 60% |██████████████████ | (88851/146578, 147 it/s) [10m14s:6m32s] 60% |███████████████████ | (88872/146578, 159 it/s) [10m14s:6m3s] 60% |███████████████████ | (88888/146578, 159 it/s) [10m14s:6m3s] 60% |███████████████████ | (88900/146578, 159 it/s) [10m14s:6m3s] 60% |███████████████████ | (88919/146578, 159 it/s) [10m14s:6m2s] 60% |███████████████████ | (88937/146578, 159 it/s) [10m14s:6m2s] 60% |███████████████████ | (88939/146578, 160 it/s) [10m14s:6m0s] 60% |███████████████████ | (88954/146578, 160 it/s) [10m14s:6m0s] 60% |███████████████████ | (88968/146578, 160 it/s) [10m14s:6m0s] 60% |███████████████████ | (88985/146578, 160 it/s) [10m14s:6m0s] 60% |███████████████████ | (88999/146578, 160 it/s) [10m14s:6m0s] 60% |███████████████████ | (89018/146578, 160 it/s) [10m15s:6m0s] 60% |███████████████████ | (89019/146578, 160 it/s) [10m15s:6m0s] 60% |██████████████████ | (89032/146578, 165 it/s) [10m15s:5m47s] 60% |██████████████████ | (89046/146578, 165 it/s) [10m15s:5m47s] 60% |██████████████████ | (89060/146578, 165 it/s) [10m15s:5m47s] 60% |██████████████████ | (89075/146578, 165 it/s) [10m15s:5m47s] 60% |██████████████████ | (89094/146578, 165 it/s) [10m15s:5m47s] 60% |██████████████████ | (89098/146578, 165 it/s) [10m15s:5m47s] 60% |██████████████████ | (89110/146578, 178 it/s) [10m15s:5m23s] 60% |██████████████████ | (89123/146578, 178 it/s) [10m15s:5m23s] 60% |██████████████████ | (89134/146578, 178 it/s) [10m15s:5m22s] 60% |██████████████████ | (89137/146578, 178 it/s) [10m16s:5m22s] 60% |██████████████████ | (89155/146578, 178 it/s) [10m16s:5m22s] 60% |██████████████████ | (89156/146578, 176 it/s) [10m16s:5m26s] 60% |██████████████████ | (89158/146578, 176 it/s) [10m16s:5m26s] 60% |██████████████████ | (89162/146578, 176 it/s) [10m16s:5m26s] 60% |██████████████████ | (89172/146578, 176 it/s) [10m16s:5m26s] 60% |██████████████████ | (89180/146578, 176 it/s) [10m16s:5m26s] 60% |██████████████████ | (89191/146578, 154 it/s) [10m16s:6m12s] 60% |██████████████████ | (89201/146578, 154 it/s) [10m16s:6m12s] 60% |██████████████████ | (89212/146578, 154 it/s) [10m17s:6m12s] 60% |██████████████████ | (89221/146578, 154 it/s) [10m17s:6m12s] 60% |██████████████████ | (89231/146578, 154 it/s) [10m17s:6m12s] 60% |██████████████████ | (89242/146578, 142 it/s) [10m17s:6m44s] 60% |██████████████████ | (89253/146578, 142 it/s) [10m17s:6m44s] 60% |██████████████████ | (89262/146578, 142 it/s) [10m17s:6m44s] 60% |██████████████████ | (89273/146578, 142 it/s) [10m17s:6m44s] 60% |██████████████████ | (89281/146578, 142 it/s) [10m17s:6m44s] 60% |██████████████████ | (89290/146578, 143 it/s) [10m17s:6m39s] 60% |██████████████████ | (89299/146578, 143 it/s) [10m17s:6m39s] 60% |██████████████████ | (89310/146578, 143 it/s) [10m18s:6m39s] 60% |██████████████████ | (89330/146578, 143 it/s) [10m18s:6m39s] 60% |██████████████████ | (89351/146578, 143 it/s) [10m18s:6m38s] 60% |██████████████████ | (89370/146578, 143 it/s) [10m18s:6m38s] 60% |██████████████████ | (89390/146578, 143 it/s) [10m18s:6m38s] 60% |██████████████████ | (89409/146578, 154 it/s) [10m18s:6m11s] 61% |██████████████████ | (89427/146578, 154 it/s) [10m18s:6m11s] 61% |██████████████████ | (89434/146578, 154 it/s) [10m18s:6m11s] 61% |██████████████████ | (89440/146578, 154 it/s) [10m18s:6m11s] 61% |██████████████████ | (89441/146578, 154 it/s) [10m18s:6m11s] 61% |███████████████████ | (89460/146578, 134 it/s) [10m18s:7m5s] 61% |███████████████████ | (89478/146578, 134 it/s) [10m18s:7m5s] 61% |███████████████████ | (89481/146578, 134 it/s) [10m19s:7m5s] 61% |███████████████████ | (89503/146578, 134 it/s) [10m19s:7m5s] 61% |███████████████████ | (89508/146578, 134 it/s) [10m19s:7m5s] 61% |██████████████████ | (89509/146578, 124 it/s) [10m19s:7m39s] 61% |██████████████████ | (89529/146578, 124 it/s) [10m19s:7m39s] 61% |██████████████████ | (89548/146578, 124 it/s) [10m19s:7m39s] 61% |██████████████████ | (89568/146578, 124 it/s) [10m19s:7m39s] 61% |██████████████████ | (89588/146578, 124 it/s) [10m19s:7m38s] 61% |██████████████████ | (89608/146578, 124 it/s) [10m19s:7m38s] 61% |██████████████████ | (89627/146578, 124 it/s) [10m19s:7m38s] 61% |██████████████████ | (89648/146578, 124 it/s) [10m19s:7m38s] 61% |██████████████████ | (89664/146578, 139 it/s) [10m19s:6m50s] 61% |██████████████████ | (89684/146578, 139 it/s) [10m20s:6m50s] 61% |██████████████████ | (89691/146578, 139 it/s) [10m20s:6m50s] 61% |██████████████████ | (89709/146578, 139 it/s) [10m20s:6m50s] 61% |██████████████████ | (89726/146578, 139 it/s) [10m20s:6m49s] 61% |██████████████████ | (89745/146578, 139 it/s) [10m20s:6m49s] 61% |██████████████████ | (89762/146578, 143 it/s) [10m20s:6m37s] 61% |██████████████████ | (89780/146578, 143 it/s) [10m20s:6m37s] 61% |██████████████████ | (89797/146578, 143 it/s) [10m20s:6m37s] 61% |██████████████████ | (89813/146578, 143 it/s) [10m20s:6m37s] 61% |██████████████████ | (89827/146578, 143 it/s) [10m20s:6m37s] 61% |██████████████████ | (89844/146578, 143 it/s) [10m20s:6m37s] 61% |██████████████████ | (89858/146578, 146 it/s) [10m20s:6m28s] 61% |██████████████████ | (89875/146578, 146 it/s) [10m21s:6m28s] 61% |██████████████████ | (89894/146578, 146 it/s) [10m21s:6m28s] 61% |██████████████████ | (89915/146578, 146 it/s) [10m21s:6m28s] 61% |██████████████████ | (89933/146578, 146 it/s) [10m21s:6m28s] 61% |██████████████████ | (89952/146578, 146 it/s) [10m21s:6m28s] 61% |██████████████████ | (89972/146578, 146 it/s) [10m21s:6m27s] 61% |██████████████████ | (89991/146578, 161 it/s) [10m21s:5m50s] 61% |██████████████████ | (90009/146578, 161 it/s) [10m21s:5m50s] 61% |██████████████████ | (90025/146578, 161 it/s) [10m21s:5m50s] 61% |██████████████████ | (90026/146578, 161 it/s) [10m21s:5m50s] 61% |██████████████████ | (90047/146578, 161 it/s) [10m21s:5m50s] 61% |██████████████████ | (90064/146578, 171 it/s) [10m21s:5m31s] 61% |██████████████████ | (90084/146578, 171 it/s) [10m22s:5m31s] 61% |██████████████████ | (90102/146578, 171 it/s) [10m22s:5m31s] 61% |██████████████████ | (90110/146578, 171 it/s) [10m22s:5m30s] 61% |██████████████████ | (90120/146578, 171 it/s) [10m22s:5m30s] 61% |██████████████████ | (90121/146578, 171 it/s) [10m22s:5m30s] 61% |██████████████████ | (90136/146578, 171 it/s) [10m22s:5m30s] 61% |██████████████████ | (90150/146578, 176 it/s) [10m22s:5m20s] 61% |██████████████████ | (90165/146578, 176 it/s) [10m22s:5m20s] 61% |██████████████████ | (90167/146578, 176 it/s) [10m22s:5m20s] 61% |██████████████████ | (90179/146578, 176 it/s) [10m22s:5m20s] 61% |██████████████████ | (90181/146578, 174 it/s) [10m23s:5m23s] 61% |██████████████████ | (90201/146578, 174 it/s) [10m23s:5m23s] 61% |██████████████████ | (90218/146578, 174 it/s) [10m23s:5m23s] 61% |██████████████████ | (90238/146578, 174 it/s) [10m23s:5m23s] 61% |██████████████████ | (90258/146578, 174 it/s) [10m23s:5m23s] 61% |██████████████████ | (90262/146578, 174 it/s) [10m23s:5m23s] 61% |██████████████████ | (90274/146578, 169 it/s) [10m23s:5m33s] 61% |██████████████████ | (90288/146578, 169 it/s) [10m23s:5m33s] 61% |██████████████████ | (90305/146578, 169 it/s) [10m23s:5m33s] 61% |██████████████████ | (90320/146578, 169 it/s) [10m23s:5m33s] 61% |██████████████████ | (90336/146578, 169 it/s) [10m23s:5m33s] 61% |██████████████████ | (90349/146578, 169 it/s) [10m24s:5m33s] 61% |██████████████████ | (90353/146578, 171 it/s) [10m24s:5m28s] 61% |██████████████████ | (90363/146578, 171 it/s) [10m24s:5m28s] 61% |██████████████████ | (90382/146578, 171 it/s) [10m24s:5m28s] 61% |██████████████████ | (90395/146578, 171 it/s) [10m24s:5m28s] 61% |██████████████████ | (90413/146578, 171 it/s) [10m24s:5m28s] 61% |██████████████████ | (90433/146578, 171 it/s) [10m24s:5m28s] 61% |██████████████████ | (90448/146578, 177 it/s) [10m24s:5m17s] 61% |██████████████████ | (90459/146578, 177 it/s) [10m24s:5m17s] 61% |██████████████████ | (90479/146578, 177 it/s) [10m24s:5m16s] 61% |██████████████████ | (90497/146578, 177 it/s) [10m25s:5m16s] 61% |██████████████████ | (90515/146578, 177 it/s) [10m25s:5m16s] 61% |██████████████████ | (90527/146578, 177 it/s) [10m25s:5m16s] 61% |██████████████████ | (90536/146578, 164 it/s) [10m25s:5m42s] 61% |██████████████████ | (90542/146578, 164 it/s) [10m25s:5m42s] 61% |██████████████████ | (90561/146578, 164 it/s) [10m25s:5m42s] 61% |██████████████████ | (90578/146578, 164 it/s) [10m25s:5m42s] 61% |███████████████████ | (90591/146578, 153 it/s) [10m25s:6m5s] 61% |███████████████████ | (90609/146578, 153 it/s) [10m25s:6m5s] 61% |███████████████████ | (90628/146578, 153 it/s) [10m26s:6m5s] 61% |███████████████████ | (90647/146578, 153 it/s) [10m26s:6m5s] 61% |███████████████████ | (90663/146578, 153 it/s) [10m26s:6m5s] 61% |███████████████████ | (90681/146578, 153 it/s) [10m26s:6m5s] 61% |███████████████████ | (90683/146578, 152 it/s) [10m26s:6m6s] 61% |███████████████████ | (90692/146578, 152 it/s) [10m26s:6m6s] 61% |███████████████████ | (90706/146578, 152 it/s) [10m26s:6m6s] 61% |███████████████████ | (90725/146578, 152 it/s) [10m26s:6m6s] 61% |███████████████████ | (90734/146578, 152 it/s) [10m26s:6m6s] 61% |███████████████████ | (90750/146578, 152 it/s) [10m26s:6m6s] 61% |██████████████████ | (90752/146578, 141 it/s) [10m26s:6m35s] 61% |██████████████████ | (90762/146578, 141 it/s) [10m27s:6m35s] 61% |██████████████████ | (90773/146578, 141 it/s) [10m27s:6m35s] 61% |██████████████████ | (90783/146578, 141 it/s) [10m27s:6m35s] 61% |██████████████████ | (90790/146578, 141 it/s) [10m27s:6m35s] 61% |██████████████████ | (90792/146578, 141 it/s) [10m27s:6m35s] 61% |██████████████████ | (90798/146578, 134 it/s) [10m27s:6m56s] 61% |██████████████████ | (90804/146578, 134 it/s) [10m27s:6m56s] 61% |██████████████████ | (90806/146578, 134 it/s) [10m27s:6m56s] 61% |██████████████████ | (90812/146578, 134 it/s) [10m27s:6m56s] 61% |██████████████████ | (90829/146578, 134 it/s) [10m27s:6m56s] 61% |██████████████████ | (90844/146578, 134 it/s) [10m27s:6m56s] 61% |██████████████████ | (90862/146578, 128 it/s) [10m28s:7m13s] 62% |███████████████████ | (90882/146578, 128 it/s) [10m28s:7m13s] 62% |███████████████████ | (90900/146578, 128 it/s) [10m28s:7m13s] 62% |███████████████████ | (90919/146578, 128 it/s) [10m28s:7m13s] 62% |███████████████████ | (90929/146578, 128 it/s) [10m28s:7m13s] 62% |███████████████████ | (90946/146578, 128 it/s) [10m28s:7m13s] 62% |███████████████████ | (90964/146578, 128 it/s) [10m28s:7m13s] 62% |███████████████████ | (90982/146578, 145 it/s) [10m28s:6m23s] 62% |███████████████████ | (91001/146578, 145 it/s) [10m28s:6m23s] 62% |███████████████████ | (91020/146578, 145 it/s) [10m28s:6m22s] 62% |███████████████████ | (91039/146578, 145 it/s) [10m28s:6m22s] 62% |███████████████████ | (91057/146578, 145 it/s) [10m28s:6m22s] 62% |███████████████████ | (91075/146578, 145 it/s) [10m28s:6m22s] 62% |███████████████████ | (91093/146578, 145 it/s) [10m28s:6m22s] 62% |███████████████████ | (91108/146578, 157 it/s) [10m28s:5m53s] 62% |███████████████████ | (91127/146578, 157 it/s) [10m29s:5m53s] 62% |███████████████████ | (91137/146578, 157 it/s) [10m29s:5m53s] 62% |███████████████████ | (91140/146578, 157 it/s) [10m29s:5m53s] 62% |███████████████████ | (91155/146578, 157 it/s) [10m29s:5m53s] 62% |███████████████████ | (91163/146578, 155 it/s) [10m29s:5m56s] 62% |███████████████████ | (91180/146578, 155 it/s) [10m29s:5m56s] 62% |███████████████████ | (91198/146578, 155 it/s) [10m29s:5m56s] 62% |███████████████████ | (91214/146578, 155 it/s) [10m29s:5m56s] 62% |███████████████████ | (91218/146578, 155 it/s) [10m29s:5m56s] 62% |███████████████████ | (91235/146578, 151 it/s) [10m30s:6m5s] 62% |███████████████████ | (91238/146578, 151 it/s) [10m30s:6m5s] 62% |███████████████████ | (91242/146578, 151 it/s) [10m30s:6m5s] 62% |███████████████████ | (91244/146578, 139 it/s) [10m30s:6m38s] 62% |███████████████████ | (91263/146578, 139 it/s) [10m30s:6m38s] 62% |███████████████████ | (91280/146578, 139 it/s) [10m30s:6m37s] 62% |███████████████████ | (91297/146578, 139 it/s) [10m30s:6m37s] 62% |███████████████████ | (91315/146578, 139 it/s) [10m30s:6m37s] 62% |███████████████████ | (91326/146578, 139 it/s) [10m30s:6m37s] 62% |███████████████████ | (91344/146578, 139 it/s) [10m30s:6m37s] 62% |███████████████████ | (91359/146578, 139 it/s) [10m31s:6m37s] 62% |███████████████████ | (91378/146578, 152 it/s) [10m31s:6m3s] 62% |███████████████████ | (91393/146578, 152 it/s) [10m31s:6m2s] 62% |███████████████████ | (91409/146578, 152 it/s) [10m31s:6m2s] 62% |███████████████████ | (91428/146578, 152 it/s) [10m31s:6m2s] 62% |███████████████████ | (91447/146578, 152 it/s) [10m31s:6m2s] 62% |███████████████████ | (91464/146578, 152 it/s) [10m31s:6m2s] 62% |███████████████████ | (91481/146578, 152 it/s) [10m31s:6m2s] 62% |███████████████████ | (91499/146578, 159 it/s) [10m31s:5m46s] 62% |███████████████████ | (91515/146578, 159 it/s) [10m31s:5m46s] 62% |███████████████████ | (91534/146578, 159 it/s) [10m31s:5m46s] 62% |███████████████████ | (91550/146578, 159 it/s) [10m31s:5m46s] 62% |███████████████████ | (91558/146578, 159 it/s) [10m31s:5m46s] 62% |███████████████████ | (91562/146578, 159 it/s) [10m31s:5m46s] 62% |███████████████████ | (91572/146578, 161 it/s) [10m32s:5m41s] 62% |███████████████████ | (91584/146578, 161 it/s) [10m32s:5m41s] 62% |███████████████████ | (91594/146578, 161 it/s) [10m32s:5m41s] 62% |███████████████████ | (91605/146578, 161 it/s) [10m32s:5m41s] 62% |███████████████████ | (91613/146578, 161 it/s) [10m32s:5m41s] 62% |███████████████████ | (91623/146578, 162 it/s) [10m32s:5m38s] 62% |███████████████████ | (91630/146578, 162 it/s) [10m32s:5m38s] 62% |███████████████████ | (91632/146578, 162 it/s) [10m32s:5m38s] 62% |███████████████████ | (91636/146578, 162 it/s) [10m32s:5m38s] 62% |███████████████████ | (91638/146578, 162 it/s) [10m33s:5m38s] 62% |███████████████████ | (91642/146578, 156 it/s) [10m33s:5m52s] 62% |███████████████████ | (91646/146578, 156 it/s) [10m33s:5m52s] 62% |███████████████████ | (91666/146578, 156 it/s) [10m33s:5m52s] 62% |███████████████████ | (91687/146578, 156 it/s) [10m33s:5m52s] 62% |███████████████████ | (91704/146578, 156 it/s) [10m33s:5m52s] 62% |███████████████████ | (91705/146578, 156 it/s) [10m33s:5m52s] 62% |███████████████████ | (91724/146578, 146 it/s) [10m33s:6m15s] 62% |███████████████████ | (91742/146578, 146 it/s) [10m33s:6m15s] 62% |███████████████████ | (91761/146578, 146 it/s) [10m33s:6m15s] 62% |███████████████████ | (91778/146578, 146 it/s) [10m33s:6m15s] 62% |███████████████████ | (91788/146578, 146 it/s) [10m34s:6m15s] 62% |███████████████████ | (91798/146578, 129 it/s) [10m34s:7m4s] 62% |███████████████████ | (91805/146578, 129 it/s) [10m34s:7m4s] 62% |███████████████████ | (91810/146578, 129 it/s) [10m34s:7m4s] 62% |███████████████████ | (91816/146578, 129 it/s) [10m34s:7m4s] 62% |███████████████████ | (91817/146578, 129 it/s) [10m34s:7m4s] 62% |███████████████████ | (91835/146578, 129 it/s) [10m34s:7m4s] 62% |███████████████████ | (91854/146578, 129 it/s) [10m35s:7m3s] 62% |███████████████████ | (91873/146578, 130 it/s) [10m35s:7m2s] 62% |███████████████████ | (91892/146578, 130 it/s) [10m35s:7m1s] 62% |███████████████████ | (91910/146578, 130 it/s) [10m35s:7m1s] 62% |███████████████████ | (91928/146578, 130 it/s) [10m35s:7m1s] 62% |███████████████████ | (91929/146578, 130 it/s) [10m35s:7m0s] 62% |███████████████████ | (91947/146578, 130 it/s) [10m35s:7m0s] 62% |███████████████████ | (91968/146578, 130 it/s) [10m35s:7m0s] 62% |███████████████████ | (91987/146578, 130 it/s) [10m35s:6m59s] 62% |███████████████████ | (92006/146578, 130 it/s) [10m35s:6m59s] 62% |███████████████████ | (92022/146578, 130 it/s) [10m35s:6m59s] 62% |███████████████████ | (92024/146578, 130 it/s) [10m36s:6m59s] 62% |███████████████████ | (92029/146578, 145 it/s) [10m36s:6m17s] 62% |███████████████████ | (92041/146578, 145 it/s) [10m36s:6m17s] 62% |███████████████████ | (92057/146578, 145 it/s) [10m36s:6m16s] 62% |███████████████████ | (92068/146578, 145 it/s) [10m36s:6m16s] 62% |███████████████████ | (92085/146578, 145 it/s) [10m36s:6m16s] 62% |███████████████████ | (92093/146578, 145 it/s) [10m36s:6m16s] 62% |███████████████████ | (92112/146578, 145 it/s) [10m36s:6m16s] 62% |███████████████████ | (92124/146578, 145 it/s) [10m36s:6m16s] 62% |███████████████████ | (92140/146578, 141 it/s) [10m36s:6m26s] 62% |███████████████████ | (92155/146578, 141 it/s) [10m36s:6m26s] 62% |███████████████████ | (92165/146578, 141 it/s) [10m36s:6m26s] 62% |███████████████████ | (92184/146578, 141 it/s) [10m36s:6m26s] 62% |███████████████████ | (92194/146578, 141 it/s) [10m36s:6m26s] 62% |███████████████████ | (92215/146578, 141 it/s) [10m37s:6m26s] 62% |███████████████████ | (92234/146578, 141 it/s) [10m37s:6m26s] 62% |███████████████████ | (92252/146578, 138 it/s) [10m37s:6m32s] 62% |███████████████████ | (92269/146578, 138 it/s) [10m37s:6m32s] 62% |███████████████████ | (92279/146578, 138 it/s) [10m37s:6m32s] 62% |███████████████████ | (92297/146578, 138 it/s) [10m37s:6m32s] 62% |███████████████████ | (92306/146578, 138 it/s) [10m37s:6m32s] 62% |███████████████████ | (92312/146578, 135 it/s) [10m37s:6m41s] 62% |███████████████████ | (92329/146578, 135 it/s) [10m37s:6m40s] 63% |███████████████████ | (92346/146578, 135 it/s) [10m37s:6m40s] 63% |███████████████████ | (92359/146578, 135 it/s) [10m37s:6m40s] 63% |███████████████████ | (92379/146578, 135 it/s) [10m37s:6m40s] 63% |███████████████████ | (92398/146578, 135 it/s) [10m38s:6m40s] 63% |███████████████████ | (92401/146578, 135 it/s) [10m38s:6m40s] 63% |███████████████████ | (92418/146578, 144 it/s) [10m38s:6m15s] 63% |███████████████████ | (92438/146578, 144 it/s) [10m38s:6m15s] 63% |███████████████████ | (92457/146578, 144 it/s) [10m38s:6m15s] 63% |███████████████████ | (92476/146578, 144 it/s) [10m38s:6m15s] 63% |███████████████████ | (92486/146578, 144 it/s) [10m38s:6m15s] 63% |███████████████████ | (92504/146578, 159 it/s) [10m38s:5m40s] 63% |███████████████████ | (92505/146578, 159 it/s) [10m38s:5m40s] 63% |███████████████████ | (92525/146578, 159 it/s) [10m38s:5m40s] 63% |███████████████████ | (92544/146578, 159 it/s) [10m38s:5m39s] 63% |███████████████████ | (92563/146578, 159 it/s) [10m39s:5m39s] 63% |███████████████████ | (92580/146578, 159 it/s) [10m39s:5m39s] 63% |███████████████████ | (92600/146578, 159 it/s) [10m39s:5m39s] 63% |███████████████████ | (92606/146578, 163 it/s) [10m39s:5m30s] 63% |███████████████████ | (92614/146578, 163 it/s) [10m39s:5m30s] 63% |███████████████████ | (92630/146578, 163 it/s) [10m39s:5m30s] 63% |███████████████████ | (92649/146578, 163 it/s) [10m39s:5m29s] 63% |███████████████████ | (92656/146578, 163 it/s) [10m39s:5m31s] 63% |███████████████████ | (92663/146578, 163 it/s) [10m39s:5m31s] 63% |███████████████████ | (92674/146578, 163 it/s) [10m40s:5m31s] 63% |███████████████████ | (92692/146578, 163 it/s) [10m40s:5m31s] 63% |███████████████████ | (92712/146578, 163 it/s) [10m40s:5m30s] 63% |███████████████████ | (92731/146578, 163 it/s) [10m40s:5m30s] 63% |███████████████████ | (92750/146578, 168 it/s) [10m40s:5m21s] 63% |███████████████████ | (92760/146578, 168 it/s) [10m40s:5m20s] 63% |███████████████████ | (92773/146578, 168 it/s) [10m40s:5m20s] 63% |███████████████████ | (92780/146578, 168 it/s) [10m40s:5m20s] 63% |███████████████████ | (92799/146578, 168 it/s) [10m40s:5m20s] 63% |███████████████████ | (92817/146578, 168 it/s) [10m40s:5m20s] 63% |███████████████████ | (92838/146578, 168 it/s) [10m40s:5m20s] 63% |███████████████████ | (92855/146578, 168 it/s) [10m40s:5m20s] 63% |███████████████████ | (92871/146578, 168 it/s) [10m41s:5m20s] 63% |███████████████████ | (92872/146578, 162 it/s) [10m41s:5m30s] 63% |███████████████████ | (92876/146578, 162 it/s) [10m41s:5m30s] 63% |███████████████████ | (92893/146578, 162 it/s) [10m41s:5m30s] 63% |███████████████████ | (92911/146578, 162 it/s) [10m41s:5m30s] 63% |███████████████████ | (92931/146578, 162 it/s) [10m41s:5m30s] 63% |███████████████████ | (92936/146578, 162 it/s) [10m41s:5m30s] 63% |███████████████████ | (92952/146578, 162 it/s) [10m41s:5m30s] 63% |███████████████████ | (92968/146578, 162 it/s) [10m41s:5m31s] 63% |███████████████████ | (92969/146578, 162 it/s) [10m41s:5m31s] 63% |███████████████████ | (92987/146578, 162 it/s) [10m42s:5m31s] 63% |███████████████████ | (93006/146578, 162 it/s) [10m42s:5m31s] 63% |███████████████████ | (93025/146578, 162 it/s) [10m42s:5m31s] 63% |███████████████████ | (93044/146578, 162 it/s) [10m42s:5m30s] 63% |███████████████████ | (93058/146578, 162 it/s) [10m42s:5m30s] 63% |███████████████████ | (93070/146578, 155 it/s) [10m42s:5m44s] 63% |███████████████████ | (93080/146578, 155 it/s) [10m42s:5m44s] 63% |███████████████████ | (93100/146578, 155 it/s) [10m42s:5m44s] 63% |███████████████████ | (93119/146578, 155 it/s) [10m42s:5m44s] 63% |███████████████████ | (93121/146578, 155 it/s) [10m42s:5m44s] 63% |███████████████████ | (93125/146578, 152 it/s) [10m43s:5m51s] 63% |███████████████████ | (93130/146578, 152 it/s) [10m43s:5m51s] 63% |███████████████████ | (93148/146578, 152 it/s) [10m43s:5m51s] 63% |███████████████████ | (93164/146578, 152 it/s) [10m43s:5m51s] 63% |███████████████████ | (93168/146578, 152 it/s) [10m43s:5m51s] 63% |███████████████████ | (93186/146578, 144 it/s) [10m43s:6m11s] 63% |███████████████████ | (93187/146578, 144 it/s) [10m43s:6m11s] 63% |███████████████████ | (93207/146578, 144 it/s) [10m43s:6m11s] 63% |███████████████████ | (93225/146578, 144 it/s) [10m43s:6m11s] 63% |███████████████████ | (93245/146578, 144 it/s) [10m43s:6m11s] 63% |███████████████████ | (93259/146578, 139 it/s) [10m44s:6m22s] 63% |███████████████████ | (93272/146578, 139 it/s) [10m44s:6m22s] 63% |███████████████████ | (93292/146578, 139 it/s) [10m44s:6m22s] 63% |███████████████████ | (93302/146578, 139 it/s) [10m44s:6m21s] 63% |███████████████████ | (93308/146578, 129 it/s) [10m44s:6m53s] 63% |███████████████████ | (93328/146578, 129 it/s) [10m44s:6m53s] 63% |███████████████████ | (93348/146578, 129 it/s) [10m44s:6m53s] 63% |███████████████████ | (93366/146578, 129 it/s) [10m44s:6m53s] 63% |███████████████████ | (93377/146578, 129 it/s) [10m45s:6m53s] 63% |███████████████████ | (93397/146578, 129 it/s) [10m45s:6m53s] 63% |███████████████████ | (93405/146578, 129 it/s) [10m45s:6m53s] 63% |███████████████████ | (93424/146578, 142 it/s) [10m45s:6m14s] 63% |███████████████████ | (93441/146578, 142 it/s) [10m45s:6m14s] 63% |███████████████████ | (93459/146578, 142 it/s) [10m45s:6m14s] 63% |███████████████████ | (93476/146578, 142 it/s) [10m45s:6m13s] 63% |███████████████████ | (93494/146578, 142 it/s) [10m45s:6m13s] 63% |███████████████████ | (93511/146578, 142 it/s) [10m45s:6m13s] 63% |████████████████████ | (93517/146578, 145 it/s) [10m45s:6m6s] 63% |████████████████████ | (93518/146578, 145 it/s) [10m45s:6m6s] 63% |████████████████████ | (93521/146578, 145 it/s) [10m46s:6m6s] 63% |████████████████████ | (93540/146578, 145 it/s) [10m46s:6m6s] 63% |████████████████████ | (93559/146578, 145 it/s) [10m46s:6m6s] 63% |███████████████████ | (93560/146578, 140 it/s) [10m46s:6m18s] 63% |███████████████████ | (93566/146578, 140 it/s) [10m46s:6m18s] 63% |███████████████████ | (93572/146578, 140 it/s) [10m46s:6m18s] 63% |███████████████████ | (93591/146578, 140 it/s) [10m46s:6m18s] 63% |███████████████████ | (93608/146578, 140 it/s) [10m46s:6m18s] 63% |███████████████████ | (93615/146578, 136 it/s) [10m46s:6m29s] 63% |███████████████████ | (93635/146578, 136 it/s) [10m46s:6m29s] 63% |███████████████████ | (93647/146578, 136 it/s) [10m46s:6m29s] 63% |███████████████████ | (93667/146578, 136 it/s) [10m47s:6m29s] 63% |███████████████████ | (93668/146578, 136 it/s) [10m47s:6m29s] 63% |███████████████████ | (93686/146578, 131 it/s) [10m47s:6m43s] 63% |███████████████████ | (93705/146578, 131 it/s) [10m47s:6m43s] 63% |███████████████████ | (93724/146578, 131 it/s) [10m47s:6m43s] 63% |███████████████████ | (93741/146578, 131 it/s) [10m47s:6m42s] 63% |███████████████████ | (93752/146578, 131 it/s) [10m47s:6m42s] 63% |███████████████████ | (93760/146578, 131 it/s) [10m47s:6m42s] 63% |███████████████████ | (93776/146578, 132 it/s) [10m47s:6m40s] 63% |███████████████████ | (93795/146578, 132 it/s) [10m47s:6m39s] 64% |███████████████████ | (93813/146578, 132 it/s) [10m47s:6m39s] 64% |███████████████████ | (93831/146578, 132 it/s) [10m48s:6m39s] 64% |███████████████████ | (93843/146578, 132 it/s) [10m48s:6m39s] 64% |███████████████████ | (93844/146578, 138 it/s) [10m48s:6m21s] 64% |███████████████████ | (93862/146578, 138 it/s) [10m48s:6m21s] 64% |███████████████████ | (93880/146578, 138 it/s) [10m48s:6m21s] 64% |███████████████████ | (93896/146578, 138 it/s) [10m48s:6m21s] 64% |███████████████████ | (93914/146578, 138 it/s) [10m48s:6m21s] 64% |███████████████████ | (93925/146578, 138 it/s) [10m48s:6m21s] 64% |███████████████████ | (93929/146578, 138 it/s) [10m48s:6m21s] 64% |████████████████████ | (93930/146578, 145 it/s) [10m48s:6m3s] 64% |████████████████████ | (93946/146578, 145 it/s) [10m48s:6m3s] 64% |████████████████████ | (93963/146578, 145 it/s) [10m48s:6m3s] 64% |████████████████████ | (93981/146578, 145 it/s) [10m49s:6m3s] 64% |████████████████████ | (94001/146578, 145 it/s) [10m49s:6m3s] 64% |████████████████████ | (94013/146578, 145 it/s) [10m49s:6m3s] 64% |███████████████████ | (94018/146578, 148 it/s) [10m49s:5m55s] 64% |███████████████████ | (94038/146578, 148 it/s) [10m49s:5m55s] 64% |███████████████████ | (94056/146578, 148 it/s) [10m49s:5m55s] 64% |███████████████████ | (94074/146578, 148 it/s) [10m49s:5m55s] 64% |███████████████████ | (94075/146578, 148 it/s) [10m49s:5m55s] 64% |███████████████████ | (94082/146578, 151 it/s) [10m49s:5m46s] 64% |███████████████████ | (94083/146578, 151 it/s) [10m50s:5m46s] 64% |███████████████████ | (94102/146578, 151 it/s) [10m50s:5m46s] 64% |███████████████████ | (94121/146578, 151 it/s) [10m50s:5m46s] 64% |███████████████████ | (94139/146578, 151 it/s) [10m50s:5m46s] 64% |███████████████████ | (94150/146578, 151 it/s) [10m50s:5m46s] 64% |███████████████████ | (94168/146578, 151 it/s) [10m50s:5m46s] 64% |███████████████████ | (94186/146578, 149 it/s) [10m50s:5m51s] 64% |███████████████████ | (94205/146578, 149 it/s) [10m50s:5m51s] 64% |███████████████████ | (94222/146578, 149 it/s) [10m50s:5m51s] 64% |███████████████████ | (94241/146578, 149 it/s) [10m50s:5m51s] 64% |███████████████████ | (94258/146578, 149 it/s) [10m50s:5m50s] 64% |████████████████████ | (94266/146578, 143 it/s) [10m51s:6m5s] 64% |████████████████████ | (94269/146578, 143 it/s) [10m51s:6m5s] 64% |████████████████████ | (94288/146578, 143 it/s) [10m51s:6m5s] 64% |████████████████████ | (94305/146578, 143 it/s) [10m51s:6m5s] 64% |████████████████████ | (94313/146578, 143 it/s) [10m51s:6m5s] 64% |███████████████████ | (94324/146578, 145 it/s) [10m51s:5m59s] 64% |███████████████████ | (94328/146578, 145 it/s) [10m51s:5m59s] 64% |███████████████████ | (94343/146578, 145 it/s) [10m51s:5m59s] 64% |███████████████████ | (94356/146578, 145 it/s) [10m51s:5m59s] 64% |███████████████████ | (94371/146578, 145 it/s) [10m51s:5m59s] 64% |███████████████████ | (94386/146578, 148 it/s) [10m52s:5m51s] 64% |███████████████████ | (94392/146578, 148 it/s) [10m52s:5m51s] 64% |███████████████████ | (94394/146578, 148 it/s) [10m52s:5m51s] 64% |███████████████████ | (94410/146578, 148 it/s) [10m52s:5m51s] 64% |███████████████████ | (94426/146578, 148 it/s) [10m52s:5m51s] 64% |███████████████████ | (94427/146578, 141 it/s) [10m52s:6m10s] 64% |███████████████████ | (94428/146578, 141 it/s) [10m52s:6m10s] 64% |███████████████████ | (94444/146578, 141 it/s) [10m52s:6m10s] 64% |███████████████████ | (94458/146578, 141 it/s) [10m52s:6m10s] 64% |███████████████████ | (94478/146578, 141 it/s) [10m52s:6m10s] 64% |███████████████████ | (94495/146578, 141 it/s) [10m53s:6m10s] 64% |████████████████████ | (94509/146578, 141 it/s) [10m53s:6m9s] 64% |████████████████████ | (94528/146578, 143 it/s) [10m53s:6m2s] 64% |████████████████████ | (94546/146578, 143 it/s) [10m53s:6m2s] 64% |████████████████████ | (94564/146578, 143 it/s) [10m53s:6m2s] 64% |████████████████████ | (94581/146578, 143 it/s) [10m53s:6m2s] 64% |████████████████████ | (94593/146578, 143 it/s) [10m53s:6m2s] 64% |████████████████████ | (94611/146578, 143 it/s) [10m53s:6m2s] 64% |████████████████████ | (94624/146578, 143 it/s) [10m53s:6m2s] 64% |████████████████████ | (94642/146578, 143 it/s) [10m53s:6m1s] 64% |███████████████████ | (94658/146578, 151 it/s) [10m53s:5m42s] 64% |███████████████████ | (94672/146578, 151 it/s) [10m53s:5m42s] 64% |███████████████████ | (94690/146578, 151 it/s) [10m53s:5m42s] 64% |███████████████████ | (94705/146578, 151 it/s) [10m53s:5m42s] 64% |███████████████████ | (94723/146578, 151 it/s) [10m54s:5m42s] 64% |███████████████████ | (94739/146578, 151 it/s) [10m54s:5m42s] 64% |███████████████████ | (94759/146578, 151 it/s) [10m54s:5m42s] 64% |███████████████████ | (94774/146578, 160 it/s) [10m54s:5m24s] 64% |███████████████████ | (94794/146578, 160 it/s) [10m54s:5m23s] 64% |███████████████████ | (94815/146578, 160 it/s) [10m54s:5m23s] 64% |███████████████████ | (94835/146578, 160 it/s) [10m54s:5m23s] 64% |███████████████████ | (94854/146578, 160 it/s) [10m54s:5m23s] 64% |███████████████████ | (94865/146578, 160 it/s) [10m54s:5m23s] 64% |███████████████████ | (94868/146578, 161 it/s) [10m54s:5m21s] 64% |███████████████████ | (94869/146578, 161 it/s) [10m54s:5m21s] 64% |███████████████████ | (94884/146578, 161 it/s) [10m55s:5m21s] 64% |███████████████████ | (94902/146578, 161 it/s) [10m55s:5m21s] 64% |███████████████████ | (94920/146578, 161 it/s) [10m55s:5m21s] 64% |███████████████████ | (94937/146578, 161 it/s) [10m55s:5m21s] 64% |███████████████████ | (94956/146578, 163 it/s) [10m55s:5m16s] 64% |███████████████████ | (94974/146578, 163 it/s) [10m55s:5m16s] 64% |███████████████████ | (94993/146578, 163 it/s) [10m55s:5m16s] 64% |███████████████████ | (95012/146578, 163 it/s) [10m55s:5m16s] 64% |███████████████████ | (95031/146578, 163 it/s) [10m55s:5m16s] 64% |███████████████████ | (95050/146578, 163 it/s) [10m55s:5m16s] 64% |███████████████████ | (95064/146578, 163 it/s) [10m55s:5m16s] 64% |████████████████████ | (95084/146578, 170 it/s) [10m55s:5m3s] 64% |████████████████████ | (95100/146578, 170 it/s) [10m55s:5m3s] 64% |████████████████████ | (95118/146578, 170 it/s) [10m55s:5m3s] 64% |████████████████████ | (95136/146578, 170 it/s) [10m56s:5m3s] 64% |████████████████████ | (95156/146578, 170 it/s) [10m56s:5m3s] 64% |████████████████████ | (95173/146578, 170 it/s) [10m56s:5m3s] 64% |███████████████████ | (95192/146578, 178 it/s) [10m56s:4m48s] 64% |███████████████████ | (95210/146578, 178 it/s) [10m56s:4m48s] 64% |███████████████████ | (95227/146578, 178 it/s) [10m56s:4m48s] 64% |███████████████████ | (95244/146578, 178 it/s) [10m56s:4m48s] 64% |███████████████████ | (95264/146578, 178 it/s) [10m56s:4m48s] 65% |████████████████████ | (95281/146578, 178 it/s) [10m56s:4m48s] 65% |████████████████████ | (95295/146578, 188 it/s) [10m57s:4m32s] 65% |████████████████████ | (95314/146578, 188 it/s) [10m57s:4m32s] 65% |████████████████████ | (95334/146578, 188 it/s) [10m57s:4m32s] 65% |████████████████████ | (95353/146578, 188 it/s) [10m57s:4m32s] 65% |████████████████████ | (95373/146578, 192 it/s) [10m57s:4m26s] 65% |████████████████████ | (95392/146578, 192 it/s) [10m57s:4m26s] 65% |████████████████████ | (95408/146578, 192 it/s) [10m57s:4m26s] 65% |████████████████████ | (95425/146578, 192 it/s) [10m57s:4m26s] 65% |████████████████████ | (95427/146578, 192 it/s) [10m57s:4m26s] 65% |████████████████████ | (95432/146578, 198 it/s) [10m57s:4m18s] 65% |████████████████████ | (95444/146578, 198 it/s) [10m57s:4m18s] 65% |████████████████████ | (95456/146578, 198 it/s) [10m57s:4m18s] 65% |████████████████████ | (95458/146578, 198 it/s) [10m57s:4m18s] 65% |████████████████████ | (95465/146578, 198 it/s) [10m58s:4m18s] 65% |████████████████████ | (95469/146578, 198 it/s) [10m58s:4m18s] 65% |████████████████████ | (95471/146578, 186 it/s) [10m58s:4m35s] 65% |████████████████████ | (95474/146578, 186 it/s) [10m58s:4m35s] 65% |████████████████████ | (95478/146578, 186 it/s) [10m58s:4m35s] 65% |████████████████████ | (95481/146578, 186 it/s) [10m58s:4m35s] 65% |████████████████████ | (95485/146578, 186 it/s) [10m58s:4m35s] 65% |████████████████████ | (95487/146578, 165 it/s) [10m58s:5m9s] 65% |████████████████████ | (95491/146578, 165 it/s) [10m59s:5m9s] 65% |████████████████████ | (95509/146578, 165 it/s) [10m59s:5m9s] 65% |████████████████████ | (95528/146578, 165 it/s) [10m59s:5m9s] 65% |████████████████████ | (95548/146578, 165 it/s) [10m59s:5m9s] 65% |████████████████████ | (95566/146578, 165 it/s) [10m59s:5m9s] 65% |████████████████████ | (95585/146578, 157 it/s) [10m59s:5m24s] 65% |████████████████████ | (95602/146578, 157 it/s) [10m59s:5m24s] 65% |████████████████████ | (95620/146578, 157 it/s) [10m59s:5m24s] 65% |████████████████████ | (95638/146578, 157 it/s) [10m59s:5m24s] 65% |████████████████████ | (95646/146578, 157 it/s) [10m59s:5m23s] 65% |████████████████████ | (95665/146578, 157 it/s) [10m59s:5m23s] 65% |████████████████████ | (95680/146578, 157 it/s) [10m59s:5m23s] 65% |████████████████████ | (95699/146578, 162 it/s) [10m59s:5m13s] 65% |████████████████████ | (95712/146578, 162 it/s) [10m59s:5m13s] 65% |████████████████████ | (95731/146578, 162 it/s) [11m0s:5m13s] 65% |████████████████████ | (95744/146578, 162 it/s) [11m0s:5m13s] 65% |████████████████████ | (95764/146578, 162 it/s) [11m0s:5m12s] 65% |████████████████████ | (95780/146578, 162 it/s) [11m0s:5m12s] 65% |████████████████████ | (95796/146578, 162 it/s) [11m0s:5m12s] 65% |████████████████████ | (95811/146578, 172 it/s) [11m0s:4m54s] 65% |████████████████████ | (95826/146578, 172 it/s) [11m0s:4m54s] 65% |████████████████████ | (95827/146578, 172 it/s) [11m0s:4m54s] 65% |████████████████████ | (95847/146578, 172 it/s) [11m0s:4m54s] 65% |████████████████████ | (95865/146578, 172 it/s) [11m0s:4m54s] 65% |████████████████████ | (95885/146578, 172 it/s) [11m0s:4m54s] 65% |████████████████████ | (95904/146578, 162 it/s) [11m0s:5m13s] 65% |████████████████████ | (95917/146578, 162 it/s) [11m1s:5m13s] 65% |████████████████████ | (95918/146578, 162 it/s) [11m1s:5m13s] 65% |████████████████████ | (95929/146578, 162 it/s) [11m1s:5m13s] 65% |████████████████████ | (95932/146578, 148 it/s) [11m1s:5m41s] 65% |████████████████████ | (95938/146578, 148 it/s) [11m1s:5m41s] 65% |████████████████████ | (95956/146578, 148 it/s) [11m1s:5m41s] 65% |████████████████████ | (95971/146578, 148 it/s) [11m1s:5m41s] 65% |████████████████████ | (95982/146578, 136 it/s) [11m1s:6m11s] 65% |████████████████████ | (96000/146578, 136 it/s) [11m1s:6m10s] 65% |████████████████████ | (96013/146578, 136 it/s) [11m2s:6m10s] 65% |████████████████████ | (96026/146578, 136 it/s) [11m2s:6m10s] 65% |████████████████████ | (96042/146578, 136 it/s) [11m2s:6m10s] 65% |████████████████████ | (96054/146578, 136 it/s) [11m2s:6m10s] 65% |████████████████████ | (96063/146578, 136 it/s) [11m2s:6m11s] 65% |████████████████████ | (96083/146578, 136 it/s) [11m2s:6m11s] 65% |████████████████████ | (96103/146578, 136 it/s) [11m2s:6m11s] 65% |████████████████████ | (96121/146578, 136 it/s) [11m2s:6m11s] 65% |████████████████████ | (96140/146578, 136 it/s) [11m2s:6m10s] 65% |████████████████████ | (96152/146578, 136 it/s) [11m2s:6m10s] 65% |████████████████████ | (96157/146578, 136 it/s) [11m2s:6m10s] 65% |████████████████████ | (96158/146578, 141 it/s) [11m2s:5m57s] 65% |████████████████████ | (96174/146578, 141 it/s) [11m3s:5m56s] 65% |████████████████████ | (96192/146578, 141 it/s) [11m3s:5m56s] 65% |████████████████████ | (96209/146578, 141 it/s) [11m3s:5m56s] 65% |████████████████████ | (96227/146578, 141 it/s) [11m3s:5m56s] 65% |████████████████████ | (96240/146578, 141 it/s) [11m3s:5m56s] 65% |████████████████████ | (96245/146578, 141 it/s) [11m3s:5m56s] 65% |████████████████████ | (96264/146578, 155 it/s) [11m3s:5m24s] 65% |████████████████████ | (96282/146578, 155 it/s) [11m3s:5m24s] 65% |████████████████████ | (96301/146578, 155 it/s) [11m3s:5m24s] 65% |████████████████████ | (96311/146578, 155 it/s) [11m3s:5m24s] 65% |████████████████████ | (96316/146578, 155 it/s) [11m3s:5m24s] 65% |████████████████████ | (96318/146578, 155 it/s) [11m3s:5m24s] 65% |████████████████████ | (96321/146578, 162 it/s) [11m4s:5m11s] 65% |████████████████████ | (96339/146578, 162 it/s) [11m4s:5m11s] 65% |████████████████████ | (96358/146578, 162 it/s) [11m4s:5m10s] 65% |████████████████████ | (96374/146578, 162 it/s) [11m4s:5m10s] 65% |████████████████████ | (96390/146578, 162 it/s) [11m4s:5m10s] 65% |████████████████████ | (96397/146578, 162 it/s) [11m4s:5m10s] 65% |████████████████████ | (96401/146578, 162 it/s) [11m4s:5m10s] 65% |████████████████████ | (96402/146578, 154 it/s) [11m4s:5m26s] 65% |████████████████████ | (96418/146578, 154 it/s) [11m4s:5m26s] 65% |████████████████████ | (96431/146578, 154 it/s) [11m5s:5m26s] 65% |████████████████████ | (96441/146578, 154 it/s) [11m5s:5m26s] 65% |████████████████████ | (96444/146578, 154 it/s) [11m5s:5m26s] 65% |████████████████████ | (96451/146578, 140 it/s) [11m5s:5m58s] 65% |████████████████████ | (96452/146578, 140 it/s) [11m5s:5m58s] 65% |████████████████████ | (96468/146578, 140 it/s) [11m5s:5m58s] 65% |████████████████████ | (96483/146578, 140 it/s) [11m5s:5m58s] 65% |████████████████████ | (96488/146578, 140 it/s) [11m5s:5m58s] 65% |████████████████████ | (96497/146578, 140 it/s) [11m5s:5m57s] 65% |████████████████████ | (96498/146578, 125 it/s) [11m6s:6m42s] 65% |████████████████████ | (96502/146578, 125 it/s) [11m6s:6m42s] 65% |████████████████████ | (96519/146578, 125 it/s) [11m6s:6m41s] 65% |████████████████████ | (96536/146578, 125 it/s) [11m6s:6m41s] 65% |████████████████████ | (96555/146578, 125 it/s) [11m6s:6m41s] 65% |████████████████████ | (96571/146578, 125 it/s) [11m6s:6m41s] 65% |████████████████████ | (96573/146578, 119 it/s) [11m6s:6m58s] 65% |████████████████████ | (96591/146578, 119 it/s) [11m6s:6m58s] 65% |████████████████████ | (96610/146578, 119 it/s) [11m6s:6m58s] 65% |████████████████████ | (96630/146578, 119 it/s) [11m6s:6m58s] 65% |████████████████████ | (96648/146578, 119 it/s) [11m6s:6m58s] 65% |████████████████████ | (96668/146578, 119 it/s) [11m7s:6m57s] 65% |████████████████████ | (96674/146578, 119 it/s) [11m7s:6m57s] 65% |████████████████████ | (96684/146578, 128 it/s) [11m7s:6m28s] 65% |████████████████████ | (96692/146578, 128 it/s) [11m7s:6m28s] 65% |████████████████████ | (96702/146578, 128 it/s) [11m7s:6m28s] 65% |████████████████████ | (96709/146578, 128 it/s) [11m7s:6m28s] 65% |████████████████████ | (96710/146578, 128 it/s) [11m7s:6m28s] 65% |████████████████████ | (96729/146578, 127 it/s) [11m7s:6m31s] 66% |█████████████████████ | (96747/146578, 127 it/s) [11m7s:6m31s] 66% |█████████████████████ | (96765/146578, 127 it/s) [11m7s:6m31s] 66% |█████████████████████ | (96784/146578, 127 it/s) [11m8s:6m31s] 66% |█████████████████████ | (96803/146578, 127 it/s) [11m8s:6m30s] 66% |█████████████████████ | (96819/146578, 127 it/s) [11m8s:6m30s] 66% |█████████████████████ | (96826/146578, 128 it/s) [11m8s:6m29s] 66% |█████████████████████ | (96831/146578, 128 it/s) [11m8s:6m29s] 66% |█████████████████████ | (96850/146578, 128 it/s) [11m8s:6m29s] 66% |█████████████████████ | (96863/146578, 128 it/s) [11m8s:6m29s] 66% |█████████████████████ | (96864/146578, 128 it/s) [11m8s:6m29s] 66% |█████████████████████ | (96884/146578, 128 it/s) [11m8s:6m29s] 66% |█████████████████████ | (96901/146578, 122 it/s) [11m9s:6m47s] 66% |█████████████████████ | (96920/146578, 122 it/s) [11m9s:6m47s] 66% |█████████████████████ | (96939/146578, 122 it/s) [11m9s:6m47s] 66% |█████████████████████ | (96946/146578, 122 it/s) [11m9s:6m47s] 66% |█████████████████████ | (96959/146578, 122 it/s) [11m9s:6m46s] 66% |█████████████████████ | (96960/146578, 115 it/s) [11m9s:7m11s] 66% |█████████████████████ | (96966/146578, 115 it/s) [11m9s:7m11s] 66% |█████████████████████ | (96985/146578, 115 it/s) [11m9s:7m10s] 66% |█████████████████████ | (97004/146578, 115 it/s) [11m9s:7m10s] 66% |█████████████████████ | (97022/146578, 115 it/s) [11m9s:7m10s] 66% |█████████████████████ | (97032/146578, 116 it/s) [11m10s:7m7s] 66% |█████████████████████ | (97049/146578, 116 it/s) [11m10s:7m7s] 66% |█████████████████████ | (97065/146578, 116 it/s) [11m10s:7m6s] 66% |█████████████████████ | (97081/146578, 116 it/s) [11m10s:7m6s] 66% |█████████████████████ | (97082/146578, 116 it/s) [11m10s:7m6s] 66% |█████████████████████ | (97101/146578, 116 it/s) [11m10s:7m6s] 66% |████████████████████ | (97120/146578, 124 it/s) [11m10s:6m39s] 66% |████████████████████ | (97137/146578, 124 it/s) [11m10s:6m39s] 66% |████████████████████ | (97156/146578, 124 it/s) [11m10s:6m39s] 66% |████████████████████ | (97162/146578, 124 it/s) [11m10s:6m39s] 66% |████████████████████ | (97173/146578, 124 it/s) [11m11s:6m39s] 66% |████████████████████ | (97177/146578, 124 it/s) [11m11s:6m37s] 66% |████████████████████ | (97196/146578, 124 it/s) [11m11s:6m37s] 66% |████████████████████ | (97217/146578, 124 it/s) [11m11s:6m37s] 66% |████████████████████ | (97237/146578, 124 it/s) [11m11s:6m37s] 66% |████████████████████ | (97257/146578, 124 it/s) [11m11s:6m36s] 66% |████████████████████ | (97275/146578, 124 it/s) [11m11s:6m36s] 66% |████████████████████ | (97296/146578, 124 it/s) [11m11s:6m36s] 66% |████████████████████ | (97303/146578, 137 it/s) [11m11s:5m59s] 66% |████████████████████ | (97304/146578, 137 it/s) [11m12s:5m59s] 66% |████████████████████ | (97324/146578, 137 it/s) [11m12s:5m59s] 66% |████████████████████ | (97342/146578, 137 it/s) [11m12s:5m59s] 66% |████████████████████ | (97361/146578, 137 it/s) [11m12s:5m59s] 66% |████████████████████ | (97367/146578, 137 it/s) [11m12s:5m59s] 66% |████████████████████ | (97368/146578, 138 it/s) [11m12s:5m56s] 66% |████████████████████ | (97389/146578, 138 it/s) [11m12s:5m56s] 66% |████████████████████ | (97406/146578, 138 it/s) [11m12s:5m56s] 66% |████████████████████ | (97425/146578, 138 it/s) [11m12s:5m56s] 66% |████████████████████ | (97445/146578, 138 it/s) [11m12s:5m56s] 66% |████████████████████ | (97460/146578, 138 it/s) [11m12s:5m56s] 66% |████████████████████ | (97473/146578, 138 it/s) [11m12s:5m56s] 66% |████████████████████ | (97484/146578, 138 it/s) [11m13s:5m55s] 66% |████████████████████ | (97486/146578, 138 it/s) [11m13s:5m55s] 66% |████████████████████ | (97502/146578, 138 it/s) [11m13s:5m55s] 66% |████████████████████ | (97517/146578, 138 it/s) [11m13s:5m55s] 66% |████████████████████ | (97521/146578, 138 it/s) [11m13s:5m55s] 66% |████████████████████ | (97531/146578, 138 it/s) [11m13s:5m55s] 66% |████████████████████ | (97548/146578, 138 it/s) [11m13s:5m55s] 66% |████████████████████ | (97568/146578, 138 it/s) [11m13s:5m55s] 66% |████████████████████ | (97586/146578, 138 it/s) [11m13s:5m55s] 66% |████████████████████ | (97606/146578, 138 it/s) [11m13s:5m55s] 66% |████████████████████ | (97625/146578, 138 it/s) [11m13s:5m54s] 66% |████████████████████ | (97638/146578, 138 it/s) [11m14s:5m54s] 66% |████████████████████ | (97657/146578, 138 it/s) [11m14s:5m54s] 66% |████████████████████ | (97677/146578, 149 it/s) [11m14s:5m27s] 66% |████████████████████ | (97690/146578, 149 it/s) [11m14s:5m27s] 66% |████████████████████ | (97709/146578, 149 it/s) [11m14s:5m27s] 66% |████████████████████ | (97723/146578, 149 it/s) [11m14s:5m27s] 66% |████████████████████ | (97742/146578, 149 it/s) [11m14s:5m27s] 66% |████████████████████ | (97754/146578, 149 it/s) [11m14s:5m27s] 66% |████████████████████ | (97770/146578, 149 it/s) [11m14s:5m27s] 66% |█████████████████████ | (97785/146578, 161 it/s) [11m14s:5m3s] 66% |█████████████████████ | (97801/146578, 161 it/s) [11m14s:5m3s] 66% |█████████████████████ | (97817/146578, 161 it/s) [11m14s:5m3s] 66% |█████████████████████ | (97834/146578, 161 it/s) [11m14s:5m3s] 66% |█████████████████████ | (97849/146578, 161 it/s) [11m14s:5m3s] 66% |█████████████████████ | (97858/146578, 162 it/s) [11m15s:5m1s] 66% |█████████████████████ | (97870/146578, 162 it/s) [11m15s:5m0s] 66% |█████████████████████ | (97888/146578, 162 it/s) [11m15s:5m0s] 66% |█████████████████████ | (97905/146578, 162 it/s) [11m15s:5m0s] 66% |█████████████████████ | (97920/146578, 162 it/s) [11m15s:5m0s] 66% |█████████████████████ | (97935/146578, 162 it/s) [11m15s:5m0s] 66% |█████████████████████ | (97950/146578, 162 it/s) [11m15s:5m0s] 66% |█████████████████████ | (97966/146578, 162 it/s) [11m15s:5m0s] 66% |████████████████████ | (97981/146578, 175 it/s) [11m15s:4m38s] 66% |████████████████████ | (97998/146578, 175 it/s) [11m15s:4m38s] 66% |████████████████████ | (98011/146578, 175 it/s) [11m15s:4m38s] 66% |████████████████████ | (98027/146578, 175 it/s) [11m15s:4m38s] 66% |████████████████████ | (98043/146578, 175 it/s) [11m15s:4m38s] 66% |████████████████████ | (98052/146578, 175 it/s) [11m16s:4m38s] 66% |████████████████████ | (98068/146578, 175 it/s) [11m16s:4m37s] 66% |████████████████████ | (98075/146578, 177 it/s) [11m16s:4m34s] 66% |████████████████████ | (98092/146578, 177 it/s) [11m16s:4m34s] 66% |████████████████████ | (98108/146578, 177 it/s) [11m16s:4m34s] 66% |████████████████████ | (98123/146578, 177 it/s) [11m16s:4m34s] 66% |████████████████████ | (98142/146578, 178 it/s) [11m16s:4m31s] 66% |████████████████████ | (98162/146578, 178 it/s) [11m16s:4m31s] 66% |████████████████████ | (98181/146578, 178 it/s) [11m16s:4m31s] 66% |████████████████████ | (98200/146578, 178 it/s) [11m16s:4m31s] 67% |████████████████████ | (98218/146578, 178 it/s) [11m16s:4m31s] 67% |████████████████████ | (98236/146578, 178 it/s) [11m17s:4m30s] 67% |████████████████████ | (98239/146578, 177 it/s) [11m17s:4m33s] 67% |████████████████████ | (98248/146578, 177 it/s) [11m17s:4m33s] 67% |████████████████████ | (98266/146578, 177 it/s) [11m17s:4m33s] 67% |████████████████████ | (98288/146578, 177 it/s) [11m17s:4m32s] 67% |████████████████████ | (98296/146578, 177 it/s) [11m17s:4m32s] 67% |████████████████████ | (98316/146578, 180 it/s) [11m17s:4m27s] 67% |████████████████████ | (98317/146578, 180 it/s) [11m17s:4m27s] 67% |████████████████████ | (98321/146578, 180 it/s) [11m17s:4m27s] 67% |████████████████████ | (98339/146578, 180 it/s) [11m17s:4m27s] 67% |████████████████████ | (98357/146578, 180 it/s) [11m18s:4m27s] 67% |████████████████████ | (98358/146578, 180 it/s) [11m18s:4m27s] 67% |████████████████████ | (98364/146578, 170 it/s) [11m18s:4m43s] 67% |████████████████████ | (98367/146578, 170 it/s) [11m18s:4m43s] 67% |████████████████████ | (98383/146578, 170 it/s) [11m18s:4m43s] 67% |████████████████████ | (98400/146578, 170 it/s) [11m18s:4m43s] 67% |████████████████████ | (98407/146578, 170 it/s) [11m18s:4m43s] 67% |████████████████████ | (98426/146578, 170 it/s) [11m18s:4m43s] 67% |████████████████████ | (98427/146578, 173 it/s) [11m18s:4m38s] 67% |████████████████████ | (98433/146578, 173 it/s) [11m19s:4m38s] 67% |████████████████████ | (98449/146578, 173 it/s) [11m19s:4m37s] 67% |████████████████████ | (98465/146578, 173 it/s) [11m19s:4m37s] 67% |████████████████████ | (98470/146578, 173 it/s) [11m19s:4m37s] 67% |█████████████████████ | (98480/146578, 156 it/s) [11m19s:5m8s] 67% |█████████████████████ | (98483/146578, 156 it/s) [11m19s:5m8s] 67% |█████████████████████ | (98488/146578, 156 it/s) [11m19s:5m8s] 67% |█████████████████████ | (98492/146578, 156 it/s) [11m19s:5m8s] 67% |█████████████████████ | (98512/146578, 156 it/s) [11m19s:5m8s] 67% |████████████████████ | (98530/146578, 141 it/s) [11m20s:5m40s] 67% |████████████████████ | (98531/146578, 141 it/s) [11m20s:5m40s] 67% |████████████████████ | (98551/146578, 141 it/s) [11m20s:5m40s] 67% |████████████████████ | (98570/146578, 141 it/s) [11m20s:5m40s] 67% |████████████████████ | (98589/146578, 141 it/s) [11m20s:5m40s] 67% |████████████████████ | (98609/146578, 141 it/s) [11m20s:5m40s] 67% |████████████████████ | (98627/146578, 141 it/s) [11m20s:5m40s] 67% |████████████████████ | (98635/146578, 141 it/s) [11m20s:5m40s] 67% |████████████████████ | (98654/146578, 141 it/s) [11m20s:5m40s] 67% |████████████████████ | (98674/146578, 141 it/s) [11m20s:5m40s] 67% |████████████████████ | (98691/146578, 141 it/s) [11m21s:5m40s] 67% |████████████████████ | (98711/146578, 141 it/s) [11m21s:5m40s] 67% |████████████████████ | (98723/146578, 141 it/s) [11m21s:5m40s] 67% |████████████████████ | (98741/146578, 139 it/s) [11m21s:5m44s] 67% |████████████████████ | (98752/146578, 139 it/s) [11m21s:5m44s] 67% |████████████████████ | (98769/146578, 139 it/s) [11m21s:5m44s] 67% |████████████████████ | (98770/146578, 139 it/s) [11m21s:5m44s] 67% |████████████████████ | (98788/146578, 139 it/s) [11m21s:5m44s] 67% |████████████████████ | (98804/146578, 139 it/s) [11m21s:5m44s] 67% |████████████████████ | (98819/146578, 134 it/s) [11m21s:5m57s] 67% |████████████████████ | (98831/146578, 134 it/s) [11m21s:5m57s] 67% |████████████████████ | (98843/146578, 134 it/s) [11m22s:5m56s] 67% |████████████████████ | (98856/146578, 134 it/s) [11m22s:5m56s] 67% |████████████████████ | (98873/146578, 134 it/s) [11m22s:5m56s] 67% |████████████████████ | (98891/146578, 138 it/s) [11m22s:5m44s] 67% |████████████████████ | (98909/146578, 138 it/s) [11m22s:5m44s] 67% |████████████████████ | (98921/146578, 138 it/s) [11m22s:5m44s] 67% |████████████████████ | (98936/146578, 138 it/s) [11m22s:5m44s] 67% |████████████████████ | (98957/146578, 138 it/s) [11m22s:5m44s] 67% |████████████████████ | (98978/146578, 135 it/s) [11m22s:5m52s] 67% |████████████████████ | (98997/146578, 135 it/s) [11m22s:5m52s] 67% |████████████████████ | (99002/146578, 135 it/s) [11m22s:5m52s] 67% |████████████████████ | (99019/146578, 135 it/s) [11m23s:5m52s] 67% |████████████████████ | (99020/146578, 135 it/s) [11m23s:5m52s] 67% |████████████████████ | (99039/146578, 135 it/s) [11m23s:5m52s] 67% |████████████████████ | (99056/146578, 135 it/s) [11m23s:5m53s] 67% |████████████████████ | (99075/146578, 135 it/s) [11m23s:5m53s] 67% |████████████████████ | (99077/146578, 135 it/s) [11m23s:5m53s] 67% |████████████████████ | (99082/146578, 135 it/s) [11m23s:5m53s] 67% |████████████████████ | (99097/146578, 137 it/s) [11m23s:5m46s] 67% |████████████████████ | (99115/146578, 137 it/s) [11m23s:5m46s] 67% |████████████████████ | (99125/146578, 137 it/s) [11m23s:5m46s] 67% |████████████████████ | (99143/146578, 137 it/s) [11m23s:5m46s] 67% |████████████████████ | (99146/146578, 137 it/s) [11m24s:5m46s] 67% |████████████████████ | (99152/146578, 137 it/s) [11m24s:5m46s] 67% |████████████████████ | (99163/146578, 140 it/s) [11m24s:5m39s] 67% |████████████████████ | (99182/146578, 140 it/s) [11m24s:5m38s] 67% |████████████████████ | (99202/146578, 140 it/s) [11m24s:5m38s] 67% |████████████████████ | (99208/146578, 140 it/s) [11m24s:5m38s] 67% |████████████████████ | (99226/146578, 140 it/s) [11m24s:5m38s] 67% |████████████████████ | (99229/146578, 140 it/s) [11m24s:5m38s] 67% |████████████████████ | (99234/146578, 143 it/s) [11m24s:5m31s] 67% |████████████████████ | (99254/146578, 143 it/s) [11m24s:5m30s] 67% |████████████████████ | (99274/146578, 143 it/s) [11m24s:5m30s] 67% |████████████████████ | (99290/146578, 143 it/s) [11m25s:5m30s] 67% |████████████████████ | (99304/146578, 143 it/s) [11m25s:5m30s] 67% |████████████████████ | (99317/146578, 143 it/s) [11m25s:5m30s] 67% |█████████████████████ | (99327/146578, 153 it/s) [11m25s:5m9s] 67% |█████████████████████ | (99328/146578, 153 it/s) [11m25s:5m9s] 67% |█████████████████████ | (99333/146578, 153 it/s) [11m25s:5m9s] 67% |█████████████████████ | (99350/146578, 153 it/s) [11m25s:5m9s] 67% |█████████████████████ | (99370/146578, 153 it/s) [11m25s:5m9s] 67% |████████████████████ | (99371/146578, 146 it/s) [11m25s:5m23s] 67% |████████████████████ | (99389/146578, 146 it/s) [11m25s:5m23s] 67% |████████████████████ | (99410/146578, 146 it/s) [11m25s:5m23s] 67% |████████████████████ | (99424/146578, 146 it/s) [11m26s:5m23s] 67% |████████████████████ | (99443/146578, 146 it/s) [11m26s:5m23s] 67% |████████████████████ | (99453/146578, 146 it/s) [11m26s:5m23s] 67% |████████████████████ | (99469/146578, 141 it/s) [11m26s:5m33s] 67% |████████████████████ | (99485/146578, 141 it/s) [11m26s:5m33s] 67% |████████████████████ | (99502/146578, 141 it/s) [11m26s:5m33s] 67% |████████████████████ | (99520/146578, 141 it/s) [11m26s:5m33s] 67% |████████████████████ | (99534/146578, 141 it/s) [11m26s:5m33s] 67% |████████████████████ | (99539/146578, 141 it/s) [11m26s:5m33s] 67% |████████████████████ | (99559/146578, 144 it/s) [11m26s:5m26s] 67% |████████████████████ | (99576/146578, 144 it/s) [11m26s:5m26s] 67% |████████████████████ | (99594/146578, 144 it/s) [11m27s:5m26s] 67% |████████████████████ | (99600/146578, 144 it/s) [11m27s:5m26s] 67% |████████████████████ | (99613/146578, 141 it/s) [11m27s:5m32s] 67% |████████████████████ | (99618/146578, 141 it/s) [11m27s:5m32s] 67% |████████████████████ | (99623/146578, 141 it/s) [11m27s:5m32s] 67% |████████████████████ | (99627/146578, 141 it/s) [11m27s:5m32s] 67% |████████████████████ | (99631/146578, 141 it/s) [11m27s:5m32s] 67% |█████████████████████ | (99634/146578, 128 it/s) [11m27s:6m5s] 67% |█████████████████████ | (99648/146578, 128 it/s) [11m28s:6m5s] 67% |█████████████████████ | (99663/146578, 128 it/s) [11m28s:6m5s] 68% |█████████████████████ | (99675/146578, 128 it/s) [11m28s:6m5s] 68% |█████████████████████ | (99680/146578, 128 it/s) [11m28s:6m5s] 68% |█████████████████████ | (99681/146578, 128 it/s) [11m28s:6m5s] 68% |█████████████████████ | (99695/146578, 126 it/s) [11m28s:6m12s] 68% |█████████████████████ | (99710/146578, 126 it/s) [11m28s:6m12s] 68% |█████████████████████ | (99728/146578, 126 it/s) [11m28s:6m12s] 68% |█████████████████████ | (99747/146578, 126 it/s) [11m28s:6m12s] 68% |█████████████████████ | (99758/146578, 126 it/s) [11m28s:6m12s] 68% |█████████████████████ | (99766/146578, 126 it/s) [11m28s:6m12s] 68% |█████████████████████ | (99783/146578, 133 it/s) [11m29s:5m52s] 68% |█████████████████████ | (99799/146578, 133 it/s) [11m29s:5m51s] 68% |█████████████████████ | (99815/146578, 133 it/s) [11m29s:5m51s] 68% |█████████████████████ | (99818/146578, 133 it/s) [11m29s:5m51s] 68% |█████████████████████ | (99831/146578, 133 it/s) [11m29s:5m51s] 68% |█████████████████████ | (99844/146578, 133 it/s) [11m29s:5m51s] 68% |█████████████████████ | (99858/146578, 133 it/s) [11m29s:5m50s] 68% |█████████████████████ | (99871/146578, 133 it/s) [11m29s:5m50s] 68% |█████████████████████ | (99885/146578, 133 it/s) [11m29s:5m50s] 68% |█████████████████████ | (99896/146578, 133 it/s) [11m29s:5m49s] 68% |█████████████████████ | (99914/146578, 133 it/s) [11m29s:5m49s] 68% |█████████████████████ | (99927/146578, 133 it/s) [11m29s:5m49s] 68% |█████████████████████ | (99944/146578, 133 it/s) [11m29s:5m49s] 68% |█████████████████████ | (99962/146578, 143 it/s) [11m29s:5m26s] 68% |█████████████████████ | (99967/146578, 143 it/s) [11m30s:5m26s] 68% |█████████████████████ | (99968/146578, 143 it/s) [11m30s:5m26s] 68% |█████████████████████ | (99969/146578, 143 it/s) [11m30s:5m26s] 68% |█████████████████████ | (99986/146578, 128 it/s) [11m30s:6m4s] 68% |█████████████████████ | (100002/146578, 128 it/s) [11m30s:6m4s] 68% |█████████████████████ | (100018/146578, 128 it/s) [11m30s:6m4s] 68% |█████████████████████ | (100035/146578, 128 it/s) [11m30s:6m4s] 68% |█████████████████████ | (100052/146578, 128 it/s) [11m30s:6m4s] 68% |█████████████████████ | (100055/146578, 128 it/s) [11m30s:6m4s] 68% |████████████████████ | (100066/146578, 137 it/s) [11m30s:5m40s] 68% |████████████████████ | (100077/146578, 137 it/s) [11m31s:5m40s] 68% |████████████████████ | (100094/146578, 137 it/s) [11m31s:5m40s] 68% |████████████████████ | (100105/146578, 137 it/s) [11m31s:5m40s] 68% |████████████████████ | (100121/146578, 137 it/s) [11m31s:5m40s] 68% |████████████████████ | (100138/146578, 132 it/s) [11m31s:5m51s] 68% |████████████████████ | (100154/146578, 132 it/s) [11m31s:5m51s] 68% |████████████████████ | (100170/146578, 132 it/s) [11m31s:5m51s] 68% |████████████████████ | (100186/146578, 132 it/s) [11m31s:5m51s] 68% |████████████████████ | (100193/146578, 132 it/s) [11m31s:5m50s] 68% |████████████████████ | (100207/146578, 129 it/s) [11m32s:5m58s] 68% |████████████████████ | (100220/146578, 129 it/s) [11m32s:5m58s] 68% |████████████████████ | (100232/146578, 129 it/s) [11m32s:5m58s] 68% |████████████████████ | (100237/146578, 129 it/s) [11m32s:5m58s] 68% |████████████████████ | (100253/146578, 129 it/s) [11m32s:5m57s] 68% |████████████████████ | (100254/146578, 129 it/s) [11m32s:5m57s] 68% |█████████████████████ | (100259/146578, 125 it/s) [11m32s:6m9s] 68% |█████████████████████ | (100276/146578, 125 it/s) [11m32s:6m9s] 68% |█████████████████████ | (100293/146578, 125 it/s) [11m32s:6m9s] 68% |█████████████████████ | (100302/146578, 125 it/s) [11m32s:6m8s] 68% |█████████████████████ | (100319/146578, 125 it/s) [11m32s:6m8s] 68% |█████████████████████ | (100320/146578, 125 it/s) [11m32s:6m8s] 68% |█████████████████████ | (100325/146578, 125 it/s) [11m33s:6m8s] 68% |████████████████████ | (100337/146578, 137 it/s) [11m33s:5m37s] 68% |████████████████████ | (100338/146578, 137 it/s) [11m33s:5m37s] 68% |████████████████████ | (100357/146578, 137 it/s) [11m33s:5m37s] 68% |████████████████████ | (100375/146578, 137 it/s) [11m33s:5m37s] 68% |████████████████████ | (100390/146578, 137 it/s) [11m33s:5m37s] 68% |████████████████████ | (100405/146578, 137 it/s) [11m33s:5m37s] 68% |████████████████████ | (100409/146578, 138 it/s) [11m33s:5m34s] 68% |████████████████████ | (100418/146578, 138 it/s) [11m33s:5m34s] 68% |████████████████████ | (100419/146578, 138 it/s) [11m33s:5m34s] 68% |████████████████████ | (100422/146578, 138 it/s) [11m33s:5m34s] 68% |████████████████████ | (100438/146578, 138 it/s) [11m34s:5m33s] 68% |████████████████████ | (100454/146578, 138 it/s) [11m34s:5m33s] 68% |████████████████████ | (100473/146578, 133 it/s) [11m34s:5m47s] 68% |████████████████████ | (100492/146578, 133 it/s) [11m34s:5m47s] 68% |████████████████████ | (100508/146578, 133 it/s) [11m34s:5m47s] 68% |████████████████████ | (100523/146578, 133 it/s) [11m34s:5m47s] 68% |████████████████████ | (100533/146578, 133 it/s) [11m34s:5m47s] 68% |████████████████████ | (100534/146578, 133 it/s) [11m34s:5m47s] 68% |████████████████████ | (100550/146578, 135 it/s) [11m34s:5m40s] 68% |████████████████████ | (100566/146578, 135 it/s) [11m34s:5m40s] 68% |████████████████████ | (100582/146578, 135 it/s) [11m34s:5m40s] 68% |████████████████████ | (100597/146578, 135 it/s) [11m34s:5m40s] 68% |████████████████████ | (100611/146578, 135 it/s) [11m34s:5m40s] 68% |████████████████████ | (100625/146578, 123 it/s) [11m35s:6m12s] 68% |████████████████████ | (100642/146578, 123 it/s) [11m35s:6m12s] 68% |████████████████████ | (100661/146578, 123 it/s) [11m35s:6m12s] 68% |████████████████████ | (100681/146578, 123 it/s) [11m35s:6m12s] 68% |████████████████████ | (100701/146578, 123 it/s) [11m35s:6m12s] 68% |████████████████████ | (100719/146578, 123 it/s) [11m35s:6m12s] 68% |████████████████████ | (100730/146578, 123 it/s) [11m35s:6m11s] 68% |████████████████████ | (100748/146578, 144 it/s) [11m35s:5m18s] 68% |████████████████████ | (100758/146578, 144 it/s) [11m35s:5m18s] 68% |████████████████████ | (100775/146578, 144 it/s) [11m36s:5m18s] 68% |████████████████████ | (100789/146578, 144 it/s) [11m36s:5m18s] 68% |████████████████████ | (100803/146578, 144 it/s) [11m36s:5m18s] 68% |████████████████████ | (100819/146578, 144 it/s) [11m36s:5m17s] 68% |████████████████████ | (100829/146578, 144 it/s) [11m36s:5m17s] 68% |████████████████████ | (100848/146578, 144 it/s) [11m36s:5m17s] 68% |█████████████████████ | (100859/146578, 148 it/s) [11m36s:5m8s] 68% |█████████████████████ | (100878/146578, 148 it/s) [11m36s:5m7s] 68% |█████████████████████ | (100894/146578, 148 it/s) [11m36s:5m7s] 68% |█████████████████████ | (100907/146578, 148 it/s) [11m36s:5m7s] 68% |█████████████████████ | (100925/146578, 148 it/s) [11m36s:5m7s] 68% |█████████████████████ | (100936/146578, 148 it/s) [11m36s:5m7s] 68% |█████████████████████ | (100955/146578, 148 it/s) [11m36s:5m7s] 68% |████████████████████ | (100966/146578, 158 it/s) [11m36s:4m49s] 68% |████████████████████ | (100977/146578, 158 it/s) [11m37s:4m49s] 68% |████████████████████ | (100980/146578, 158 it/s) [11m37s:4m49s] 68% |████████████████████ | (100995/146578, 158 it/s) [11m37s:4m49s] 68% |████████████████████ | (101007/146578, 158 it/s) [11m37s:4m49s] 68% |█████████████████████ | (101012/146578, 151 it/s) [11m37s:5m1s] 68% |█████████████████████ | (101026/146578, 151 it/s) [11m37s:5m1s] 68% |█████████████████████ | (101027/146578, 151 it/s) [11m37s:5m1s] 68% |█████████████████████ | (101032/146578, 151 it/s) [11m37s:5m1s] 68% |█████████████████████ | (101049/146578, 151 it/s) [11m37s:5m1s] 68% |█████████████████████ | (101065/146578, 151 it/s) [11m38s:5m0s] 68% |█████████████████████ | (101071/146578, 151 it/s) [11m38s:5m0s] 68% |█████████████████████ | (101082/146578, 151 it/s) [11m38s:5m0s] 68% |█████████████████████ | (101085/146578, 151 it/s) [11m38s:5m0s] 68% |████████████████████ | (101099/146578, 143 it/s) [11m38s:5m17s] 68% |████████████████████ | (101111/146578, 143 it/s) [11m38s:5m17s] 68% |████████████████████ | (101118/146578, 143 it/s) [11m38s:5m17s] 68% |████████████████████ | (101133/146578, 143 it/s) [11m38s:5m16s] 68% |████████████████████ | (101135/146578, 143 it/s) [11m38s:5m16s] 69% |████████████████████ | (101142/146578, 139 it/s) [11m38s:5m26s] 69% |████████████████████ | (101161/146578, 139 it/s) [11m39s:5m26s] 69% |████████████████████ | (101179/146578, 139 it/s) [11m39s:5m26s] 69% |████████████████████ | (101187/146578, 139 it/s) [11m39s:5m26s] 69% |████████████████████ | (101204/146578, 139 it/s) [11m39s:5m26s] 69% |████████████████████ | (101209/146578, 140 it/s) [11m39s:5m24s] 69% |████████████████████ | (101227/146578, 140 it/s) [11m39s:5m24s] 69% |████████████████████ | (101245/146578, 140 it/s) [11m39s:5m24s] 69% |████████████████████ | (101252/146578, 140 it/s) [11m39s:5m24s] 69% |████████████████████ | (101270/146578, 140 it/s) [11m39s:5m24s] 69% |████████████████████ | (101277/146578, 140 it/s) [11m39s:5m24s] 69% |████████████████████ | (101293/146578, 140 it/s) [11m39s:5m24s] 69% |████████████████████ | (101296/146578, 137 it/s) [11m40s:5m29s] 69% |████████████████████ | (101297/146578, 137 it/s) [11m40s:5m29s] 69% |████████████████████ | (101307/146578, 137 it/s) [11m40s:5m29s] 69% |████████████████████ | (101311/146578, 130 it/s) [11m40s:5m48s] 69% |████████████████████ | (101329/146578, 130 it/s) [11m40s:5m48s] 69% |████████████████████ | (101349/146578, 130 it/s) [11m40s:5m48s] 69% |████████████████████ | (101366/146578, 130 it/s) [11m40s:5m47s] 69% |████████████████████ | (101386/146578, 130 it/s) [11m40s:5m47s] 69% |████████████████████ | (101396/146578, 122 it/s) [11m41s:6m10s] 69% |█████████████████████ | (101415/146578, 122 it/s) [11m41s:6m9s] 69% |█████████████████████ | (101435/146578, 122 it/s) [11m41s:6m9s] 69% |█████████████████████ | (101454/146578, 122 it/s) [11m41s:6m9s] 69% |█████████████████████ | (101473/146578, 122 it/s) [11m41s:6m9s] 69% |█████████████████████ | (101485/146578, 122 it/s) [11m41s:6m9s] 69% |████████████████████ | (101494/146578, 119 it/s) [11m41s:6m17s] 69% |████████████████████ | (101513/146578, 119 it/s) [11m41s:6m17s] 69% |████████████████████ | (101533/146578, 119 it/s) [11m41s:6m17s] 69% |████████████████████ | (101553/146578, 119 it/s) [11m41s:6m17s] 69% |████████████████████ | (101572/146578, 119 it/s) [11m42s:6m17s] 69% |████████████████████ | (101592/146578, 119 it/s) [11m42s:6m17s] 69% |████████████████████ | (101602/146578, 119 it/s) [11m42s:6m16s] 69% |█████████████████████ | (101615/146578, 122 it/s) [11m42s:6m9s] 69% |█████████████████████ | (101630/146578, 122 it/s) [11m42s:6m9s] 69% |█████████████████████ | (101638/146578, 122 it/s) [11m42s:6m9s] 69% |█████████████████████ | (101639/146578, 122 it/s) [11m42s:6m9s] 69% |█████████████████████ | (101657/146578, 122 it/s) [11m42s:6m9s] 69% |█████████████████████ | (101675/146578, 122 it/s) [11m42s:6m9s] 69% |████████████████████ | (101693/146578, 127 it/s) [11m42s:5m53s] 69% |████████████████████ | (101712/146578, 127 it/s) [11m42s:5m53s] 69% |████████████████████ | (101725/146578, 127 it/s) [11m42s:5m52s] 69% |████████████████████ | (101727/146578, 127 it/s) [11m43s:5m52s] 69% |████████████████████ | (101741/146578, 127 it/s) [11m43s:5m52s] 69% |████████████████████ | (101759/146578, 131 it/s) [11m43s:5m42s] 69% |████████████████████ | (101774/146578, 131 it/s) [11m43s:5m42s] 69% |████████████████████ | (101783/146578, 131 it/s) [11m43s:5m42s] 69% |████████████████████ | (101786/146578, 131 it/s) [11m43s:5m43s] 69% |████████████████████ | (101801/146578, 131 it/s) [11m43s:5m43s] 69% |████████████████████ | (101816/146578, 131 it/s) [11m43s:5m42s] 69% |████████████████████ | (101831/146578, 131 it/s) [11m44s:5m42s] 69% |████████████████████ | (101847/146578, 131 it/s) [11m44s:5m42s] 69% |████████████████████ | (101864/146578, 131 it/s) [11m44s:5m42s] 69% |████████████████████ | (101884/146578, 131 it/s) [11m44s:5m42s] 69% |████████████████████ | (101893/146578, 142 it/s) [11m44s:5m15s] 69% |████████████████████ | (101912/146578, 142 it/s) [11m44s:5m15s] 69% |████████████████████ | (101923/146578, 142 it/s) [11m44s:5m15s] 69% |████████████████████ | (101941/146578, 142 it/s) [11m44s:5m15s] 69% |████████████████████ | (101959/146578, 142 it/s) [11m44s:5m15s] 69% |████████████████████ | (101971/146578, 142 it/s) [11m44s:5m15s] 69% |█████████████████████ | (101975/146578, 144 it/s) [11m44s:5m9s] 69% |█████████████████████ | (101994/146578, 144 it/s) [11m44s:5m9s] 69% |█████████████████████ | (102014/146578, 144 it/s) [11m45s:5m9s] 69% |█████████████████████ | (102034/146578, 144 it/s) [11m45s:5m9s] 69% |█████████████████████ | (102052/146578, 144 it/s) [11m45s:5m8s] 69% |█████████████████████ | (102070/146578, 144 it/s) [11m45s:5m8s] 69% |█████████████████████ | (102072/146578, 145 it/s) [11m45s:5m7s] 69% |█████████████████████ | (102073/146578, 145 it/s) [11m45s:5m7s] 69% |█████████████████████ | (102080/146578, 145 it/s) [11m45s:5m7s] 69% |█████████████████████ | (102091/146578, 145 it/s) [11m45s:5m7s] 69% |█████████████████████ | (102103/146578, 145 it/s) [11m46s:5m7s] 69% |████████████████████ | (102115/146578, 149 it/s) [11m46s:4m59s] 69% |████████████████████ | (102120/146578, 149 it/s) [11m46s:4m59s] 69% |████████████████████ | (102132/146578, 149 it/s) [11m46s:4m59s] 69% |████████████████████ | (102135/146578, 138 it/s) [11m46s:5m22s] 69% |████████████████████ | (102150/146578, 138 it/s) [11m46s:5m22s] 69% |████████████████████ | (102166/146578, 138 it/s) [11m46s:5m22s] 69% |████████████████████ | (102181/146578, 138 it/s) [11m46s:5m21s] 69% |████████████████████ | (102196/146578, 138 it/s) [11m46s:5m21s] 69% |████████████████████ | (102197/146578, 138 it/s) [11m46s:5m21s] 69% |████████████████████ | (102207/146578, 132 it/s) [11m47s:5m35s] 69% |████████████████████ | (102209/146578, 132 it/s) [11m47s:5m35s] 69% |████████████████████ | (102210/146578, 132 it/s) [11m47s:5m35s] 69% |████████████████████ | (102228/146578, 132 it/s) [11m47s:5m35s] 69% |████████████████████ | (102247/146578, 132 it/s) [11m47s:5m35s] 69% |████████████████████ | (102265/146578, 132 it/s) [11m47s:5m34s] 69% |████████████████████ | (102283/146578, 132 it/s) [11m47s:5m34s] 69% |████████████████████ | (102301/146578, 126 it/s) [11m47s:5m50s] 69% |████████████████████ | (102320/146578, 126 it/s) [11m47s:5m50s] 69% |████████████████████ | (102327/146578, 126 it/s) [11m47s:5m50s] 69% |████████████████████ | (102343/146578, 126 it/s) [11m47s:5m50s] 69% |████████████████████ | (102357/146578, 126 it/s) [11m47s:5m50s] 69% |████████████████████ | (102377/146578, 126 it/s) [11m47s:5m49s] 69% |████████████████████ | (102395/146578, 126 it/s) [11m48s:5m49s] 69% |████████████████████ | (102408/146578, 126 it/s) [11m48s:5m49s] 69% |████████████████████ | (102427/146578, 136 it/s) [11m48s:5m24s] 69% |████████████████████ | (102434/146578, 136 it/s) [11m48s:5m24s] 69% |████████████████████ | (102454/146578, 136 it/s) [11m48s:5m24s] 69% |████████████████████ | (102471/146578, 136 it/s) [11m48s:5m24s] 69% |████████████████████ | (102491/146578, 136 it/s) [11m48s:5m24s] 69% |████████████████████ | (102509/146578, 136 it/s) [11m48s:5m23s] 69% |█████████████████████ | (102529/146578, 144 it/s) [11m48s:5m5s] 69% |█████████████████████ | (102541/146578, 144 it/s) [11m48s:5m5s] 69% |█████████████████████ | (102548/146578, 144 it/s) [11m49s:5m5s] 69% |█████████████████████ | (102565/146578, 144 it/s) [11m49s:5m4s] 69% |████████████████████ | (102584/146578, 148 it/s) [11m49s:4m56s] 69% |████████████████████ | (102601/146578, 148 it/s) [11m49s:4m56s] 70% |█████████████████████ | (102618/146578, 148 it/s) [11m49s:4m56s] 70% |█████████████████████ | (102633/146578, 148 it/s) [11m49s:4m56s] 70% |█████████████████████ | (102637/146578, 148 it/s) [11m49s:4m56s] 70% |█████████████████████ | (102643/146578, 140 it/s) [11m49s:5m13s] 70% |█████████████████████ | (102651/146578, 140 it/s) [11m49s:5m13s] 70% |█████████████████████ | (102666/146578, 140 it/s) [11m49s:5m13s] 70% |█████████████████████ | (102683/146578, 140 it/s) [11m49s:5m13s] 70% |█████████████████████ | (102699/146578, 140 it/s) [11m49s:5m12s] 70% |█████████████████████ | (102716/146578, 140 it/s) [11m50s:5m12s] 70% |█████████████████████ | (102724/146578, 140 it/s) [11m50s:5m12s] 70% |█████████████████████ | (102727/146578, 140 it/s) [11m50s:5m12s] 70% |█████████████████████ | (102731/146578, 143 it/s) [11m50s:5m6s] 70% |█████████████████████ | (102733/146578, 143 it/s) [11m50s:5m6s] 70% |█████████████████████ | (102736/146578, 129 it/s) [11m50s:5m39s] 70% |█████████████████████ | (102738/146578, 129 it/s) [11m50s:5m39s] 70% |█████████████████████ | (102741/146578, 129 it/s) [11m50s:5m39s] 70% |█████████████████████ | (102743/146578, 129 it/s) [11m51s:5m39s] 70% |█████████████████████ | (102761/146578, 129 it/s) [11m51s:5m39s] 70% |█████████████████████ | (102772/146578, 129 it/s) [11m51s:5m38s] 70% |█████████████████████ | (102778/146578, 129 it/s) [11m51s:5m38s] 70% |█████████████████████ | (102786/146578, 129 it/s) [11m51s:5m38s] 70% |█████████████████████ | (102790/146578, 129 it/s) [11m51s:5m38s] 70% |█████████████████████ | (102808/146578, 130 it/s) [11m51s:5m37s] 70% |█████████████████████ | (102825/146578, 130 it/s) [11m51s:5m36s] 70% |█████████████████████ | (102844/146578, 130 it/s) [11m51s:5m36s] 70% |█████████████████████ | (102861/146578, 130 it/s) [11m51s:5m36s] 70% |█████████████████████ | (102866/146578, 130 it/s) [11m52s:5m36s] 70% |█████████████████████ | (102875/146578, 130 it/s) [11m52s:5m36s] 70% |█████████████████████ | (102876/146578, 131 it/s) [11m52s:5m33s] 70% |█████████████████████ | (102881/146578, 131 it/s) [11m52s:5m33s] 70% |█████████████████████ | (102899/146578, 131 it/s) [11m52s:5m33s] 70% |█████████████████████ | (102916/146578, 131 it/s) [11m52s:5m33s] 70% |█████████████████████ | (102917/146578, 131 it/s) [11m52s:5m33s] 70% |█████████████████████ | (102926/146578, 131 it/s) [11m52s:5m33s] 70% |█████████████████████ | (102935/146578, 125 it/s) [11m52s:5m49s] 70% |█████████████████████ | (102949/146578, 125 it/s) [11m52s:5m49s] 70% |█████████████████████ | (102969/146578, 125 it/s) [11m52s:5m49s] 70% |█████████████████████ | (102980/146578, 125 it/s) [11m52s:5m49s] 70% |█████████████████████ | (102998/146578, 125 it/s) [11m53s:5m49s] 70% |█████████████████████ | (103008/146578, 125 it/s) [11m53s:5m49s] 70% |█████████████████████ | (103026/146578, 125 it/s) [11m53s:5m49s] 70% |█████████████████████ | (103045/146578, 124 it/s) [11m53s:5m52s] 70% |█████████████████████ | (103063/146578, 124 it/s) [11m53s:5m51s] 70% |█████████████████████ | (103083/146578, 124 it/s) [11m53s:5m51s] 70% |█████████████████████ | (103103/146578, 124 it/s) [11m53s:5m51s] 70% |█████████████████████ | (103120/146578, 124 it/s) [11m53s:5m51s] 70% |█████████████████████ | (103138/146578, 124 it/s) [11m53s:5m51s] 70% |█████████████████████ | (103156/146578, 124 it/s) [11m53s:5m50s] 70% |█████████████████████ | (103174/146578, 124 it/s) [11m53s:5m49s] 70% |█████████████████████ | (103191/146578, 124 it/s) [11m53s:5m49s] 70% |█████████████████████ | (103208/146578, 124 it/s) [11m54s:5m49s] 70% |█████████████████████ | (103226/146578, 124 it/s) [11m54s:5m49s] 70% |█████████████████████ | (103237/146578, 127 it/s) [11m54s:5m40s] 70% |█████████████████████ | (103240/146578, 127 it/s) [11m54s:5m40s] 70% |█████████████████████ | (103258/146578, 127 it/s) [11m54s:5m40s] 70% |█████████████████████ | (103273/146578, 127 it/s) [11m54s:5m40s] 70% |█████████████████████ | (103280/146578, 127 it/s) [11m54s:5m40s] 70% |█████████████████████ | (103297/146578, 125 it/s) [11m54s:5m45s] 70% |█████████████████████ | (103315/146578, 125 it/s) [11m55s:5m45s] 70% |█████████████████████ | (103331/146578, 125 it/s) [11m55s:5m45s] 70% |█████████████████████ | (103348/146578, 125 it/s) [11m55s:5m45s] 70% |█████████████████████ | (103360/146578, 125 it/s) [11m55s:5m45s] 70% |█████████████████████ | (103361/146578, 125 it/s) [11m55s:5m45s] 70% |█████████████████████ | (103371/146578, 117 it/s) [11m55s:6m8s] 70% |█████████████████████ | (103384/146578, 117 it/s) [11m55s:6m8s] 70% |█████████████████████ | (103401/146578, 117 it/s) [11m55s:6m8s] 70% |█████████████████████ | (103414/146578, 117 it/s) [11m56s:6m8s] 70% |█████████████████████ | (103421/146578, 117 it/s) [11m56s:6m8s] 70% |█████████████████████ | (103439/146578, 128 it/s) [11m56s:5m37s] 70% |█████████████████████ | (103458/146578, 128 it/s) [11m56s:5m37s] 70% |█████████████████████ | (103460/146578, 128 it/s) [11m56s:5m37s] 70% |█████████████████████ | (103475/146578, 128 it/s) [11m56s:5m37s] 70% |█████████████████████ | (103479/146578, 128 it/s) [11m56s:5m36s] 70% |█████████████████████ | (103480/146578, 131 it/s) [11m56s:5m29s] 70% |█████████████████████ | (103499/146578, 131 it/s) [11m56s:5m29s] 70% |█████████████████████ | (103517/146578, 131 it/s) [11m56s:5m29s] 70% |█████████████████████ | (103534/146578, 131 it/s) [11m56s:5m29s] 70% |█████████████████████ | (103553/146578, 131 it/s) [11m57s:5m29s] 70% |█████████████████████ | (103560/146578, 131 it/s) [11m57s:5m29s] 70% |█████████████████████ | (103577/146578, 142 it/s) [11m57s:5m3s] 70% |█████████████████████ | (103594/146578, 142 it/s) [11m57s:5m3s] 70% |█████████████████████ | (103612/146578, 142 it/s) [11m57s:5m3s] 70% |█████████████████████ | (103630/146578, 142 it/s) [11m57s:5m3s] 70% |█████████████████████ | (103647/146578, 142 it/s) [11m57s:5m3s] 70% |█████████████████████ | (103652/146578, 142 it/s) [11m57s:5m3s] 70% |█████████████████████ | (103653/146578, 142 it/s) [11m57s:5m3s] 70% |█████████████████████ | (103663/146578, 146 it/s) [11m57s:4m54s] 70% |█████████████████████ | (103682/146578, 146 it/s) [11m57s:4m54s] 70% |█████████████████████ | (103699/146578, 146 it/s) [11m58s:4m54s] 70% |█████████████████████ | (103712/146578, 146 it/s) [11m58s:4m54s] 70% |█████████████████████ | (103713/146578, 144 it/s) [11m58s:4m57s] 70% |█████████████████████ | (103715/146578, 144 it/s) [11m58s:4m57s] 70% |█████████████████████ | (103729/146578, 144 it/s) [11m58s:4m57s] 70% |█████████████████████ | (103747/146578, 144 it/s) [11m58s:4m57s] 70% |█████████████████████ | (103756/146578, 144 it/s) [11m58s:4m57s] 70% |█████████████████████ | (103773/146578, 144 it/s) [11m58s:4m57s] 70% |█████████████████████ | (103774/146578, 134 it/s) [11m58s:5m20s] 70% |█████████████████████ | (103777/146578, 134 it/s) [11m58s:5m20s] 70% |█████████████████████ | (103779/146578, 134 it/s) [11m59s:5m19s] 70% |█████████████████████ | (103794/146578, 134 it/s) [11m59s:5m19s] 70% |█████████████████████ | (103809/146578, 134 it/s) [11m59s:5m19s] 70% |█████████████████████ | (103827/146578, 134 it/s) [11m59s:5m19s] 70% |█████████████████████ | (103843/146578, 134 it/s) [11m59s:5m19s] 70% |█████████████████████ | (103862/146578, 128 it/s) [11m59s:5m34s] 70% |█████████████████████ | (103881/146578, 128 it/s) [11m59s:5m34s] 70% |█████████████████████ | (103896/146578, 128 it/s) [11m59s:5m34s] 70% |█████████████████████ | (103916/146578, 128 it/s) [11m59s:5m34s] 70% |█████████████████████ | (103936/146578, 128 it/s) [11m59s:5m34s] 70% |█████████████████████ | (103949/146578, 128 it/s) [11m59s:5m34s] 70% |█████████████████████ | (103962/146578, 128 it/s) [11m59s:5m34s] 70% |█████████████████████ | (103982/146578, 139 it/s) [11m59s:5m7s] 70% |█████████████████████ | (104000/146578, 139 it/s) [11m59s:5m7s] 70% |██████████████████████ | (104017/146578, 139 it/s) [12m0s:5m7s] 70% |██████████████████████ | (104033/146578, 139 it/s) [12m0s:5m7s] 70% |██████████████████████ | (104034/146578, 139 it/s) [12m0s:5m7s] 70% |██████████████████████ | (104046/146578, 139 it/s) [12m0s:5m7s] 70% |█████████████████████ | (104064/146578, 143 it/s) [12m0s:4m56s] 71% |██████████████████████ | (104073/146578, 143 it/s) [12m0s:4m56s] 71% |██████████████████████ | (104089/146578, 143 it/s) [12m0s:4m56s] 71% |██████████████████████ | (104090/146578, 143 it/s) [12m0s:4m56s] 71% |██████████████████████ | (104091/146578, 143 it/s) [12m0s:4m56s] 71% |██████████████████████ | (104093/146578, 141 it/s) [12m0s:5m0s] 71% |██████████████████████ | (104111/146578, 141 it/s) [12m0s:5m0s] 71% |██████████████████████ | (104128/146578, 141 it/s) [12m1s:5m0s] 71% |██████████████████████ | (104146/146578, 141 it/s) [12m1s:5m0s] 71% |██████████████████████ | (104166/146578, 141 it/s) [12m1s:4m59s] 71% |██████████████████████ | (104184/146578, 141 it/s) [12m1s:4m59s] 71% |██████████████████████ | (104188/146578, 148 it/s) [12m1s:4m46s] 71% |██████████████████████ | (104199/146578, 148 it/s) [12m1s:4m46s] 71% |██████████████████████ | (104217/146578, 148 it/s) [12m1s:4m46s] 71% |██████████████████████ | (104233/146578, 148 it/s) [12m1s:4m46s] 71% |██████████████████████ | (104235/146578, 148 it/s) [12m1s:4m46s] 71% |██████████████████████ | (104248/146578, 150 it/s) [12m1s:4m42s] 71% |██████████████████████ | (104252/146578, 150 it/s) [12m2s:4m42s] 71% |██████████████████████ | (104272/146578, 150 it/s) [12m2s:4m42s] 71% |██████████████████████ | (104291/146578, 150 it/s) [12m2s:4m42s] 71% |██████████████████████ | (104308/146578, 150 it/s) [12m2s:4m42s] 71% |██████████████████████ | (104327/146578, 150 it/s) [12m2s:4m41s] 71% |██████████████████████ | (104330/146578, 146 it/s) [12m2s:4m48s] 71% |██████████████████████ | (104343/146578, 146 it/s) [12m2s:4m48s] 71% |██████████████████████ | (104355/146578, 146 it/s) [12m2s:4m48s] 71% |██████████████████████ | (104372/146578, 146 it/s) [12m2s:4m48s] 71% |██████████████████████ | (104388/146578, 146 it/s) [12m2s:4m48s] 71% |██████████████████████ | (104406/146578, 146 it/s) [12m2s:4m48s] 71% |██████████████████████ | (104421/146578, 146 it/s) [12m2s:4m48s] 71% |██████████████████████ | (104431/146578, 143 it/s) [12m3s:4m55s] 71% |██████████████████████ | (104450/146578, 143 it/s) [12m3s:4m55s] 71% |██████████████████████ | (104464/146578, 143 it/s) [12m3s:4m55s] 71% |██████████████████████ | (104482/146578, 143 it/s) [12m3s:4m55s] 71% |██████████████████████ | (104500/146578, 143 it/s) [12m3s:4m55s] 71% |██████████████████████ | (104516/146578, 143 it/s) [12m3s:4m54s] 71% |██████████████████████ | (104517/146578, 149 it/s) [12m3s:4m42s] 71% |██████████████████████ | (104525/146578, 149 it/s) [12m3s:4m42s] 71% |██████████████████████ | (104545/146578, 149 it/s) [12m3s:4m42s] 71% |██████████████████████ | (104563/146578, 149 it/s) [12m4s:4m41s] 71% |██████████████████████ | (104566/146578, 149 it/s) [12m4s:4m41s] 71% |██████████████████████ | (104580/146578, 148 it/s) [12m4s:4m43s] 71% |██████████████████████ | (104584/146578, 148 it/s) [12m4s:4m43s] 71% |██████████████████████ | (104598/146578, 148 it/s) [12m4s:4m43s] 71% |██████████████████████ | (104615/146578, 148 it/s) [12m4s:4m42s] 71% |██████████████████████ | (104616/146578, 148 it/s) [12m4s:4m42s] 71% |██████████████████████ | (104620/146578, 139 it/s) [12m4s:5m1s] 71% |██████████████████████ | (104639/146578, 139 it/s) [12m4s:5m1s] 71% |██████████████████████ | (104658/146578, 139 it/s) [12m5s:5m1s] 71% |██████████████████████ | (104676/146578, 139 it/s) [12m5s:5m0s] 71% |██████████████████████ | (104691/146578, 139 it/s) [12m5s:5m0s] 71% |██████████████████████ | (104706/146578, 139 it/s) [12m5s:5m0s] 71% |██████████████████████ | (104714/146578, 132 it/s) [12m5s:5m18s] 71% |██████████████████████ | (104722/146578, 132 it/s) [12m5s:5m17s] 71% |██████████████████████ | (104736/146578, 132 it/s) [12m5s:5m17s] 71% |██████████████████████ | (104742/146578, 121 it/s) [12m6s:5m45s] 71% |██████████████████████ | (104757/146578, 121 it/s) [12m6s:5m45s] 71% |██████████████████████ | (104773/146578, 121 it/s) [12m6s:5m45s] 71% |██████████████████████ | (104788/146578, 121 it/s) [12m6s:5m45s] 71% |██████████████████████ | (104804/146578, 121 it/s) [12m6s:5m45s] 71% |██████████████████████ | (104821/146578, 121 it/s) [12m6s:5m45s] 71% |██████████████████████ | (104827/146578, 121 it/s) [12m6s:5m45s] 71% |██████████████████████ | (104839/146578, 133 it/s) [12m6s:5m14s] 71% |██████████████████████ | (104840/146578, 133 it/s) [12m6s:5m14s] 71% |██████████████████████ | (104845/146578, 133 it/s) [12m6s:5m14s] 71% |██████████████████████ | (104863/146578, 133 it/s) [12m6s:5m14s] 71% |██████████████████████ | (104880/146578, 133 it/s) [12m7s:5m14s] 71% |██████████████████████ | (104897/146578, 133 it/s) [12m7s:5m14s] 71% |██████████████████████ | (104916/146578, 128 it/s) [12m7s:5m26s] 71% |██████████████████████ | (104926/146578, 128 it/s) [12m7s:5m26s] 71% |██████████████████████ | (104944/146578, 128 it/s) [12m7s:5m26s] 71% |██████████████████████ | (104963/146578, 128 it/s) [12m7s:5m25s] 71% |██████████████████████ | (104976/146578, 128 it/s) [12m7s:5m25s] 71% |██████████████████████ | (104983/146578, 128 it/s) [12m7s:5m25s] 71% |██████████████████████ | (104984/146578, 129 it/s) [12m7s:5m22s] 71% |██████████████████████ | (105002/146578, 129 it/s) [12m7s:5m22s] 71% |██████████████████████ | (105019/146578, 129 it/s) [12m7s:5m22s] 71% |██████████████████████ | (105036/146578, 129 it/s) [12m7s:5m22s] 71% |██████████████████████ | (105053/146578, 129 it/s) [12m8s:5m22s] 71% |██████████████████████ | (105069/146578, 129 it/s) [12m8s:5m22s] 71% |██████████████████████ | (105075/146578, 129 it/s) [12m8s:5m22s] 71% |██████████████████████ | (105083/146578, 130 it/s) [12m8s:5m20s] 71% |██████████████████████ | (105087/146578, 130 it/s) [12m8s:5m20s] 71% |██████████████████████ | (105103/146578, 130 it/s) [12m8s:5m19s] 71% |██████████████████████ | (105118/146578, 130 it/s) [12m8s:5m19s] 71% |██████████████████████ | (105119/146578, 130 it/s) [12m8s:5m19s] 71% |██████████████████████ | (105128/146578, 123 it/s) [12m9s:5m37s] 71% |██████████████████████ | (105145/146578, 123 it/s) [12m9s:5m37s] 71% |██████████████████████ | (105164/146578, 123 it/s) [12m9s:5m37s] 71% |██████████████████████ | (105184/146578, 123 it/s) [12m9s:5m37s] 71% |██████████████████████ | (105200/146578, 123 it/s) [12m9s:5m37s] 71% |██████████████████████ | (105217/146578, 123 it/s) [12m9s:5m36s] 71% |██████████████████████ | (105218/146578, 123 it/s) [12m9s:5m36s] 71% |██████████████████████ | (105223/146578, 125 it/s) [12m9s:5m31s] 71% |██████████████████████ | (105240/146578, 125 it/s) [12m9s:5m31s] 71% |██████████████████████ | (105258/146578, 125 it/s) [12m9s:5m31s] 71% |██████████████████████ | (105265/146578, 125 it/s) [12m9s:5m31s] 71% |█████████████████████ | (105275/146578, 124 it/s) [12m10s:5m33s] 71% |█████████████████████ | (105289/146578, 124 it/s) [12m10s:5m33s] 71% |█████████████████████ | (105304/146578, 124 it/s) [12m10s:5m32s] 71% |█████████████████████ | (105319/146578, 124 it/s) [12m10s:5m32s] 71% |█████████████████████ | (105323/146578, 124 it/s) [12m10s:5m32s] 71% |█████████████████████ | (105338/146578, 124 it/s) [12m10s:5m32s] 71% |█████████████████████ | (105340/146578, 127 it/s) [12m10s:5m25s] 71% |█████████████████████ | (105351/146578, 127 it/s) [12m10s:5m25s] 71% |█████████████████████ | (105359/146578, 127 it/s) [12m11s:5m25s] 71% |█████████████████████ | (105374/146578, 127 it/s) [12m11s:5m25s] 71% |█████████████████████ | (105390/146578, 127 it/s) [12m11s:5m24s] 71% |█████████████████████ | (105407/146578, 127 it/s) [12m11s:5m24s] 71% |█████████████████████ | (105424/146578, 125 it/s) [12m11s:5m28s] 71% |█████████████████████ | (105442/146578, 125 it/s) [12m11s:5m28s] 71% |█████████████████████ | (105450/146578, 125 it/s) [12m11s:5m28s] 71% |█████████████████████ | (105462/146578, 125 it/s) [12m11s:5m27s] 71% |█████████████████████ | (105479/146578, 125 it/s) [12m11s:5m27s] 71% |█████████████████████ | (105486/146578, 125 it/s) [12m11s:5m27s] 71% |██████████████████████ | (105487/146578, 133 it/s) [12m11s:5m9s] 71% |██████████████████████ | (105489/146578, 133 it/s) [12m11s:5m9s] 71% |██████████████████████ | (105506/146578, 133 it/s) [12m12s:5m9s] 71% |██████████████████████ | (105524/146578, 133 it/s) [12m12s:5m9s] 71% |██████████████████████ | (105526/146578, 133 it/s) [12m12s:5m9s] 72% |██████████████████████ | (105541/146578, 133 it/s) [12m12s:5m9s] 72% |█████████████████████ | (105547/146578, 124 it/s) [12m12s:5m30s] 72% |█████████████████████ | (105548/146578, 124 it/s) [12m12s:5m30s] 72% |█████████████████████ | (105556/146578, 124 it/s) [12m12s:5m30s] 72% |█████████████████████ | (105566/146578, 115 it/s) [12m12s:5m58s] 72% |█████████████████████ | (105577/146578, 115 it/s) [12m13s:5m57s] 72% |█████████████████████ | (105594/146578, 115 it/s) [12m13s:5m57s] 72% |█████████████████████ | (105612/146578, 115 it/s) [12m13s:5m57s] 72% |█████████████████████ | (105616/146578, 115 it/s) [12m13s:5m57s] 72% |█████████████████████ | (105631/146578, 115 it/s) [12m13s:5m56s] 72% |█████████████████████ | (105643/146578, 115 it/s) [12m13s:5m55s] 72% |█████████████████████ | (105655/146578, 115 it/s) [12m13s:5m55s] 72% |█████████████████████ | (105666/146578, 115 it/s) [12m13s:5m55s] 72% |█████████████████████ | (105684/146578, 115 it/s) [12m13s:5m55s] 72% |█████████████████████ | (105702/146578, 115 it/s) [12m13s:5m55s] 72% |█████████████████████ | (105721/146578, 118 it/s) [12m14s:5m44s] 72% |█████████████████████ | (105739/146578, 118 it/s) [12m14s:5m44s] 72% |█████████████████████ | (105758/146578, 118 it/s) [12m14s:5m44s] 72% |█████████████████████ | (105776/146578, 118 it/s) [12m14s:5m44s] 72% |█████████████████████ | (105795/146578, 118 it/s) [12m14s:5m44s] 72% |█████████████████████ | (105814/146578, 118 it/s) [12m14s:5m44s] 72% |█████████████████████ | (105830/146578, 118 it/s) [12m14s:5m43s] 72% |█████████████████████ | (105849/146578, 118 it/s) [12m14s:5m43s] 72% |█████████████████████ | (105863/146578, 138 it/s) [12m14s:4m54s] 72% |█████████████████████ | (105881/146578, 138 it/s) [12m14s:4m54s] 72% |█████████████████████ | (105899/146578, 138 it/s) [12m14s:4m54s] 72% |█████████████████████ | (105917/146578, 138 it/s) [12m14s:4m54s] 72% |█████████████████████ | (105934/146578, 138 it/s) [12m14s:4m54s] 72% |█████████████████████ | (105953/146578, 138 it/s) [12m14s:4m54s] 72% |█████████████████████ | (105971/146578, 138 it/s) [12m15s:4m53s] 72% |█████████████████████ | (105981/146578, 143 it/s) [12m15s:4m44s] 72% |█████████████████████ | (105994/146578, 143 it/s) [12m15s:4m44s] 72% |█████████████████████ | (106013/146578, 143 it/s) [12m15s:4m44s] 72% |█████████████████████ | (106028/146578, 143 it/s) [12m15s:4m44s] 72% |█████████████████████ | (106039/146578, 144 it/s) [12m15s:4m40s] 72% |█████████████████████ | (106055/146578, 144 it/s) [12m15s:4m40s] 72% |█████████████████████ | (106073/146578, 144 it/s) [12m15s:4m40s] 72% |█████████████████████ | (106090/146578, 144 it/s) [12m15s:4m40s] 72% |█████████████████████ | (106098/146578, 144 it/s) [12m16s:4m40s] 72% |█████████████████████ | (106113/146578, 147 it/s) [12m16s:4m35s] 72% |█████████████████████ | (106122/146578, 147 it/s) [12m16s:4m35s] 72% |█████████████████████ | (106123/146578, 147 it/s) [12m16s:4m35s] 72% |█████████████████████ | (106141/146578, 147 it/s) [12m16s:4m35s] 72% |█████████████████████ | (106155/146578, 147 it/s) [12m16s:4m35s] 72% |█████████████████████ | (106173/146578, 143 it/s) [12m16s:4m42s] 72% |█████████████████████ | (106191/146578, 143 it/s) [12m16s:4m42s] 72% |█████████████████████ | (106194/146578, 143 it/s) [12m16s:4m42s] 72% |█████████████████████ | (106203/146578, 143 it/s) [12m16s:4m42s] 72% |█████████████████████ | (106208/146578, 141 it/s) [12m17s:4m46s] 72% |█████████████████████ | (106218/146578, 141 it/s) [12m17s:4m46s] 72% |█████████████████████ | (106234/146578, 141 it/s) [12m17s:4m46s] 72% |█████████████████████ | (106252/146578, 141 it/s) [12m17s:4m46s] 72% |█████████████████████ | (106269/146578, 141 it/s) [12m17s:4m46s] 72% |█████████████████████ | (106280/146578, 141 it/s) [12m17s:4m46s] 72% |█████████████████████ | (106281/146578, 141 it/s) [12m17s:4m46s] 72% |█████████████████████ | (106288/146578, 144 it/s) [12m17s:4m39s] 72% |█████████████████████ | (106305/146578, 144 it/s) [12m17s:4m39s] 72% |█████████████████████ | (106312/146578, 144 it/s) [12m17s:4m39s] 72% |█████████████████████ | (106331/146578, 144 it/s) [12m17s:4m39s] 72% |█████████████████████ | (106345/146578, 144 it/s) [12m17s:4m39s] 72% |█████████████████████ | (106362/146578, 144 it/s) [12m18s:4m38s] 72% |█████████████████████ | (106377/146578, 144 it/s) [12m18s:4m38s] 72% |█████████████████████ | (106386/146578, 160 it/s) [12m18s:4m11s] 72% |█████████████████████ | (106402/146578, 160 it/s) [12m18s:4m11s] 72% |█████████████████████ | (106410/146578, 160 it/s) [12m18s:4m11s] 72% |█████████████████████ | (106427/146578, 160 it/s) [12m18s:4m11s] 72% |█████████████████████ | (106443/146578, 160 it/s) [12m18s:4m11s] 72% |█████████████████████ | (106464/146578, 160 it/s) [12m18s:4m11s] 72% |█████████████████████ | (106482/146578, 160 it/s) [12m18s:4m11s] 72% |█████████████████████ | (106502/146578, 168 it/s) [12m18s:3m58s] 72% |█████████████████████ | (106519/146578, 168 it/s) [12m18s:3m57s] 72% |█████████████████████ | (106527/146578, 168 it/s) [12m18s:3m57s] 72% |█████████████████████ | (106528/146578, 168 it/s) [12m19s:3m57s] 72% |█████████████████████ | (106542/146578, 168 it/s) [12m19s:3m57s] 72% |██████████████████████ | (106557/146578, 162 it/s) [12m19s:4m7s] 72% |██████████████████████ | (106571/146578, 162 it/s) [12m19s:4m7s] 72% |██████████████████████ | (106586/146578, 162 it/s) [12m19s:4m7s] 72% |██████████████████████ | (106595/146578, 162 it/s) [12m19s:4m7s] 72% |██████████████████████ | (106597/146578, 162 it/s) [12m19s:4m6s] 72% |██████████████████████ | (106602/146578, 162 it/s) [12m19s:4m6s] 72% |█████████████████████ | (106621/146578, 146 it/s) [12m19s:4m33s] 72% |█████████████████████ | (106639/146578, 146 it/s) [12m19s:4m33s] 72% |█████████████████████ | (106648/146578, 146 it/s) [12m19s:4m33s] 72% |█████████████████████ | (106662/146578, 146 it/s) [12m20s:4m33s] 72% |██████████████████████ | (106669/146578, 133 it/s) [12m20s:5m1s] 72% |██████████████████████ | (106687/146578, 133 it/s) [12m20s:5m0s] 72% |██████████████████████ | (106704/146578, 133 it/s) [12m20s:5m0s] 72% |██████████████████████ | (106721/146578, 133 it/s) [12m20s:5m0s] 72% |██████████████████████ | (106735/146578, 133 it/s) [12m20s:5m0s] 72% |██████████████████████ | (106747/146578, 130 it/s) [12m21s:5m7s] 72% |██████████████████████ | (106754/146578, 130 it/s) [12m21s:5m7s] 72% |██████████████████████ | (106755/146578, 130 it/s) [12m21s:5m7s] 72% |██████████████████████ | (106774/146578, 130 it/s) [12m21s:5m7s] 72% |██████████████████████ | (106793/146578, 130 it/s) [12m21s:5m6s] 72% |██████████████████████ | (106812/146578, 130 it/s) [12m21s:5m6s] 72% |██████████████████████ | (106830/146578, 130 it/s) [12m21s:5m6s] 72% |█████████████████████ | (106848/146578, 134 it/s) [12m21s:4m55s] 72% |█████████████████████ | (106863/146578, 134 it/s) [12m21s:4m55s] 72% |█████████████████████ | (106878/146578, 134 it/s) [12m21s:4m55s] 72% |█████████████████████ | (106897/146578, 134 it/s) [12m21s:4m55s] 72% |█████████████████████ | (106913/146578, 134 it/s) [12m22s:4m55s] 72% |█████████████████████ | (106914/146578, 136 it/s) [12m22s:4m52s] 72% |█████████████████████ | (106933/146578, 136 it/s) [12m22s:4m52s] 72% |█████████████████████ | (106951/146578, 136 it/s) [12m22s:4m52s] 72% |█████████████████████ | (106970/146578, 136 it/s) [12m22s:4m52s] 72% |█████████████████████ | (106988/146578, 136 it/s) [12m22s:4m52s] 73% |█████████████████████ | (107004/146578, 136 it/s) [12m22s:4m52s] 73% |█████████████████████ | (107005/146578, 144 it/s) [12m22s:4m34s] 73% |█████████████████████ | (107017/146578, 144 it/s) [12m22s:4m34s] 73% |█████████████████████ | (107034/146578, 144 it/s) [12m22s:4m34s] 73% |█████████████████████ | (107048/146578, 144 it/s) [12m23s:4m34s] 73% |█████████████████████ | (107054/146578, 144 it/s) [12m23s:4m34s] 73% |█████████████████████ | (107065/146578, 140 it/s) [12m23s:4m41s] 73% |█████████████████████ | (107067/146578, 140 it/s) [12m23s:4m41s] 73% |█████████████████████ | (107081/146578, 140 it/s) [12m23s:4m41s] 73% |█████████████████████ | (107099/146578, 140 it/s) [12m23s:4m41s] 73% |█████████████████████ | (107105/146578, 140 it/s) [12m23s:4m41s] 73% |█████████████████████ | (107114/146578, 140 it/s) [12m23s:4m41s] 73% |██████████████████████ | (107115/146578, 130 it/s) [12m23s:5m3s] 73% |██████████████████████ | (107120/146578, 130 it/s) [12m24s:5m3s] 73% |██████████████████████ | (107122/146578, 130 it/s) [12m24s:5m3s] 73% |██████████████████████ | (107126/146578, 130 it/s) [12m24s:5m3s] 73% |██████████████████████ | (107145/146578, 130 it/s) [12m24s:5m3s] 73% |█████████████████████ | (107161/146578, 117 it/s) [12m24s:5m36s] 73% |█████████████████████ | (107179/146578, 117 it/s) [12m24s:5m36s] 73% |█████████████████████ | (107196/146578, 117 it/s) [12m24s:5m35s] 73% |█████████████████████ | (107214/146578, 117 it/s) [12m24s:5m35s] 73% |█████████████████████ | (107232/146578, 117 it/s) [12m24s:5m35s] 73% |█████████████████████ | (107248/146578, 117 it/s) [12m24s:5m35s] 73% |█████████████████████ | (107266/146578, 117 it/s) [12m24s:5m35s] 73% |█████████████████████ | (107283/146578, 117 it/s) [12m24s:5m35s] 73% |██████████████████████ | (107299/146578, 130 it/s) [12m25s:5m1s] 73% |██████████████████████ | (107310/146578, 130 it/s) [12m25s:5m1s] 73% |██████████████████████ | (107321/146578, 130 it/s) [12m25s:5m1s] 73% |██████████████████████ | (107336/146578, 130 it/s) [12m25s:5m1s] 73% |██████████████████████ | (107345/146578, 130 it/s) [12m25s:5m1s] 73% |█████████████████████ | (107363/146578, 133 it/s) [12m25s:4m54s] 73% |█████████████████████ | (107382/146578, 133 it/s) [12m25s:4m54s] 73% |█████████████████████ | (107403/146578, 133 it/s) [12m25s:4m54s] 73% |█████████████████████ | (107422/146578, 133 it/s) [12m25s:4m54s] 73% |█████████████████████ | (107431/146578, 133 it/s) [12m25s:4m54s] 73% |█████████████████████ | (107442/146578, 140 it/s) [12m25s:4m39s] 73% |█████████████████████ | (107450/146578, 140 it/s) [12m26s:4m39s] 73% |█████████████████████ | (107451/146578, 140 it/s) [12m26s:4m39s] 73% |█████████████████████ | (107452/146578, 140 it/s) [12m26s:4m39s] 73% |█████████████████████ | (107460/146578, 133 it/s) [12m26s:4m53s] 73% |█████████████████████ | (107479/146578, 133 it/s) [12m26s:4m53s] 73% |█████████████████████ | (107498/146578, 133 it/s) [12m26s:4m53s] 73% |█████████████████████ | (107507/146578, 133 it/s) [12m26s:4m53s] 73% |█████████████████████ | (107526/146578, 133 it/s) [12m26s:4m53s] 73% |█████████████████████ | (107527/146578, 133 it/s) [12m26s:4m53s] 73% |█████████████████████ | (107542/146578, 132 it/s) [12m27s:4m56s] 73% |█████████████████████ | (107553/146578, 132 it/s) [12m27s:4m56s] 73% |█████████████████████ | (107556/146578, 132 it/s) [12m27s:4m56s] 73% |█████████████████████ | (107560/146578, 132 it/s) [12m27s:4m56s] 73% |█████████████████████ | (107565/146578, 124 it/s) [12m27s:5m13s] 73% |█████████████████████ | (107571/146578, 124 it/s) [12m27s:5m13s] 73% |█████████████████████ | (107589/146578, 124 it/s) [12m27s:5m13s] 73% |█████████████████████ | (107606/146578, 124 it/s) [12m27s:5m13s] 73% |█████████████████████ | (107615/146578, 124 it/s) [12m27s:5m13s] 73% |█████████████████████ | (107631/146578, 124 it/s) [12m27s:5m13s] 73% |█████████████████████ | (107639/146578, 124 it/s) [12m28s:5m13s] 73% |█████████████████████ | (107656/146578, 124 it/s) [12m28s:5m14s] 73% |█████████████████████ | (107670/146578, 124 it/s) [12m28s:5m14s] 73% |█████████████████████ | (107686/146578, 124 it/s) [12m28s:5m14s] 73% |█████████████████████ | (107700/146578, 124 it/s) [12m28s:5m13s] 73% |█████████████████████ | (107711/146578, 124 it/s) [12m28s:5m13s] 73% |█████████████████████ | (107729/146578, 124 it/s) [12m28s:5m13s] 73% |█████████████████████ | (107739/146578, 124 it/s) [12m28s:5m13s] 73% |█████████████████████ | (107760/146578, 134 it/s) [12m28s:4m48s] 73% |█████████████████████ | (107776/146578, 134 it/s) [12m28s:4m48s] 73% |█████████████████████ | (107798/146578, 134 it/s) [12m28s:4m48s] 73% |█████████████████████ | (107817/146578, 134 it/s) [12m28s:4m48s] 73% |█████████████████████ | (107825/146578, 134 it/s) [12m28s:4m48s] 73% |█████████████████████ | (107826/146578, 139 it/s) [12m29s:4m38s] 73% |█████████████████████ | (107845/146578, 139 it/s) [12m29s:4m38s] 73% |█████████████████████ | (107865/146578, 139 it/s) [12m29s:4m38s] 73% |█████████████████████ | (107884/146578, 139 it/s) [12m29s:4m38s] 73% |█████████████████████ | (107904/146578, 139 it/s) [12m29s:4m38s] 73% |█████████████████████ | (107916/146578, 139 it/s) [12m29s:4m37s] 73% |█████████████████████ | (107922/146578, 149 it/s) [12m29s:4m19s] 73% |█████████████████████ | (107940/146578, 149 it/s) [12m29s:4m19s] 73% |█████████████████████ | (107957/146578, 149 it/s) [12m29s:4m19s] 73% |█████████████████████ | (107971/146578, 149 it/s) [12m29s:4m19s] 73% |█████████████████████ | (107983/146578, 149 it/s) [12m29s:4m19s] 73% |█████████████████████ | (107994/146578, 149 it/s) [12m29s:4m19s] 73% |█████████████████████ | (108002/146578, 140 it/s) [12m30s:4m36s] 73% |█████████████████████ | (108018/146578, 140 it/s) [12m30s:4m35s] 73% |█████████████████████ | (108035/146578, 140 it/s) [12m30s:4m35s] 73% |█████████████████████ | (108053/146578, 140 it/s) [12m30s:4m35s] 73% |█████████████████████ | (108070/146578, 140 it/s) [12m30s:4m35s] 73% |█████████████████████ | (108088/146578, 140 it/s) [12m30s:4m35s] 73% |█████████████████████ | (108099/146578, 144 it/s) [12m30s:4m26s] 73% |█████████████████████ | (108105/146578, 144 it/s) [12m30s:4m26s] 73% |█████████████████████ | (108122/146578, 144 it/s) [12m30s:4m26s] 73% |█████████████████████ | (108141/146578, 144 it/s) [12m30s:4m26s] 73% |█████████████████████ | (108149/146578, 144 it/s) [12m30s:4m26s] 73% |█████████████████████ | (108168/146578, 144 it/s) [12m31s:4m25s] 73% |█████████████████████ | (108172/146578, 136 it/s) [12m31s:4m41s] 73% |█████████████████████ | (108173/146578, 136 it/s) [12m31s:4m41s] 73% |█████████████████████ | (108179/146578, 136 it/s) [12m31s:4m41s] 73% |█████████████████████ | (108198/146578, 136 it/s) [12m31s:4m41s] 73% |█████████████████████ | (108216/146578, 136 it/s) [12m31s:4m41s] 73% |█████████████████████ | (108234/146578, 146 it/s) [12m32s:4m22s] 73% |█████████████████████ | (108248/146578, 146 it/s) [12m32s:4m22s] 73% |█████████████████████ | (108264/146578, 146 it/s) [12m32s:4m22s] 73% |█████████████████████ | (108280/146578, 146 it/s) [12m32s:4m22s] 73% |█████████████████████ | (108290/146578, 146 it/s) [12m32s:4m22s] 73% |█████████████████████ | (108305/146578, 146 it/s) [12m32s:4m22s] 73% |█████████████████████ | (108318/146578, 146 it/s) [12m32s:4m22s] 73% |█████████████████████ | (108336/146578, 146 it/s) [12m32s:4m22s] 73% |█████████████████████ | (108354/146578, 153 it/s) [12m32s:4m10s] 73% |█████████████████████ | (108376/146578, 153 it/s) [12m32s:4m10s] 73% |██████████████████████ | (108396/146578, 153 it/s) [12m32s:4m9s] 73% |██████████████████████ | (108415/146578, 153 it/s) [12m32s:4m9s] 73% |██████████████████████ | (108431/146578, 153 it/s) [12m32s:4m9s] 73% |██████████████████████ | (108445/146578, 153 it/s) [12m32s:4m9s] 73% |██████████████████████ | (108461/146578, 153 it/s) [12m32s:4m9s] 74% |██████████████████████ | (108475/146578, 173 it/s) [12m33s:3m40s] 74% |██████████████████████ | (108487/146578, 173 it/s) [12m33s:3m40s] 74% |██████████████████████ | (108502/146578, 173 it/s) [12m33s:3m40s] 74% |██████████████████████ | (108519/146578, 173 it/s) [12m33s:3m40s] 74% |██████████████████████ | (108534/146578, 173 it/s) [12m33s:3m40s] 74% |██████████████████████ | (108549/146578, 169 it/s) [12m33s:3m45s] 74% |██████████████████████ | (108565/146578, 169 it/s) [12m33s:3m45s] 74% |██████████████████████ | (108566/146578, 169 it/s) [12m33s:3m45s] 74% |██████████████████████ | (108576/146578, 169 it/s) [12m33s:3m45s] 74% |██████████████████████ | (108587/146578, 169 it/s) [12m34s:3m45s] 74% |██████████████████████ | (108598/146578, 158 it/s) [12m34s:3m59s] 74% |██████████████████████ | (108604/146578, 158 it/s) [12m34s:3m59s] 74% |██████████████████████ | (108622/146578, 158 it/s) [12m34s:3m59s] 74% |██████████████████████ | (108626/146578, 158 it/s) [12m34s:3m59s] 74% |██████████████████████ | (108642/146578, 158 it/s) [12m34s:3m59s] 74% |██████████████████████ | (108650/146578, 158 it/s) [12m34s:3m59s] 74% |██████████████████████ | (108670/146578, 157 it/s) [12m34s:4m1s] 74% |██████████████████████ | (108681/146578, 157 it/s) [12m34s:4m1s] 74% |██████████████████████ | (108691/146578, 157 it/s) [12m34s:4m1s] 74% |██████████████████████ | (108707/146578, 157 it/s) [12m34s:4m1s] 74% |██████████████████████ | (108713/146578, 150 it/s) [12m35s:4m12s] 74% |██████████████████████ | (108717/146578, 150 it/s) [12m35s:4m12s] 74% |██████████████████████ | (108721/146578, 150 it/s) [12m35s:4m12s] 74% |██████████████████████ | (108725/146578, 150 it/s) [12m35s:4m12s] 74% |██████████████████████ | (108742/146578, 150 it/s) [12m35s:4m12s] 74% |██████████████████████ | (108760/146578, 150 it/s) [12m35s:4m12s] 74% |██████████████████████ | (108776/146578, 144 it/s) [12m35s:4m22s] 74% |██████████████████████ | (108781/146578, 144 it/s) [12m35s:4m22s] 74% |██████████████████████ | (108798/146578, 144 it/s) [12m35s:4m22s] 74% |██████████████████████ | (108816/146578, 144 it/s) [12m35s:4m22s] 74% |██████████████████████ | (108832/146578, 144 it/s) [12m36s:4m21s] 74% |██████████████████████ | (108850/146578, 141 it/s) [12m36s:4m27s] 74% |██████████████████████ | (108863/146578, 141 it/s) [12m36s:4m27s] 74% |██████████████████████ | (108876/146578, 139 it/s) [12m36s:4m30s] 74% |██████████████████████ | (108886/146578, 139 it/s) [12m36s:4m30s] 74% |██████████████████████ | (108889/146578, 139 it/s) [12m36s:4m30s] 74% |██████████████████████ | (108901/146578, 139 it/s) [12m36s:4m30s] 74% |██████████████████████ | (108908/146578, 139 it/s) [12m36s:4m30s] 74% |██████████████████████ | (108921/146578, 139 it/s) [12m36s:4m30s] 74% |██████████████████████ | (108932/146578, 138 it/s) [12m37s:4m33s] 74% |██████████████████████ | (108944/146578, 138 it/s) [12m37s:4m33s] 74% |██████████████████████ | (108963/146578, 138 it/s) [12m37s:4m33s] 74% |██████████████████████ | (108980/146578, 138 it/s) [12m37s:4m33s] 74% |██████████████████████ | (108998/146578, 138 it/s) [12m37s:4m32s] 74% |██████████████████████ | (109016/146578, 138 it/s) [12m37s:4m32s] 74% |██████████████████████ | (109035/146578, 138 it/s) [12m37s:4m32s] 74% |██████████████████████ | (109042/146578, 136 it/s) [12m37s:4m36s] 74% |██████████████████████ | (109058/146578, 136 it/s) [12m37s:4m36s] 74% |██████████████████████ | (109067/146578, 136 it/s) [12m37s:4m35s] 74% |██████████████████████ | (109076/146578, 136 it/s) [12m38s:4m35s] 74% |██████████████████████ | (109084/146578, 136 it/s) [12m38s:4m35s] 74% |██████████████████████ | (109093/146578, 119 it/s) [12m38s:5m14s] 74% |██████████████████████ | (109104/146578, 119 it/s) [12m38s:5m14s] 74% |██████████████████████ | (109115/146578, 119 it/s) [12m38s:5m14s] 74% |██████████████████████ | (109123/146578, 119 it/s) [12m38s:5m13s] 74% |██████████████████████ | (109133/146578, 119 it/s) [12m38s:5m13s] 74% |██████████████████████ | (109138/146578, 119 it/s) [12m38s:5m13s] 74% |██████████████████████ | (109143/146578, 116 it/s) [12m38s:5m22s] 74% |██████████████████████ | (109155/146578, 116 it/s) [12m38s:5m22s] 74% |██████████████████████ | (109164/146578, 116 it/s) [12m38s:5m22s] 74% |██████████████████████ | (109176/146578, 116 it/s) [12m39s:5m22s] 74% |██████████████████████ | (109186/146578, 116 it/s) [12m39s:5m22s] 74% |██████████████████████ | (109205/146578, 116 it/s) [12m39s:5m22s] 74% |██████████████████████ | (109225/146578, 119 it/s) [12m39s:5m13s] 74% |██████████████████████ | (109244/146578, 119 it/s) [12m39s:5m12s] 74% |██████████████████████ | (109262/146578, 119 it/s) [12m39s:5m12s] 74% |██████████████████████ | (109280/146578, 119 it/s) [12m39s:5m12s] 74% |██████████████████████ | (109298/146578, 119 it/s) [12m39s:5m12s] 74% |██████████████████████ | (109312/146578, 119 it/s) [12m39s:5m12s] 74% |██████████████████████ | (109314/146578, 123 it/s) [12m39s:5m1s] 74% |██████████████████████ | (109331/146578, 123 it/s) [12m39s:5m1s] 74% |██████████████████████ | (109346/146578, 123 it/s) [12m39s:5m1s] 74% |██████████████████████ | (109361/146578, 123 it/s) [12m40s:5m1s] 74% |██████████████████████ | (109374/146578, 123 it/s) [12m40s:5m1s] 74% |██████████████████████ | (109387/146578, 123 it/s) [12m40s:5m1s] 74% |██████████████████████ | (109391/146578, 127 it/s) [12m40s:4m52s] 74% |██████████████████████ | (109407/146578, 127 it/s) [12m40s:4m52s] 74% |██████████████████████ | (109422/146578, 127 it/s) [12m40s:4m51s] 74% |██████████████████████ | (109438/146578, 127 it/s) [12m40s:4m51s] 74% |██████████████████████ | (109453/146578, 127 it/s) [12m40s:4m51s] 74% |██████████████████████ | (109470/146578, 127 it/s) [12m40s:4m51s] 74% |██████████████████████ | (109488/146578, 135 it/s) [12m40s:4m34s] 74% |██████████████████████ | (109506/146578, 135 it/s) [12m40s:4m34s] 74% |██████████████████████ | (109526/146578, 135 it/s) [12m41s:4m34s] 74% |██████████████████████ | (109544/146578, 135 it/s) [12m41s:4m34s] 74% |██████████████████████ | (109561/146578, 135 it/s) [12m41s:4m34s] 74% |██████████████████████ | (109571/146578, 135 it/s) [12m41s:4m34s] 74% |██████████████████████ | (109590/146578, 135 it/s) [12m41s:4m34s] 74% |██████████████████████ | (109598/146578, 142 it/s) [12m41s:4m20s] 74% |██████████████████████ | (109603/146578, 142 it/s) [12m41s:4m20s] 74% |██████████████████████ | (109618/146578, 142 it/s) [12m41s:4m20s] 74% |██████████████████████ | (109630/146578, 142 it/s) [12m41s:4m20s] 74% |██████████████████████ | (109631/146578, 142 it/s) [12m41s:4m20s] 74% |██████████████████████ | (109649/146578, 142 it/s) [12m42s:4m20s] 74% |██████████████████████ | (109665/146578, 142 it/s) [12m42s:4m19s] 74% |██████████████████████ | (109681/146578, 142 it/s) [12m42s:4m19s] 74% |██████████████████████ | (109695/146578, 142 it/s) [12m42s:4m19s] 74% |██████████████████████ | (109708/146578, 142 it/s) [12m42s:4m19s] 74% |██████████████████████ | (109709/146578, 147 it/s) [12m42s:4m11s] 74% |██████████████████████ | (109715/146578, 147 it/s) [12m42s:4m11s] 74% |██████████████████████ | (109729/146578, 147 it/s) [12m42s:4m10s] 74% |██████████████████████ | (109746/146578, 147 it/s) [12m42s:4m10s] 74% |██████████████████████ | (109765/146578, 147 it/s) [12m42s:4m10s] 74% |██████████████████████ | (109783/146578, 147 it/s) [12m42s:4m10s] 74% |██████████████████████ | (109800/146578, 147 it/s) [12m42s:4m10s] 74% |██████████████████████ | (109816/146578, 147 it/s) [12m42s:4m9s] 74% |██████████████████████ | (109831/146578, 147 it/s) [12m43s:4m9s] 74% |██████████████████████ | (109846/146578, 147 it/s) [12m43s:4m9s] 74% |██████████████████████ | (109863/146578, 147 it/s) [12m43s:4m9s] 74% |██████████████████████ | (109878/146578, 147 it/s) [12m43s:4m9s] 74% |██████████████████████ | (109885/146578, 151 it/s) [12m43s:4m3s] 74% |██████████████████████ | (109888/146578, 151 it/s) [12m43s:4m3s] 74% |██████████████████████ | (109903/146578, 151 it/s) [12m43s:4m2s] 74% |██████████████████████ | (109918/146578, 151 it/s) [12m43s:4m2s] 74% |██████████████████████ | (109933/146578, 151 it/s) [12m43s:4m2s] 75% |███████████████████████ | (109944/146578, 151 it/s) [12m43s:4m2s] 75% |███████████████████████ | (109957/146578, 151 it/s) [12m43s:4m2s] 75% |██████████████████████ | (109958/146578, 154 it/s) [12m44s:3m57s] 75% |██████████████████████ | (109962/146578, 154 it/s) [12m44s:3m57s] 75% |██████████████████████ | (109978/146578, 154 it/s) [12m44s:3m57s] 75% |██████████████████████ | (109993/146578, 154 it/s) [12m44s:3m57s] 75% |██████████████████████ | (109999/146578, 154 it/s) [12m44s:3m57s] 75% |██████████████████████ | (110009/146578, 154 it/s) [12m44s:3m57s] 75% |███████████████████████ | (110010/146578, 150 it/s) [12m44s:4m3s] 75% |███████████████████████ | (110014/146578, 150 it/s) [12m44s:4m3s] 75% |███████████████████████ | (110017/146578, 150 it/s) [12m44s:4m3s] 75% |███████████████████████ | (110023/146578, 150 it/s) [12m44s:4m3s] 75% |███████████████████████ | (110026/146578, 150 it/s) [12m45s:4m3s] 75% |██████████████████████ | (110031/146578, 137 it/s) [12m45s:4m27s] 75% |██████████████████████ | (110034/146578, 137 it/s) [12m45s:4m27s] 75% |██████████████████████ | (110036/146578, 137 it/s) [12m45s:4m27s] 75% |██████████████████████ | (110045/146578, 137 it/s) [12m45s:4m27s] 75% |██████████████████████ | (110061/146578, 137 it/s) [12m45s:4m27s] 75% |██████████████████████ | (110076/146578, 137 it/s) [12m45s:4m27s] 75% |██████████████████████ | (110090/146578, 132 it/s) [12m45s:4m35s] 75% |██████████████████████ | (110104/146578, 132 it/s) [12m45s:4m35s] 75% |██████████████████████ | (110117/146578, 132 it/s) [12m45s:4m35s] 75% |██████████████████████ | (110132/146578, 132 it/s) [12m45s:4m35s] 75% |██████████████████████ | (110145/146578, 132 it/s) [12m46s:4m35s] 75% |██████████████████████ | (110163/146578, 132 it/s) [12m46s:4m35s] 75% |██████████████████████ | (110176/146578, 132 it/s) [12m46s:4m35s] 75% |██████████████████████ | (110193/146578, 132 it/s) [12m46s:4m35s] 75% |██████████████████████ | (110208/146578, 137 it/s) [12m46s:4m25s] 75% |██████████████████████ | (110223/146578, 137 it/s) [12m46s:4m25s] 75% |██████████████████████ | (110238/146578, 137 it/s) [12m46s:4m25s] 75% |██████████████████████ | (110253/146578, 137 it/s) [12m46s:4m25s] 75% |██████████████████████ | (110269/146578, 137 it/s) [12m46s:4m25s] 75% |██████████████████████ | (110282/146578, 137 it/s) [12m46s:4m25s] 75% |██████████████████████ | (110292/146578, 133 it/s) [12m46s:4m32s] 75% |██████████████████████ | (110304/146578, 133 it/s) [12m46s:4m32s] 75% |██████████████████████ | (110307/146578, 133 it/s) [12m46s:4m32s] 75% |██████████████████████ | (110311/146578, 133 it/s) [12m46s:4m32s] 75% |██████████████████████ | (110318/146578, 133 it/s) [12m47s:4m32s] 75% |██████████████████████ | (110326/146578, 133 it/s) [12m47s:4m32s] 75% |██████████████████████ | (110334/146578, 134 it/s) [12m47s:4m30s] 75% |██████████████████████ | (110342/146578, 134 it/s) [12m47s:4m30s] 75% |██████████████████████ | (110349/146578, 134 it/s) [12m47s:4m30s] 75% |██████████████████████ | (110358/146578, 134 it/s) [12m47s:4m30s] 75% |██████████████████████ | (110366/146578, 134 it/s) [12m47s:4m30s] 75% |██████████████████████ | (110375/146578, 127 it/s) [12m47s:4m44s] 75% |██████████████████████ | (110382/146578, 127 it/s) [12m47s:4m44s] 75% |██████████████████████ | (110390/146578, 127 it/s) [12m48s:4m44s] 75% |██████████████████████ | (110396/146578, 127 it/s) [12m48s:4m44s] 75% |██████████████████████ | (110404/146578, 127 it/s) [12m48s:4m44s] 75% |██████████████████████ | (110411/146578, 113 it/s) [12m48s:5m18s] 75% |██████████████████████ | (110419/146578, 113 it/s) [12m48s:5m18s] 75% |██████████████████████ | (110427/146578, 113 it/s) [12m48s:5m18s] 75% |██████████████████████ | (110436/146578, 113 it/s) [12m48s:5m18s] 75% |██████████████████████ | (110443/146578, 113 it/s) [12m48s:5m18s] 75% |██████████████████████ | (110451/146578, 108 it/s) [12m48s:5m35s] 75% |██████████████████████ | (110458/146578, 108 it/s) [12m48s:5m35s] 75% |██████████████████████ | (110467/146578, 108 it/s) [12m49s:5m35s] 75% |██████████████████████ | (110476/146578, 108 it/s) [12m49s:5m34s] 75% |██████████████████████ | (110493/146578, 108 it/s) [12m49s:5m34s] 75% |██████████████████████ | (110509/146578, 108 it/s) [12m49s:5m34s] 75% |██████████████████████ | (110524/146578, 109 it/s) [12m49s:5m30s] 75% |██████████████████████ | (110540/146578, 109 it/s) [12m49s:5m30s] 75% |██████████████████████ | (110556/146578, 109 it/s) [12m49s:5m30s] 75% |██████████████████████ | (110571/146578, 109 it/s) [12m49s:5m29s] 75% |██████████████████████ | (110586/146578, 109 it/s) [12m49s:5m29s] 75% |██████████████████████ | (110603/146578, 109 it/s) [12m49s:5m29s] 75% |██████████████████████ | (110620/146578, 109 it/s) [12m49s:5m29s] 75% |██████████████████████ | (110635/146578, 109 it/s) [12m49s:5m29s] 75% |██████████████████████ | (110648/146578, 124 it/s) [12m49s:4m50s] 75% |██████████████████████ | (110665/146578, 124 it/s) [12m49s:4m50s] 75% |██████████████████████ | (110677/146578, 124 it/s) [12m50s:4m50s] 75% |██████████████████████ | (110694/146578, 124 it/s) [12m50s:4m50s] 75% |██████████████████████ | (110710/146578, 124 it/s) [12m50s:4m50s] 75% |██████████████████████ | (110728/146578, 124 it/s) [12m50s:4m50s] 75% |██████████████████████ | (110742/146578, 139 it/s) [12m50s:4m18s] 75% |██████████████████████ | (110760/146578, 139 it/s) [12m50s:4m18s] 75% |██████████████████████ | (110777/146578, 139 it/s) [12m50s:4m18s] 75% |██████████████████████ | (110796/146578, 139 it/s) [12m50s:4m18s] 75% |██████████████████████ | (110802/146578, 139 it/s) [12m50s:4m18s] 75% |██████████████████████ | (110815/146578, 139 it/s) [12m50s:4m17s] 75% |██████████████████████ | (110822/146578, 139 it/s) [12m50s:4m17s] 75% |███████████████████████ | (110829/146578, 144 it/s) [12m50s:4m7s] 75% |███████████████████████ | (110830/146578, 144 it/s) [12m51s:4m7s] 75% |███████████████████████ | (110834/146578, 144 it/s) [12m51s:4m7s] 75% |███████████████████████ | (110853/146578, 144 it/s) [12m51s:4m7s] 75% |███████████████████████ | (110871/146578, 144 it/s) [12m51s:4m7s] 75% |███████████████████████ | (110879/146578, 144 it/s) [12m51s:4m7s] 75% |███████████████████████ | (110894/146578, 116 it/s) [12m51s:5m7s] 75% |███████████████████████ | (110895/146578, 116 it/s) [12m52s:5m7s] 75% |███████████████████████ | (110896/146578, 116 it/s) [12m52s:5m7s] 75% |███████████████████████ | (110914/146578, 116 it/s) [12m52s:5m7s] 75% |███████████████████████ | (110931/146578, 116 it/s) [12m52s:5m7s] 75% |███████████████████████ | (110948/146578, 116 it/s) [12m52s:5m7s] 75% |███████████████████████ | (110962/146578, 116 it/s) [12m52s:5m7s] 75% |██████████████████████ | (110978/146578, 122 it/s) [12m52s:4m51s] 75% |██████████████████████ | (110990/146578, 122 it/s) [12m52s:4m51s] 75% |██████████████████████ | (110992/146578, 122 it/s) [12m52s:4m51s] 75% |██████████████████████ | (111008/146578, 122 it/s) [12m52s:4m51s] 75% |██████████████████████ | (111023/146578, 124 it/s) [12m53s:4m47s] 75% |██████████████████████ | (111041/146578, 124 it/s) [12m53s:4m47s] 75% |██████████████████████ | (111059/146578, 124 it/s) [12m53s:4m47s] 75% |██████████████████████ | (111070/146578, 124 it/s) [12m53s:4m47s] 75% |██████████████████████ | (111089/146578, 124 it/s) [12m53s:4m47s] 75% |██████████████████████ | (111106/146578, 133 it/s) [12m53s:4m27s] 75% |██████████████████████ | (111107/146578, 133 it/s) [12m53s:4m27s] 75% |██████████████████████ | (111109/146578, 133 it/s) [12m53s:4m27s] 75% |██████████████████████ | (111113/146578, 133 it/s) [12m53s:4m27s] 75% |██████████████████████ | (111116/146578, 129 it/s) [12m54s:4m34s] 75% |██████████████████████ | (111120/146578, 129 it/s) [12m54s:4m33s] 75% |██████████████████████ | (111138/146578, 129 it/s) [12m54s:4m33s] 75% |██████████████████████ | (111156/146578, 129 it/s) [12m54s:4m33s] 75% |██████████████████████ | (111163/146578, 123 it/s) [12m54s:4m46s] 75% |██████████████████████ | (111177/146578, 123 it/s) [12m54s:4m46s] 75% |██████████████████████ | (111195/146578, 123 it/s) [12m54s:4m46s] 75% |██████████████████████ | (111213/146578, 123 it/s) [12m54s:4m46s] 75% |██████████████████████ | (111229/146578, 123 it/s) [12m54s:4m46s] 75% |██████████████████████ | (111248/146578, 123 it/s) [12m54s:4m46s] 75% |███████████████████████ | (111249/146578, 116 it/s) [12m55s:5m4s] 75% |███████████████████████ | (111259/146578, 116 it/s) [12m55s:5m4s] 75% |███████████████████████ | (111260/146578, 116 it/s) [12m55s:5m4s] 75% |███████████████████████ | (111262/146578, 116 it/s) [12m55s:5m4s] 75% |███████████████████████ | (111283/146578, 116 it/s) [12m55s:5m4s] 75% |███████████████████████ | (111302/146578, 116 it/s) [12m55s:5m4s] 75% |██████████████████████ | (111322/146578, 109 it/s) [12m55s:5m23s] 75% |██████████████████████ | (111324/146578, 109 it/s) [12m55s:5m22s] 75% |██████████████████████ | (111325/146578, 109 it/s) [12m55s:5m22s] 75% |██████████████████████ | (111342/146578, 109 it/s) [12m55s:5m22s] 75% |██████████████████████ | (111356/146578, 109 it/s) [12m55s:5m22s] 75% |██████████████████████ | (111372/146578, 109 it/s) [12m56s:5m22s] 75% |██████████████████████ | (111387/146578, 109 it/s) [12m56s:5m22s] 76% |██████████████████████ | (111403/146578, 109 it/s) [12m56s:5m21s] 76% |██████████████████████ | (111415/146578, 109 it/s) [12m56s:5m21s] 76% |██████████████████████ | (111431/146578, 109 it/s) [12m56s:5m21s] 76% |██████████████████████ | (111448/146578, 109 it/s) [12m56s:5m21s] 76% |██████████████████████ | (111464/146578, 109 it/s) [12m56s:5m21s] 76% |██████████████████████ | (111481/146578, 109 it/s) [12m56s:5m21s] 76% |██████████████████████ | (111498/146578, 109 it/s) [12m56s:5m21s] 76% |██████████████████████ | (111499/146578, 110 it/s) [12m56s:5m20s] 76% |██████████████████████ | (111515/146578, 110 it/s) [12m57s:5m19s] 76% |██████████████████████ | (111532/146578, 110 it/s) [12m57s:5m19s] 76% |██████████████████████ | (111548/146578, 110 it/s) [12m57s:5m19s] 76% |██████████████████████ | (111564/146578, 110 it/s) [12m57s:5m19s] 76% |██████████████████████ | (111572/146578, 110 it/s) [12m57s:5m19s] 76% |██████████████████████ | (111573/146578, 110 it/s) [12m57s:5m19s] 76% |██████████████████████ | (111591/146578, 125 it/s) [12m57s:4m39s] 76% |██████████████████████ | (111609/146578, 125 it/s) [12m57s:4m39s] 76% |██████████████████████ | (111629/146578, 125 it/s) [12m57s:4m39s] 76% |██████████████████████ | (111642/146578, 125 it/s) [12m57s:4m39s] 76% |██████████████████████ | (111651/146578, 125 it/s) [12m57s:4m39s] 76% |██████████████████████ | (111661/146578, 127 it/s) [12m57s:4m35s] 76% |██████████████████████ | (111674/146578, 127 it/s) [12m58s:4m35s] 76% |██████████████████████ | (111689/146578, 127 it/s) [12m58s:4m35s] 76% |██████████████████████ | (111706/146578, 127 it/s) [12m58s:4m35s] 76% |██████████████████████ | (111723/146578, 127 it/s) [12m58s:4m34s] 76% |██████████████████████ | (111732/146578, 127 it/s) [12m58s:4m34s] 76% |██████████████████████ | (111736/146578, 132 it/s) [12m58s:4m23s] 76% |██████████████████████ | (111750/146578, 132 it/s) [12m58s:4m23s] 76% |██████████████████████ | (111767/146578, 132 it/s) [12m58s:4m23s] 76% |██████████████████████ | (111784/146578, 132 it/s) [12m58s:4m23s] 76% |██████████████████████ | (111801/146578, 132 it/s) [12m58s:4m22s] 76% |██████████████████████ | (111811/146578, 132 it/s) [12m58s:4m22s] 76% |██████████████████████ | (111820/146578, 132 it/s) [12m59s:4m22s] 76% |██████████████████████ | (111834/146578, 132 it/s) [12m59s:4m22s] 76% |██████████████████████ | (111842/146578, 132 it/s) [12m59s:4m22s] 76% |██████████████████████ | (111859/146578, 132 it/s) [12m59s:4m22s] 76% |██████████████████████ | (111871/146578, 132 it/s) [12m59s:4m22s] 76% |██████████████████████ | (111876/146578, 132 it/s) [12m59s:4m22s] 76% |███████████████████████ | (111892/146578, 141 it/s) [12m59s:4m5s] 76% |███████████████████████ | (111898/146578, 141 it/s) [12m59s:4m5s] 76% |███████████████████████ | (111903/146578, 141 it/s) [12m59s:4m5s] 76% |███████████████████████ | (111909/146578, 141 it/s) [12m59s:4m5s] 76% |████████████████████████ | (111912/146578, 141 it/s) [13m0s:4m5s] 76% |███████████████████████ | (111918/146578, 138 it/s) [13m0s:4m11s] 76% |███████████████████████ | (111920/146578, 138 it/s) [13m0s:4m11s] 76% |███████████████████████ | (111926/146578, 138 it/s) [13m0s:4m11s] 76% |███████████████████████ | (111943/146578, 138 it/s) [13m0s:4m11s] 76% |███████████████████████ | (111960/146578, 138 it/s) [13m0s:4m11s] 76% |███████████████████████ | (111975/146578, 131 it/s) [13m0s:4m23s] 76% |███████████████████████ | (111977/146578, 131 it/s) [13m0s:4m23s] 76% |███████████████████████ | (111978/146578, 131 it/s) [13m0s:4m23s] 76% |███████████████████████ | (111996/146578, 131 it/s) [13m0s:4m23s] 76% |███████████████████████ | (112013/146578, 131 it/s) [13m0s:4m23s] 76% |███████████████████████ | (112031/146578, 131 it/s) [13m0s:4m23s] 76% |███████████████████████ | (112049/146578, 131 it/s) [13m1s:4m23s] 76% |███████████████████████ | (112066/146578, 137 it/s) [13m1s:4m12s] 76% |███████████████████████ | (112075/146578, 137 it/s) [13m1s:4m12s] 76% |███████████████████████ | (112096/146578, 137 it/s) [13m1s:4m12s] 76% |███████████████████████ | (112106/146578, 137 it/s) [13m1s:4m12s] 76% |███████████████████████ | (112109/146578, 137 it/s) [13m1s:4m12s] 76% |███████████████████████ | (112120/146578, 133 it/s) [13m1s:4m18s] 76% |███████████████████████ | (112129/146578, 133 it/s) [13m1s:4m18s] 76% |███████████████████████ | (112139/146578, 133 it/s) [13m1s:4m18s] 76% |███████████████████████ | (112148/146578, 125 it/s) [13m2s:4m34s] 76% |███████████████████████ | (112166/146578, 125 it/s) [13m2s:4m34s] 76% |███████████████████████ | (112183/146578, 125 it/s) [13m2s:4m34s] 76% |███████████████████████ | (112199/146578, 125 it/s) [13m2s:4m33s] 76% |███████████████████████ | (112209/146578, 125 it/s) [13m2s:4m33s] 76% |███████████████████████ | (112211/146578, 125 it/s) [13m2s:4m33s] 76% |███████████████████████ | (112221/146578, 124 it/s) [13m2s:4m36s] 76% |███████████████████████ | (112232/146578, 124 it/s) [13m2s:4m36s] 76% |███████████████████████ | (112243/146578, 124 it/s) [13m2s:4m36s] 76% |███████████████████████ | (112252/146578, 124 it/s) [13m2s:4m36s] 76% |███████████████████████ | (112262/146578, 124 it/s) [13m3s:4m36s] 76% |███████████████████████ | (112270/146578, 118 it/s) [13m3s:4m50s] 76% |███████████████████████ | (112280/146578, 118 it/s) [13m3s:4m50s] 76% |███████████████████████ | (112289/146578, 118 it/s) [13m3s:4m50s] 76% |███████████████████████ | (112308/146578, 118 it/s) [13m3s:4m50s] 76% |███████████████████████ | (112328/146578, 118 it/s) [13m3s:4m50s] 76% |███████████████████████ | (112346/146578, 118 it/s) [13m3s:4m50s] 76% |███████████████████████ | (112366/146578, 118 it/s) [13m3s:4m50s] 76% |███████████████████████ | (112384/146578, 124 it/s) [13m3s:4m36s] 76% |███████████████████████ | (112385/146578, 124 it/s) [13m3s:4m36s] 76% |███████████████████████ | (112388/146578, 124 it/s) [13m3s:4m36s] 76% |███████████████████████ | (112399/146578, 124 it/s) [13m3s:4m36s] 76% |███████████████████████ | (112408/146578, 124 it/s) [13m4s:4m36s] 76% |███████████████████████ | (112419/146578, 116 it/s) [13m4s:4m53s] 76% |███████████████████████ | (112427/146578, 116 it/s) [13m4s:4m53s] 76% |███████████████████████ | (112437/146578, 116 it/s) [13m4s:4m53s] 76% |███████████████████████ | (112447/146578, 116 it/s) [13m4s:4m53s] 76% |███████████████████████ | (112455/146578, 116 it/s) [13m4s:4m53s] 76% |███████████████████████ | (112469/146578, 116 it/s) [13m4s:4m53s] 76% |███████████████████████ | (112488/146578, 114 it/s) [13m4s:4m59s] 76% |███████████████████████ | (112506/146578, 114 it/s) [13m4s:4m58s] 76% |███████████████████████ | (112524/146578, 114 it/s) [13m4s:4m58s] 76% |███████████████████████ | (112526/146578, 114 it/s) [13m4s:4m58s] 76% |███████████████████████ | (112540/146578, 114 it/s) [13m5s:4m58s] 76% |███████████████████████ | (112549/146578, 114 it/s) [13m5s:4m58s] 76% |███████████████████████ | (112559/146578, 125 it/s) [13m5s:4m31s] 76% |███████████████████████ | (112566/146578, 125 it/s) [13m5s:4m31s] 76% |███████████████████████ | (112577/146578, 125 it/s) [13m5s:4m31s] 76% |███████████████████████ | (112595/146578, 125 it/s) [13m5s:4m31s] 76% |███████████████████████ | (112611/146578, 125 it/s) [13m5s:4m31s] 76% |███████████████████████ | (112629/146578, 125 it/s) [13m5s:4m31s] 76% |███████████████████████ | (112632/146578, 127 it/s) [13m5s:4m28s] 76% |███████████████████████ | (112638/146578, 127 it/s) [13m5s:4m28s] 76% |███████████████████████ | (112655/146578, 127 it/s) [13m6s:4m27s] 76% |███████████████████████ | (112671/146578, 127 it/s) [13m6s:4m27s] 76% |███████████████████████ | (112688/146578, 127 it/s) [13m6s:4m27s] 76% |███████████████████████ | (112703/146578, 127 it/s) [13m6s:4m27s] 76% |███████████████████████ | (112719/146578, 127 it/s) [13m6s:4m27s] 76% |███████████████████████ | (112733/146578, 127 it/s) [13m6s:4m27s] 76% |███████████████████████ | (112749/146578, 127 it/s) [13m6s:4m27s] 76% |███████████████████████ | (112766/146578, 127 it/s) [13m6s:4m26s] 76% |███████████████████████ | (112781/146578, 127 it/s) [13m6s:4m26s] 76% |███████████████████████ | (112797/146578, 127 it/s) [13m6s:4m26s] 76% |███████████████████████ | (112813/146578, 127 it/s) [13m6s:4m26s] 76% |███████████████████████ | (112830/146578, 127 it/s) [13m6s:4m26s] 76% |████████████████████████ | (112848/146578, 138 it/s) [13m6s:4m5s] 76% |████████████████████████ | (112859/146578, 138 it/s) [13m7s:4m5s] 77% |████████████████████████ | (112877/146578, 138 it/s) [13m7s:4m4s] 77% |████████████████████████ | (112896/146578, 138 it/s) [13m7s:4m4s] 77% |███████████████████████ | (112915/146578, 146 it/s) [13m7s:3m50s] 77% |███████████████████████ | (112935/146578, 146 it/s) [13m7s:3m50s] 77% |███████████████████████ | (112956/146578, 146 it/s) [13m7s:3m50s] 77% |███████████████████████ | (112977/146578, 146 it/s) [13m7s:3m50s] 77% |███████████████████████ | (112998/146578, 146 it/s) [13m7s:3m50s] 77% |███████████████████████ | (113018/146578, 146 it/s) [13m7s:3m50s] 77% |███████████████████████ | (113037/146578, 146 it/s) [13m7s:3m49s] 77% |███████████████████████ | (113056/146578, 162 it/s) [13m7s:3m27s] 77% |███████████████████████ | (113074/146578, 162 it/s) [13m7s:3m27s] 77% |███████████████████████ | (113092/146578, 162 it/s) [13m7s:3m27s] 77% |███████████████████████ | (113110/146578, 162 it/s) [13m8s:3m27s] 77% |███████████████████████ | (113126/146578, 162 it/s) [13m8s:3m27s] 77% |███████████████████████ | (113127/146578, 162 it/s) [13m8s:3m27s] 77% |███████████████████████ | (113130/146578, 162 it/s) [13m8s:3m27s] 77% |███████████████████████ | (113142/146578, 168 it/s) [13m8s:3m19s] 77% |███████████████████████ | (113150/146578, 168 it/s) [13m8s:3m19s] 77% |███████████████████████ | (113160/146578, 168 it/s) [13m8s:3m19s] 77% |███████████████████████ | (113168/146578, 168 it/s) [13m8s:3m19s] 77% |███████████████████████ | (113177/146578, 168 it/s) [13m8s:3m19s] 77% |███████████████████████ | (113186/146578, 156 it/s) [13m8s:3m34s] 77% |███████████████████████ | (113194/146578, 156 it/s) [13m9s:3m34s] 77% |███████████████████████ | (113202/146578, 156 it/s) [13m9s:3m34s] 77% |███████████████████████ | (113217/146578, 156 it/s) [13m9s:3m33s] 77% |███████████████████████ | (113231/146578, 156 it/s) [13m9s:3m33s] 77% |███████████████████████ | (113242/146578, 156 it/s) [13m9s:3m33s] 77% |███████████████████████ | (113244/146578, 157 it/s) [13m9s:3m31s] 77% |███████████████████████ | (113254/146578, 157 it/s) [13m9s:3m31s] 77% |███████████████████████ | (113263/146578, 157 it/s) [13m9s:3m31s] 77% |███████████████████████ | (113272/146578, 157 it/s) [13m9s:3m31s] 77% |███████████████████████ | (113281/146578, 157 it/s) [13m9s:3m31s] 77% |███████████████████████ | (113290/146578, 155 it/s) [13m10s:3m34s] 77% |███████████████████████ | (113298/146578, 155 it/s) [13m10s:3m34s] 77% |███████████████████████ | (113307/146578, 155 it/s) [13m10s:3m34s] 77% |███████████████████████ | (113317/146578, 155 it/s) [13m10s:3m34s] 77% |███████████████████████ | (113335/146578, 155 it/s) [13m10s:3m34s] 77% |███████████████████████ | (113351/146578, 155 it/s) [13m10s:3m34s] 77% |███████████████████████ | (113367/146578, 154 it/s) [13m10s:3m35s] 77% |███████████████████████ | (113383/146578, 154 it/s) [13m10s:3m35s] 77% |███████████████████████ | (113401/146578, 154 it/s) [13m10s:3m35s] 77% |███████████████████████ | (113417/146578, 154 it/s) [13m10s:3m35s] 77% |███████████████████████ | (113434/146578, 154 it/s) [13m10s:3m35s] 77% |███████████████████████ | (113442/146578, 154 it/s) [13m10s:3m35s] 77% |███████████████████████ | (113448/146578, 157 it/s) [13m11s:3m31s] 77% |███████████████████████ | (113450/146578, 157 it/s) [13m11s:3m31s] 77% |███████████████████████ | (113468/146578, 157 it/s) [13m11s:3m31s] 77% |███████████████████████ | (113488/146578, 157 it/s) [13m11s:3m31s] 77% |███████████████████████ | (113495/146578, 157 it/s) [13m11s:3m31s] 77% |███████████████████████ | (113503/146578, 150 it/s) [13m11s:3m40s] 77% |███████████████████████ | (113508/146578, 150 it/s) [13m11s:3m40s] 77% |███████████████████████ | (113510/146578, 150 it/s) [13m11s:3m40s] 77% |███████████████████████ | (113513/146578, 150 it/s) [13m12s:3m40s] 77% |███████████████████████ | (113528/146578, 130 it/s) [13m12s:4m13s] 77% |███████████████████████ | (113545/146578, 130 it/s) [13m12s:4m13s] 77% |███████████████████████ | (113564/146578, 130 it/s) [13m12s:4m13s] 77% |███████████████████████ | (113582/146578, 130 it/s) [13m12s:4m13s] 77% |███████████████████████ | (113601/146578, 130 it/s) [13m12s:4m12s] 77% |███████████████████████ | (113618/146578, 130 it/s) [13m12s:4m12s] 77% |███████████████████████ | (113634/146578, 137 it/s) [13m12s:4m0s] 77% |███████████████████████ | (113650/146578, 137 it/s) [13m12s:4m0s] 77% |███████████████████████ | (113669/146578, 137 it/s) [13m12s:4m0s] 77% |███████████████████████ | (113687/146578, 137 it/s) [13m12s:4m0s] 77% |███████████████████████ | (113704/146578, 137 it/s) [13m13s:4m0s] 77% |███████████████████████ | (113720/146578, 137 it/s) [13m13s:3m59s] 77% |███████████████████████ | (113736/146578, 137 it/s) [13m13s:3m59s] 77% |███████████████████████ | (113753/146578, 137 it/s) [13m13s:3m59s] 77% |███████████████████████ | (113760/146578, 132 it/s) [13m13s:4m7s] 77% |███████████████████████ | (113761/146578, 132 it/s) [13m13s:4m7s] 77% |███████████████████████ | (113765/146578, 132 it/s) [13m13s:4m7s] 77% |███████████████████████ | (113782/146578, 132 it/s) [13m13s:4m7s] 77% |███████████████████████ | (113797/146578, 123 it/s) [13m13s:4m26s] 77% |███████████████████████ | (113813/146578, 123 it/s) [13m13s:4m26s] 77% |███████████████████████ | (113829/146578, 123 it/s) [13m13s:4m26s] 77% |███████████████████████ | (113830/146578, 123 it/s) [13m14s:4m26s] 77% |███████████████████████ | (113833/146578, 123 it/s) [13m14s:4m26s] 77% |███████████████████████ | (113849/146578, 123 it/s) [13m14s:4m26s] 77% |███████████████████████ | (113866/146578, 123 it/s) [13m14s:4m26s] 77% |███████████████████████ | (113882/146578, 123 it/s) [13m14s:4m26s] 77% |███████████████████████ | (113897/146578, 123 it/s) [13m14s:4m25s] 77% |███████████████████████ | (113912/146578, 123 it/s) [13m14s:4m25s] 77% |███████████████████████ | (113927/146578, 123 it/s) [13m14s:4m25s] 77% |███████████████████████ | (113944/146578, 123 it/s) [13m14s:4m25s] 77% |███████████████████████ | (113961/146578, 136 it/s) [13m14s:3m58s] 77% |███████████████████████ | (113978/146578, 136 it/s) [13m14s:3m58s] 77% |███████████████████████ | (113997/146578, 136 it/s) [13m14s:3m58s] 77% |███████████████████████ | (113999/146578, 136 it/s) [13m15s:3m58s] 77% |███████████████████████ | (114000/146578, 136 it/s) [13m15s:3m58s] 77% |███████████████████████ | (114010/146578, 136 it/s) [13m15s:3m58s] 77% |███████████████████████ | (114017/146578, 139 it/s) [13m15s:3m53s] 77% |███████████████████████ | (114025/146578, 139 it/s) [13m15s:3m53s] 77% |███████████████████████ | (114034/146578, 139 it/s) [13m15s:3m53s] 77% |███████████████████████ | (114040/146578, 139 it/s) [13m15s:3m53s] 77% |███████████████████████ | (114060/146578, 139 it/s) [13m15s:3m53s] 77% |███████████████████████ | (114065/146578, 133 it/s) [13m15s:4m3s] 77% |███████████████████████ | (114066/146578, 133 it/s) [13m15s:4m3s] 77% |███████████████████████ | (114072/146578, 133 it/s) [13m16s:4m3s] 77% |███████████████████████ | (114086/146578, 133 it/s) [13m16s:4m3s] 77% |███████████████████████ | (114105/146578, 133 it/s) [13m16s:4m3s] 77% |███████████████████████ | (114120/146578, 133 it/s) [13m16s:4m3s] 77% |███████████████████████ | (114134/146578, 133 it/s) [13m16s:4m3s] 77% |███████████████████████ | (114136/146578, 131 it/s) [13m16s:4m8s] 77% |███████████████████████ | (114153/146578, 131 it/s) [13m16s:4m8s] 77% |███████████████████████ | (114169/146578, 131 it/s) [13m16s:4m7s] 77% |███████████████████████ | (114183/146578, 131 it/s) [13m16s:4m7s] 77% |███████████████████████ | (114195/146578, 131 it/s) [13m16s:4m7s] 77% |███████████████████████ | (114206/146578, 131 it/s) [13m16s:4m7s] 77% |███████████████████████ | (114220/146578, 136 it/s) [13m17s:3m58s] 77% |███████████████████████ | (114229/146578, 136 it/s) [13m17s:3m57s] 77% |███████████████████████ | (114237/146578, 136 it/s) [13m17s:3m57s] 77% |███████████████████████ | (114243/146578, 135 it/s) [13m17s:3m59s] 77% |███████████████████████ | (114244/146578, 135 it/s) [13m17s:3m59s] 77% |███████████████████████ | (114249/146578, 135 it/s) [13m17s:3m59s] 77% |███████████████████████ | (114265/146578, 135 it/s) [13m17s:3m58s] 77% |███████████████████████ | (114281/146578, 121 it/s) [13m18s:4m25s] 77% |███████████████████████ | (114299/146578, 121 it/s) [13m18s:4m25s] 77% |███████████████████████ | (114318/146578, 121 it/s) [13m18s:4m25s] 78% |███████████████████████ | (114331/146578, 121 it/s) [13m18s:4m25s] 78% |███████████████████████ | (114351/146578, 121 it/s) [13m18s:4m25s] 78% |███████████████████████ | (114369/146578, 121 it/s) [13m18s:4m25s] 78% |███████████████████████ | (114387/146578, 121 it/s) [13m18s:4m24s] 78% |███████████████████████ | (114404/146578, 121 it/s) [13m18s:4m26s] 78% |███████████████████████ | (114422/146578, 121 it/s) [13m18s:4m26s] 78% |███████████████████████ | (114439/146578, 121 it/s) [13m18s:4m26s] 78% |███████████████████████ | (114458/146578, 121 it/s) [13m18s:4m25s] 78% |███████████████████████ | (114477/146578, 121 it/s) [13m18s:4m25s] 78% |███████████████████████ | (114497/146578, 121 it/s) [13m18s:4m25s] 78% |███████████████████████ | (114516/146578, 137 it/s) [13m19s:3m54s] 78% |███████████████████████ | (114535/146578, 137 it/s) [13m19s:3m54s] 78% |███████████████████████ | (114552/146578, 137 it/s) [13m19s:3m54s] 78% |███████████████████████ | (114564/146578, 137 it/s) [13m19s:3m54s] 78% |███████████████████████ | (114570/146578, 140 it/s) [13m19s:3m48s] 78% |███████████████████████ | (114585/146578, 140 it/s) [13m19s:3m48s] 78% |███████████████████████ | (114603/146578, 140 it/s) [13m19s:3m48s] 78% |███████████████████████ | (114621/146578, 140 it/s) [13m19s:3m48s] 78% |███████████████████████ | (114635/146578, 140 it/s) [13m19s:3m48s] 78% |████████████████████████ | (114647/146578, 132 it/s) [13m20s:4m1s] 78% |████████████████████████ | (114664/146578, 132 it/s) [13m20s:4m1s] 78% |████████████████████████ | (114683/146578, 132 it/s) [13m20s:4m1s] 78% |████████████████████████ | (114701/146578, 132 it/s) [13m20s:4m1s] 78% |████████████████████████ | (114708/146578, 132 it/s) [13m20s:4m1s] 78% |████████████████████████ | (114724/146578, 132 it/s) [13m20s:4m0s] 78% |███████████████████████ | (114725/146578, 136 it/s) [13m20s:3m54s] 78% |███████████████████████ | (114741/146578, 136 it/s) [13m20s:3m54s] 78% |███████████████████████ | (114760/146578, 136 it/s) [13m20s:3m54s] 78% |███████████████████████ | (114778/146578, 136 it/s) [13m20s:3m53s] 78% |███████████████████████ | (114781/146578, 136 it/s) [13m20s:3m53s] 78% |███████████████████████ | (114798/146578, 136 it/s) [13m21s:3m53s] 78% |███████████████████████ | (114816/146578, 143 it/s) [13m21s:3m41s] 78% |███████████████████████ | (114831/146578, 143 it/s) [13m21s:3m41s] 78% |███████████████████████ | (114844/146578, 143 it/s) [13m21s:3m41s] 78% |███████████████████████ | (114856/146578, 143 it/s) [13m21s:3m41s] 78% |███████████████████████ | (114867/146578, 143 it/s) [13m21s:3m41s] 78% |███████████████████████ | (114869/146578, 143 it/s) [13m21s:3m41s] 78% |███████████████████████ | (114875/146578, 144 it/s) [13m21s:3m40s] 78% |███████████████████████ | (114894/146578, 144 it/s) [13m21s:3m40s] 78% |███████████████████████ | (114914/146578, 144 it/s) [13m21s:3m39s] 78% |███████████████████████ | (114920/146578, 144 it/s) [13m21s:3m39s] 78% |███████████████████████ | (114930/146578, 144 it/s) [13m21s:3m39s] 78% |███████████████████████ | (114931/146578, 144 it/s) [13m22s:3m39s] 78% |███████████████████████ | (114936/146578, 140 it/s) [13m22s:3m46s] 78% |███████████████████████ | (114939/146578, 140 it/s) [13m22s:3m46s] 78% |███████████████████████ | (114958/146578, 140 it/s) [13m22s:3m46s] 78% |███████████████████████ | (114963/146578, 140 it/s) [13m22s:3m46s] 78% |███████████████████████ | (114976/146578, 140 it/s) [13m22s:3m46s] 78% |███████████████████████ | (114997/146578, 145 it/s) [13m22s:3m37s] 78% |███████████████████████ | (115017/146578, 145 it/s) [13m22s:3m37s] 78% |███████████████████████ | (115039/146578, 145 it/s) [13m22s:3m36s] 78% |███████████████████████ | (115058/146578, 145 it/s) [13m22s:3m36s] 78% |███████████████████████ | (115080/146578, 145 it/s) [13m23s:3m36s] 78% |███████████████████████ | (115098/146578, 145 it/s) [13m23s:3m36s] 78% |███████████████████████ | (115117/146578, 163 it/s) [13m23s:3m12s] 78% |███████████████████████ | (115134/146578, 163 it/s) [13m23s:3m12s] 78% |███████████████████████ | (115152/146578, 163 it/s) [13m23s:3m12s] 78% |███████████████████████ | (115169/146578, 163 it/s) [13m23s:3m12s] 78% |███████████████████████ | (115188/146578, 163 it/s) [13m23s:3m11s] 78% |███████████████████████ | (115206/146578, 163 it/s) [13m23s:3m11s] 78% |███████████████████████ | (115225/146578, 160 it/s) [13m23s:3m15s] 78% |███████████████████████ | (115242/146578, 160 it/s) [13m23s:3m15s] 78% |███████████████████████ | (115255/146578, 160 it/s) [13m23s:3m15s] 78% |███████████████████████ | (115256/146578, 160 it/s) [13m24s:3m15s] 78% |███████████████████████ | (115270/146578, 160 it/s) [13m24s:3m15s] 78% |███████████████████████ | (115288/146578, 150 it/s) [13m24s:3m28s] 78% |███████████████████████ | (115309/146578, 150 it/s) [13m24s:3m28s] 78% |███████████████████████ | (115324/146578, 150 it/s) [13m24s:3m28s] 78% |███████████████████████ | (115333/146578, 150 it/s) [13m24s:3m28s] 78% |███████████████████████ | (115345/146578, 150 it/s) [13m24s:3m27s] 78% |███████████████████████ | (115362/146578, 155 it/s) [13m24s:3m20s] 78% |███████████████████████ | (115378/146578, 155 it/s) [13m24s:3m20s] 78% |███████████████████████ | (115397/146578, 155 it/s) [13m24s:3m20s] 78% |███████████████████████ | (115410/146578, 155 it/s) [13m24s:3m20s] 78% |███████████████████████ | (115415/146578, 155 it/s) [13m24s:3m20s] 78% |███████████████████████ | (115426/146578, 155 it/s) [13m25s:3m20s] 78% |███████████████████████ | (115446/146578, 155 it/s) [13m25s:3m20s] 78% |███████████████████████ | (115462/146578, 159 it/s) [13m25s:3m16s] 78% |███████████████████████ | (115483/146578, 159 it/s) [13m25s:3m16s] 78% |███████████████████████ | (115501/146578, 159 it/s) [13m25s:3m15s] 78% |███████████████████████ | (115515/146578, 159 it/s) [13m25s:3m15s] 78% |███████████████████████ | (115532/146578, 159 it/s) [13m25s:3m15s] 78% |███████████████████████ | (115545/146578, 159 it/s) [13m25s:3m15s] 78% |███████████████████████ | (115563/146578, 159 it/s) [13m25s:3m15s] 78% |████████████████████████ | (115579/146578, 167 it/s) [13m25s:3m5s] 78% |████████████████████████ | (115591/146578, 167 it/s) [13m25s:3m5s] 78% |████████████████████████ | (115602/146578, 167 it/s) [13m25s:3m5s] 78% |████████████████████████ | (115606/146578, 167 it/s) [13m26s:3m5s] 78% |████████████████████████ | (115622/146578, 167 it/s) [13m26s:3m4s] 78% |███████████████████████ | (115637/146578, 162 it/s) [13m26s:3m10s] 78% |███████████████████████ | (115653/146578, 162 it/s) [13m26s:3m10s] 78% |███████████████████████ | (115672/146578, 162 it/s) [13m26s:3m10s] 78% |███████████████████████ | (115687/146578, 162 it/s) [13m26s:3m10s] 78% |███████████████████████ | (115698/146578, 162 it/s) [13m26s:3m10s] 78% |███████████████████████ | (115699/146578, 162 it/s) [13m26s:3m10s] 78% |████████████████████████ | (115705/146578, 163 it/s) [13m26s:3m8s] 78% |████████████████████████ | (115723/146578, 163 it/s) [13m26s:3m8s] 78% |████████████████████████ | (115741/146578, 163 it/s) [13m26s:3m8s] 78% |████████████████████████ | (115746/146578, 163 it/s) [13m26s:3m8s] 78% |████████████████████████ | (115753/146578, 163 it/s) [13m27s:3m8s] 78% |████████████████████████ | (115758/146578, 163 it/s) [13m27s:3m8s] 78% |███████████████████████ | (115759/146578, 162 it/s) [13m27s:3m10s] 78% |███████████████████████ | (115777/146578, 162 it/s) [13m27s:3m10s] 78% |███████████████████████ | (115796/146578, 162 it/s) [13m27s:3m10s] 79% |███████████████████████ | (115814/146578, 162 it/s) [13m27s:3m10s] 79% |███████████████████████ | (115816/146578, 162 it/s) [13m27s:3m10s] 79% |████████████████████████ | (115817/146578, 162 it/s) [13m27s:3m9s] 79% |████████████████████████ | (115837/146578, 162 it/s) [13m27s:3m9s] 79% |████████████████████████ | (115856/146578, 162 it/s) [13m27s:3m9s] 79% |████████████████████████ | (115871/146578, 162 it/s) [13m28s:3m9s] 79% |████████████████████████ | (115879/146578, 162 it/s) [13m28s:3m9s] 79% |████████████████████████ | (115890/146578, 162 it/s) [13m28s:3m8s] 79% |███████████████████████ | (115909/146578, 153 it/s) [13m28s:3m20s] 79% |███████████████████████ | (115928/146578, 153 it/s) [13m28s:3m20s] 79% |███████████████████████ | (115947/146578, 153 it/s) [13m28s:3m20s] 79% |███████████████████████ | (115965/146578, 153 it/s) [13m28s:3m20s] 79% |███████████████████████ | (115974/146578, 153 it/s) [13m28s:3m20s] 79% |███████████████████████ | (115980/146578, 148 it/s) [13m28s:3m26s] 79% |███████████████████████ | (115993/146578, 148 it/s) [13m28s:3m26s] 79% |███████████████████████ | (116010/146578, 148 it/s) [13m29s:3m26s] 79% |███████████████████████ | (116025/146578, 148 it/s) [13m29s:3m25s] 79% |███████████████████████ | (116028/146578, 148 it/s) [13m29s:3m25s] 79% |███████████████████████ | (116035/146578, 148 it/s) [13m29s:3m25s] 79% |███████████████████████ | (116042/146578, 148 it/s) [13m29s:3m26s] 79% |███████████████████████ | (116056/146578, 148 it/s) [13m29s:3m26s] 79% |███████████████████████ | (116068/146578, 148 it/s) [13m29s:3m26s] 79% |███████████████████████ | (116070/146578, 148 it/s) [13m29s:3m26s] 79% |███████████████████████ | (116078/146578, 148 it/s) [13m29s:3m26s] 79% |███████████████████████ | (116086/146578, 140 it/s) [13m29s:3m37s] 79% |███████████████████████ | (116094/146578, 140 it/s) [13m30s:3m37s] 79% |███████████████████████ | (116102/146578, 140 it/s) [13m30s:3m37s] 79% |███████████████████████ | (116110/146578, 140 it/s) [13m30s:3m37s] 79% |███████████████████████ | (116117/146578, 140 it/s) [13m30s:3m37s] 79% |███████████████████████ | (116126/146578, 128 it/s) [13m30s:3m57s] 79% |███████████████████████ | (116132/146578, 128 it/s) [13m30s:3m57s] 79% |███████████████████████ | (116148/146578, 128 it/s) [13m30s:3m57s] 79% |███████████████████████ | (116163/146578, 128 it/s) [13m30s:3m57s] 79% |███████████████████████ | (116179/146578, 128 it/s) [13m30s:3m57s] 79% |███████████████████████ | (116189/146578, 128 it/s) [13m30s:3m57s] 79% |███████████████████████ | (116207/146578, 128 it/s) [13m30s:3m56s] 79% |███████████████████████ | (116217/146578, 121 it/s) [13m30s:4m10s] 79% |███████████████████████ | (116223/146578, 121 it/s) [13m31s:4m10s] 79% |███████████████████████ | (116240/146578, 121 it/s) [13m31s:4m10s] 79% |███████████████████████ | (116258/146578, 121 it/s) [13m31s:4m10s] 79% |████████████████████████ | (116274/146578, 121 it/s) [13m31s:4m9s] 79% |████████████████████████ | (116289/146578, 123 it/s) [13m31s:4m5s] 79% |████████████████████████ | (116304/146578, 123 it/s) [13m31s:4m5s] 79% |████████████████████████ | (116320/146578, 123 it/s) [13m31s:4m5s] 79% |████████████████████████ | (116337/146578, 123 it/s) [13m31s:4m5s] 79% |████████████████████████ | (116338/146578, 123 it/s) [13m31s:4m5s] 79% |████████████████████████ | (116350/146578, 123 it/s) [13m31s:4m5s] 79% |████████████████████████ | (116356/146578, 123 it/s) [13m31s:4m5s] 79% |████████████████████████ | (116372/146578, 125 it/s) [13m32s:4m2s] 79% |████████████████████████ | (116388/146578, 125 it/s) [13m32s:4m2s] 79% |████████████████████████ | (116403/146578, 125 it/s) [13m32s:4m2s] 79% |████████████████████████ | (116420/146578, 125 it/s) [13m32s:4m1s] 79% |████████████████████████ | (116437/146578, 125 it/s) [13m32s:4m1s] 79% |████████████████████████ | (116454/146578, 125 it/s) [13m32s:4m1s] 79% |████████████████████████ | (116468/146578, 125 it/s) [13m32s:4m1s] 79% |███████████████████████ | (116472/146578, 136 it/s) [13m32s:3m40s] 79% |███████████████████████ | (116474/146578, 136 it/s) [13m32s:3m40s] 79% |███████████████████████ | (116487/146578, 136 it/s) [13m32s:3m40s] 79% |███████████████████████ | (116490/146578, 129 it/s) [13m33s:3m52s] 79% |███████████████████████ | (116495/146578, 129 it/s) [13m33s:3m52s] 79% |███████████████████████ | (116511/146578, 129 it/s) [13m33s:3m52s] 79% |███████████████████████ | (116529/146578, 129 it/s) [13m33s:3m52s] 79% |███████████████████████ | (116544/146578, 129 it/s) [13m33s:3m52s] 79% |███████████████████████ | (116559/146578, 129 it/s) [13m33s:3m53s] 79% |███████████████████████ | (116575/146578, 129 it/s) [13m33s:3m53s] 79% |███████████████████████ | (116583/146578, 129 it/s) [13m33s:3m53s] 79% |███████████████████████ | (116599/146578, 129 it/s) [13m33s:3m53s] 79% |████████████████████████ | (116615/146578, 122 it/s) [13m34s:4m5s] 79% |████████████████████████ | (116631/146578, 122 it/s) [13m34s:4m5s] 79% |████████████████████████ | (116646/146578, 122 it/s) [13m34s:4m5s] 79% |████████████████████████ | (116658/146578, 122 it/s) [13m34s:4m5s] 79% |████████████████████████ | (116675/146578, 122 it/s) [13m34s:4m5s] 79% |████████████████████████ | (116688/146578, 122 it/s) [13m34s:4m5s] 79% |███████████████████████ | (116695/146578, 125 it/s) [13m34s:3m59s] 79% |███████████████████████ | (116710/146578, 125 it/s) [13m34s:3m59s] 79% |███████████████████████ | (116727/146578, 125 it/s) [13m34s:3m59s] 79% |███████████████████████ | (116743/146578, 125 it/s) [13m34s:3m59s] 79% |███████████████████████ | (116761/146578, 125 it/s) [13m34s:3m59s] 79% |███████████████████████ | (116776/146578, 131 it/s) [13m35s:3m47s] 79% |███████████████████████ | (116783/146578, 131 it/s) [13m35s:3m47s] 79% |███████████████████████ | (116796/146578, 131 it/s) [13m35s:3m47s] 79% |███████████████████████ | (116808/146578, 131 it/s) [13m35s:3m47s] 79% |███████████████████████ | (116809/146578, 131 it/s) [13m35s:3m47s] 79% |███████████████████████ | (116818/146578, 131 it/s) [13m35s:3m47s] 79% |███████████████████████ | (116820/146578, 131 it/s) [13m35s:3m46s] 79% |███████████████████████ | (116836/146578, 131 it/s) [13m35s:3m46s] 79% |███████████████████████ | (116853/146578, 131 it/s) [13m35s:3m46s] 79% |███████████████████████ | (116869/146578, 131 it/s) [13m35s:3m46s] 79% |███████████████████████ | (116885/146578, 131 it/s) [13m35s:3m46s] 79% |███████████████████████ | (116900/146578, 131 it/s) [13m36s:3m46s] 79% |███████████████████████ | (116904/146578, 131 it/s) [13m36s:3m46s] 79% |███████████████████████ | (116919/146578, 132 it/s) [13m36s:3m43s] 79% |███████████████████████ | (116926/146578, 132 it/s) [13m36s:3m43s] 79% |███████████████████████ | (116928/146578, 132 it/s) [13m36s:3m43s] 79% |███████████████████████ | (116935/146578, 132 it/s) [13m36s:3m43s] 79% |███████████████████████ | (116942/146578, 132 it/s) [13m36s:3m43s] 79% |███████████████████████ | (116959/146578, 132 it/s) [13m36s:3m43s] 79% |███████████████████████ | (116973/146578, 130 it/s) [13m36s:3m48s] 79% |███████████████████████ | (116984/146578, 130 it/s) [13m36s:3m48s] 79% |███████████████████████ | (116987/146578, 130 it/s) [13m36s:3m48s] 79% |███████████████████████ | (116994/146578, 130 it/s) [13m37s:3m48s] 79% |███████████████████████ | (117001/146578, 130 it/s) [13m37s:3m48s] 79% |████████████████████████ | (117007/146578, 122 it/s) [13m37s:4m1s] 79% |████████████████████████ | (117012/146578, 122 it/s) [13m37s:4m1s] 79% |████████████████████████ | (117013/146578, 122 it/s) [13m37s:4m1s] 79% |████████████████████████ | (117017/146578, 122 it/s) [13m37s:4m1s] 79% |███████████████████████ | (117023/146578, 104 it/s) [13m38s:4m44s] 79% |███████████████████████ | (117039/146578, 104 it/s) [13m38s:4m44s] 79% |███████████████████████ | (117054/146578, 104 it/s) [13m38s:4m44s] 79% |███████████████████████ | (117058/146578, 104 it/s) [13m38s:4m44s] 79% |███████████████████████ | (117060/146578, 104 it/s) [13m38s:4m44s] 79% |███████████████████████ | (117075/146578, 109 it/s) [13m38s:4m30s] 79% |███████████████████████ | (117088/146578, 109 it/s) [13m38s:4m30s] 79% |███████████████████████ | (117103/146578, 109 it/s) [13m38s:4m30s] 79% |███████████████████████ | (117117/146578, 109 it/s) [13m38s:4m30s] 79% |███████████████████████ | (117131/146578, 109 it/s) [13m38s:4m29s] 79% |███████████████████████ | (117142/146578, 109 it/s) [13m38s:4m29s] 79% |███████████████████████ | (117143/146578, 109 it/s) [13m39s:4m29s] 79% |███████████████████████ | (117157/146578, 111 it/s) [13m39s:4m23s] 79% |███████████████████████ | (117166/146578, 111 it/s) [13m39s:4m23s] 79% |███████████████████████ | (117174/146578, 111 it/s) [13m39s:4m23s] 79% |███████████████████████ | (117182/146578, 111 it/s) [13m39s:4m23s] 79% |███████████████████████ | (117191/146578, 111 it/s) [13m39s:4m23s] 79% |███████████████████████ | (117200/146578, 110 it/s) [13m39s:4m25s] 79% |███████████████████████ | (117208/146578, 110 it/s) [13m39s:4m25s] 79% |███████████████████████ | (117224/146578, 110 it/s) [13m39s:4m25s] 79% |███████████████████████ | (117240/146578, 110 it/s) [13m39s:4m25s] 79% |███████████████████████ | (117257/146578, 110 it/s) [13m39s:4m25s] 80% |████████████████████████ | (117273/146578, 110 it/s) [13m40s:4m25s] 80% |████████████████████████ | (117291/146578, 114 it/s) [13m40s:4m16s] 80% |████████████████████████ | (117308/146578, 114 it/s) [13m40s:4m16s] 80% |████████████████████████ | (117320/146578, 114 it/s) [13m40s:4m16s] 80% |████████████████████████ | (117338/146578, 114 it/s) [13m40s:4m16s] 80% |████████████████████████ | (117347/146578, 114 it/s) [13m40s:4m16s] 80% |████████████████████████ | (117364/146578, 114 it/s) [13m40s:4m16s] 80% |████████████████████████ | (117379/146578, 114 it/s) [13m40s:4m16s] 80% |████████████████████████ | (117396/146578, 119 it/s) [13m40s:4m5s] 80% |████████████████████████ | (117413/146578, 119 it/s) [13m40s:4m4s] 80% |████████████████████████ | (117431/146578, 119 it/s) [13m40s:4m4s] 80% |████████████████████████ | (117447/146578, 119 it/s) [13m40s:4m4s] 80% |████████████████████████ | (117462/146578, 119 it/s) [13m40s:4m4s] 80% |████████████████████████ | (117477/146578, 119 it/s) [13m40s:4m4s] 80% |████████████████████████ | (117493/146578, 119 it/s) [13m41s:4m4s] 80% |████████████████████████ | (117510/146578, 136 it/s) [13m41s:3m34s] 80% |████████████████████████ | (117527/146578, 136 it/s) [13m41s:3m34s] 80% |████████████████████████ | (117545/146578, 136 it/s) [13m41s:3m34s] 80% |████████████████████████ | (117551/146578, 136 it/s) [13m41s:3m34s] 80% |████████████████████████ | (117566/146578, 136 it/s) [13m41s:3m33s] 80% |████████████████████████ | (117583/146578, 136 it/s) [13m41s:3m33s] 80% |████████████████████████ | (117599/146578, 133 it/s) [13m41s:3m38s] 80% |████████████████████████ | (117615/146578, 133 it/s) [13m41s:3m38s] 80% |████████████████████████ | (117628/146578, 133 it/s) [13m41s:3m38s] 80% |████████████████████████ | (117629/146578, 133 it/s) [13m41s:3m38s] 80% |████████████████████████ | (117637/146578, 133 it/s) [13m42s:3m38s] 80% |████████████████████████ | (117652/146578, 135 it/s) [13m42s:3m34s] 80% |████████████████████████ | (117668/146578, 135 it/s) [13m42s:3m34s] 80% |████████████████████████ | (117674/146578, 135 it/s) [13m42s:3m34s] 80% |████████████████████████ | (117688/146578, 135 it/s) [13m42s:3m34s] 80% |████████████████████████ | (117693/146578, 135 it/s) [13m42s:3m33s] 80% |████████████████████████ | (117696/146578, 135 it/s) [13m42s:3m33s] 80% |████████████████████████ | (117701/146578, 135 it/s) [13m42s:3m33s] 80% |████████████████████████ | (117706/146578, 135 it/s) [13m43s:3m33s] 80% |████████████████████████ | (117707/146578, 135 it/s) [13m43s:3m33s] 80% |████████████████████████ | (117717/146578, 135 it/s) [13m43s:3m33s] 80% |████████████████████████ | (117724/146578, 135 it/s) [13m43s:3m33s] 80% |████████████████████████ | (117738/146578, 135 it/s) [13m43s:3m33s] 80% |████████████████████████ | (117755/146578, 135 it/s) [13m43s:3m33s] 80% |████████████████████████ | (117773/146578, 138 it/s) [13m43s:3m28s] 80% |████████████████████████ | (117790/146578, 138 it/s) [13m43s:3m27s] 80% |████████████████████████ | (117806/146578, 138 it/s) [13m43s:3m27s] 80% |████████████████████████ | (117817/146578, 138 it/s) [13m44s:3m27s] 80% |████████████████████████ | (117825/146578, 138 it/s) [13m44s:3m27s] 80% |████████████████████████ | (117832/146578, 134 it/s) [13m44s:3m33s] 80% |████████████████████████ | (117849/146578, 134 it/s) [13m44s:3m33s] 80% |████████████████████████ | (117866/146578, 134 it/s) [13m44s:3m33s] 80% |████████████████████████ | (117874/146578, 134 it/s) [13m44s:3m33s] 80% |████████████████████████ | (117888/146578, 134 it/s) [13m44s:3m33s] 80% |████████████████████████ | (117892/146578, 134 it/s) [13m45s:3m34s] 80% |████████████████████████ | (117908/146578, 134 it/s) [13m45s:3m34s] 80% |████████████████████████ | (117927/146578, 134 it/s) [13m45s:3m33s] 80% |████████████████████████ | (117941/146578, 134 it/s) [13m45s:3m33s] 80% |████████████████████████ | (117959/146578, 134 it/s) [13m45s:3m33s] 80% |████████████████████████ | (117969/146578, 134 it/s) [13m45s:3m33s] 80% |████████████████████████ | (117981/146578, 132 it/s) [13m45s:3m37s] 80% |████████████████████████ | (117982/146578, 132 it/s) [13m45s:3m37s] 80% |████████████████████████ | (117999/146578, 132 it/s) [13m45s:3m37s] 80% |████████████████████████ | (118015/146578, 132 it/s) [13m45s:3m36s] 80% |████████████████████████ | (118034/146578, 132 it/s) [13m45s:3m36s] 80% |████████████████████████ | (118052/146578, 127 it/s) [13m46s:3m44s] 80% |████████████████████████ | (118063/146578, 127 it/s) [13m46s:3m44s] 80% |████████████████████████ | (118073/146578, 127 it/s) [13m46s:3m44s] 80% |████████████████████████ | (118074/146578, 127 it/s) [13m46s:3m44s] 80% |████████████████████████ | (118092/146578, 127 it/s) [13m46s:3m44s] 80% |████████████████████████ | (118106/146578, 127 it/s) [13m46s:3m44s] 80% |████████████████████████ | (118121/146578, 116 it/s) [13m46s:4m4s] 80% |████████████████████████ | (118133/146578, 116 it/s) [13m46s:4m4s] 80% |████████████████████████ | (118145/146578, 116 it/s) [13m46s:4m4s] 80% |████████████████████████ | (118151/146578, 116 it/s) [13m46s:4m4s] 80% |████████████████████████ | (118164/146578, 116 it/s) [13m47s:4m3s] 80% |████████████████████████ | (118179/146578, 112 it/s) [13m47s:4m14s] 80% |████████████████████████ | (118186/146578, 112 it/s) [13m47s:4m14s] 80% |████████████████████████ | (118197/146578, 112 it/s) [13m47s:4m14s] 80% |████████████████████████ | (118201/146578, 112 it/s) [13m47s:4m14s] 80% |████████████████████████ | (118204/146578, 105 it/s) [13m47s:4m31s] 80% |████████████████████████ | (118209/146578, 105 it/s) [13m47s:4m31s] 80% |████████████████████████ | (118211/146578, 105 it/s) [13m47s:4m31s] 80% |████████████████████████ | (118215/146578, 105 it/s) [13m47s:4m31s] 80% |████████████████████████ | (118231/146578, 105 it/s) [13m48s:4m31s] 80% |████████████████████████ | (118247/146578, 102 it/s) [13m48s:4m37s] 80% |████████████████████████ | (118263/146578, 102 it/s) [13m48s:4m37s] 80% |████████████████████████ | (118281/146578, 102 it/s) [13m48s:4m37s] 80% |████████████████████████ | (118298/146578, 102 it/s) [13m48s:4m37s] 80% |████████████████████████ | (118317/146578, 102 it/s) [13m48s:4m37s] 80% |████████████████████████ | (118333/146578, 102 it/s) [13m48s:4m36s] 80% |████████████████████████ | (118350/146578, 120 it/s) [13m48s:3m55s] 80% |████████████████████████ | (118364/146578, 120 it/s) [13m48s:3m55s] 80% |████████████████████████ | (118381/146578, 120 it/s) [13m49s:3m55s] 80% |████████████████████████ | (118395/146578, 120 it/s) [13m49s:3m54s] 80% |████████████████████████ | (118411/146578, 120 it/s) [13m49s:3m54s] 80% |████████████████████████ | (118425/146578, 120 it/s) [13m49s:3m54s] 80% |████████████████████████ | (118441/146578, 126 it/s) [13m49s:3m42s] 80% |████████████████████████ | (118455/146578, 126 it/s) [13m49s:3m42s] 80% |████████████████████████ | (118462/146578, 126 it/s) [13m49s:3m42s] 80% |████████████████████████ | (118467/146578, 126 it/s) [13m49s:3m42s] 80% |████████████████████████ | (118483/146578, 126 it/s) [13m49s:3m42s] 80% |████████████████████████ | (118498/146578, 125 it/s) [13m49s:3m44s] 80% |████████████████████████ | (118514/146578, 125 it/s) [13m49s:3m44s] 80% |████████████████████████ | (118532/146578, 125 it/s) [13m50s:3m44s] 80% |████████████████████████ | (118541/146578, 125 it/s) [13m50s:3m44s] 80% |████████████████████████ | (118547/146578, 125 it/s) [13m50s:3m44s] 80% |████████████████████████ | (118548/146578, 125 it/s) [13m50s:3m44s] 80% |████████████████████████ | (118564/146578, 125 it/s) [13m50s:3m43s] 80% |████████████████████████ | (118572/146578, 130 it/s) [13m50s:3m35s] 80% |████████████████████████ | (118590/146578, 130 it/s) [13m50s:3m35s] 80% |████████████████████████ | (118605/146578, 130 it/s) [13m50s:3m35s] 80% |████████████████████████ | (118618/146578, 130 it/s) [13m50s:3m34s] 80% |████████████████████████ | (118619/146578, 130 it/s) [13m50s:3m34s] 80% |████████████████████████ | (118639/146578, 129 it/s) [13m50s:3m37s] 80% |████████████████████████ | (118658/146578, 129 it/s) [13m50s:3m37s] 80% |████████████████████████ | (118678/146578, 129 it/s) [13m51s:3m37s] 80% |████████████████████████ | (118694/146578, 129 it/s) [13m51s:3m36s] 80% |████████████████████████ | (118713/146578, 129 it/s) [13m51s:3m36s] 81% |████████████████████████ | (118733/146578, 129 it/s) [13m51s:3m36s] 81% |████████████████████████ | (118748/146578, 129 it/s) [13m51s:3m36s] 81% |████████████████████████ | (118766/146578, 138 it/s) [13m51s:3m20s] 81% |████████████████████████ | (118775/146578, 138 it/s) [13m51s:3m20s] 81% |████████████████████████ | (118793/146578, 138 it/s) [13m51s:3m20s] 81% |████████████████████████ | (118806/146578, 138 it/s) [13m51s:3m20s] 81% |████████████████████████ | (118824/146578, 138 it/s) [13m51s:3m20s] 81% |████████████████████████ | (118844/146578, 138 it/s) [13m51s:3m20s] 81% |████████████████████████ | (118860/146578, 138 it/s) [13m51s:3m20s] 81% |████████████████████████ | (118861/146578, 140 it/s) [13m52s:3m17s] 81% |████████████████████████ | (118882/146578, 140 it/s) [13m52s:3m17s] 81% |████████████████████████ | (118896/146578, 140 it/s) [13m52s:3m17s] 81% |████████████████████████ | (118914/146578, 140 it/s) [13m52s:3m17s] 81% |████████████████████████ | (118931/146578, 140 it/s) [13m52s:3m17s] 81% |████████████████████████ | (118948/146578, 140 it/s) [13m52s:3m17s] 81% |████████████████████████ | (118960/146578, 140 it/s) [13m52s:3m17s] 81% |█████████████████████████ | (118961/146578, 147 it/s) [13m52s:3m8s] 81% |█████████████████████████ | (118962/146578, 147 it/s) [13m52s:3m8s] 81% |█████████████████████████ | (118978/146578, 147 it/s) [13m52s:3m8s] 81% |█████████████████████████ | (118993/146578, 147 it/s) [13m52s:3m8s] 81% |█████████████████████████ | (119008/146578, 147 it/s) [13m52s:3m8s] 81% |█████████████████████████ | (119022/146578, 147 it/s) [13m52s:3m8s] 81% |█████████████████████████ | (119033/146578, 147 it/s) [13m53s:3m7s] 81% |████████████████████████ | (119049/146578, 158 it/s) [13m53s:2m54s] 81% |████████████████████████ | (119062/146578, 158 it/s) [13m53s:2m54s] 81% |████████████████████████ | (119075/146578, 158 it/s) [13m53s:2m54s] 81% |████████████████████████ | (119091/146578, 159 it/s) [13m53s:2m52s] 81% |████████████████████████ | (119092/146578, 159 it/s) [13m53s:2m52s] 81% |████████████████████████ | (119111/146578, 159 it/s) [13m53s:2m52s] 81% |████████████████████████ | (119130/146578, 159 it/s) [13m53s:2m52s] 81% |████████████████████████ | (119152/146578, 159 it/s) [13m54s:2m52s] 81% |████████████████████████ | (119173/146578, 157 it/s) [13m54s:2m54s] 81% |████████████████████████ | (119187/146578, 157 it/s) [13m54s:2m54s] 81% |████████████████████████ | (119207/146578, 157 it/s) [13m54s:2m54s] 81% |████████████████████████ | (119210/146578, 157 it/s) [13m54s:2m54s] 81% |████████████████████████ | (119228/146578, 157 it/s) [13m54s:2m53s] 81% |████████████████████████ | (119245/146578, 157 it/s) [13m54s:2m53s] 81% |████████████████████████ | (119259/146578, 156 it/s) [13m54s:2m55s] 81% |████████████████████████ | (119267/146578, 156 it/s) [13m54s:2m55s] 81% |████████████████████████ | (119278/146578, 156 it/s) [13m54s:2m55s] 81% |████████████████████████ | (119294/146578, 156 it/s) [13m55s:2m54s] 81% |████████████████████████ | (119307/146578, 156 it/s) [13m55s:2m54s] 81% |████████████████████████ | (119316/146578, 155 it/s) [13m55s:2m56s] 81% |████████████████████████ | (119332/146578, 155 it/s) [13m55s:2m55s] 81% |████████████████████████ | (119333/146578, 155 it/s) [13m55s:2m55s] 81% |████████████████████████ | (119353/146578, 155 it/s) [13m55s:2m55s] 81% |████████████████████████ | (119369/146578, 155 it/s) [13m55s:2m55s] 81% |████████████████████████ | (119386/146578, 155 it/s) [13m55s:2m55s] 81% |████████████████████████ | (119404/146578, 157 it/s) [13m55s:2m52s] 81% |████████████████████████ | (119418/146578, 157 it/s) [13m55s:2m52s] 81% |████████████████████████ | (119439/146578, 157 it/s) [13m55s:2m52s] 81% |████████████████████████ | (119443/146578, 157 it/s) [13m56s:2m52s] 81% |████████████████████████ | (119456/146578, 157 it/s) [13m56s:2m52s] 81% |████████████████████████ | (119469/146578, 157 it/s) [13m56s:2m52s] 81% |████████████████████████ | (119473/146578, 157 it/s) [13m56s:2m52s] 81% |████████████████████████ | (119474/146578, 157 it/s) [13m56s:2m52s] 81% |████████████████████████ | (119490/146578, 157 it/s) [13m56s:2m52s] 81% |████████████████████████ | (119504/146578, 157 it/s) [13m56s:2m52s] 81% |████████████████████████ | (119518/146578, 157 it/s) [13m56s:2m52s] 81% |█████████████████████████ | (119532/146578, 144 it/s) [13m56s:3m7s] 81% |█████████████████████████ | (119548/146578, 144 it/s) [13m56s:3m7s] 81% |█████████████████████████ | (119551/146578, 144 it/s) [13m56s:3m7s] 81% |█████████████████████████ | (119564/146578, 144 it/s) [13m57s:3m7s] 81% |████████████████████████ | (119567/146578, 136 it/s) [13m57s:3m17s] 81% |████████████████████████ | (119568/146578, 136 it/s) [13m57s:3m17s] 81% |████████████████████████ | (119572/146578, 136 it/s) [13m57s:3m17s] 81% |████████████████████████ | (119574/146578, 136 it/s) [13m57s:3m17s] 81% |████████████████████████ | (119578/146578, 136 it/s) [13m57s:3m17s] 81% |████████████████████████ | (119594/146578, 124 it/s) [13m57s:3m36s] 81% |████████████████████████ | (119596/146578, 124 it/s) [13m57s:3m36s] 81% |████████████████████████ | (119599/146578, 124 it/s) [13m57s:3m36s] 81% |████████████████████████ | (119613/146578, 124 it/s) [13m58s:3m36s] 81% |████████████████████████ | (119628/146578, 124 it/s) [13m58s:3m36s] 81% |████████████████████████ | (119631/146578, 113 it/s) [13m58s:3m59s] 81% |████████████████████████ | (119646/146578, 113 it/s) [13m58s:3m59s] 81% |████████████████████████ | (119663/146578, 113 it/s) [13m58s:3m59s] 81% |████████████████████████ | (119682/146578, 113 it/s) [13m58s:3m59s] 81% |████████████████████████ | (119698/146578, 113 it/s) [13m58s:3m58s] 81% |████████████████████████ | (119716/146578, 113 it/s) [13m58s:3m58s] 81% |████████████████████████ | (119731/146578, 113 it/s) [13m58s:3m58s] 81% |████████████████████████ | (119749/146578, 113 it/s) [13m58s:3m58s] 81% |████████████████████████ | (119767/146578, 131 it/s) [13m59s:3m25s] 81% |████████████████████████ | (119785/146578, 131 it/s) [13m59s:3m24s] 81% |████████████████████████ | (119796/146578, 131 it/s) [13m59s:3m24s] 81% |████████████████████████ | (119810/146578, 131 it/s) [13m59s:3m24s] 81% |████████████████████████ | (119828/146578, 131 it/s) [13m59s:3m24s] 81% |████████████████████████ | (119839/146578, 131 it/s) [13m59s:3m24s] 81% |████████████████████████ | (119841/146578, 126 it/s) [13m59s:3m32s] 81% |████████████████████████ | (119843/146578, 126 it/s) [13m59s:3m32s] 81% |████████████████████████ | (119861/146578, 126 it/s) [13m59s:3m32s] 81% |████████████████████████ | (119879/146578, 126 it/s) [13m59s:3m32s] 81% |█████████████████████████ | (119885/146578, 126 it/s) [14m0s:3m31s] 81% |█████████████████████████ | (119886/146578, 117 it/s) [14m0s:3m47s] 81% |█████████████████████████ | (119905/146578, 117 it/s) [14m0s:3m47s] 81% |█████████████████████████ | (119918/146578, 117 it/s) [14m0s:3m47s] 81% |█████████████████████████ | (119935/146578, 117 it/s) [14m0s:3m47s] 81% |█████████████████████████ | (119954/146578, 117 it/s) [14m0s:3m46s] 81% |█████████████████████████ | (119974/146578, 117 it/s) [14m0s:3m46s] 81% |█████████████████████████ | (119993/146578, 117 it/s) [14m0s:3m46s] 81% |█████████████████████████ | (120010/146578, 117 it/s) [14m0s:3m46s] 81% |█████████████████████████ | (120012/146578, 126 it/s) [14m0s:3m31s] 81% |█████████████████████████ | (120029/146578, 126 it/s) [14m0s:3m30s] 81% |█████████████████████████ | (120045/146578, 126 it/s) [14m0s:3m30s] 81% |█████████████████████████ | (120062/146578, 126 it/s) [14m1s:3m30s] 81% |█████████████████████████ | (120078/146578, 126 it/s) [14m1s:3m30s] 81% |█████████████████████████ | (120092/146578, 126 it/s) [14m1s:3m30s] 81% |█████████████████████████ | (120097/146578, 126 it/s) [14m1s:3m29s] 81% |█████████████████████████ | (120114/146578, 126 it/s) [14m1s:3m29s] 81% |█████████████████████████ | (120130/146578, 126 it/s) [14m1s:3m29s] 81% |█████████████████████████ | (120147/146578, 126 it/s) [14m1s:3m28s] 81% |█████████████████████████ | (120164/146578, 126 it/s) [14m1s:3m28s] 81% |█████████████████████████ | (120183/146578, 126 it/s) [14m1s:3m28s] 82% |█████████████████████████ | (120198/146578, 126 it/s) [14m1s:3m28s] 82% |█████████████████████████ | (120215/146578, 126 it/s) [14m1s:3m28s] 82% |█████████████████████████ | (120233/146578, 137 it/s) [14m1s:3m12s] 82% |█████████████████████████ | (120245/146578, 137 it/s) [14m2s:3m12s] 82% |█████████████████████████ | (120248/146578, 137 it/s) [14m2s:3m12s] 82% |█████████████████████████ | (120266/146578, 132 it/s) [14m2s:3m19s] 82% |█████████████████████████ | (120283/146578, 132 it/s) [14m2s:3m19s] 82% |█████████████████████████ | (120289/146578, 132 it/s) [14m2s:3m19s] 82% |█████████████████████████ | (120300/146578, 132 it/s) [14m2s:3m19s] 82% |█████████████████████████ | (120305/146578, 133 it/s) [14m2s:3m16s] 82% |█████████████████████████ | (120308/146578, 133 it/s) [14m2s:3m16s] 82% |█████████████████████████ | (120313/146578, 133 it/s) [14m3s:3m16s] 82% |█████████████████████████ | (120331/146578, 133 it/s) [14m3s:3m16s] 82% |█████████████████████████ | (120346/146578, 133 it/s) [14m3s:3m16s] 82% |█████████████████████████ | (120365/146578, 133 it/s) [14m3s:3m16s] 82% |██████████████████████████ | (120381/146578, 143 it/s) [14m3s:3m3s] 82% |██████████████████████████ | (120383/146578, 143 it/s) [14m3s:3m3s] 82% |██████████████████████████ | (120401/146578, 141 it/s) [14m3s:3m5s] 82% |██████████████████████████ | (120415/146578, 141 it/s) [14m3s:3m5s] 82% |██████████████████████████ | (120434/146578, 141 it/s) [14m4s:3m5s] 82% |██████████████████████████ | (120452/146578, 141 it/s) [14m4s:3m5s] 82% |██████████████████████████ | (120463/146578, 141 it/s) [14m4s:3m5s] 82% |█████████████████████████ | (120472/146578, 132 it/s) [14m4s:3m18s] 82% |█████████████████████████ | (120491/146578, 132 it/s) [14m4s:3m17s] 82% |█████████████████████████ | (120510/146578, 132 it/s) [14m4s:3m17s] 82% |█████████████████████████ | (120529/146578, 132 it/s) [14m4s:3m17s] 82% |█████████████████████████ | (120549/146578, 132 it/s) [14m4s:3m17s] 82% |█████████████████████████ | (120560/146578, 132 it/s) [14m4s:3m17s] 82% |█████████████████████████ | (120568/146578, 132 it/s) [14m4s:3m17s] 82% |██████████████████████████ | (120585/146578, 138 it/s) [14m4s:3m8s] 82% |██████████████████████████ | (120604/146578, 138 it/s) [14m5s:3m7s] 82% |██████████████████████████ | (120624/146578, 138 it/s) [14m5s:3m7s] 82% |██████████████████████████ | (120639/146578, 138 it/s) [14m5s:3m7s] 82% |██████████████████████████ | (120651/146578, 138 it/s) [14m5s:3m7s] 82% |█████████████████████████ | (120670/146578, 146 it/s) [14m5s:2m57s] 82% |█████████████████████████ | (120690/146578, 146 it/s) [14m5s:2m57s] 82% |█████████████████████████ | (120707/146578, 146 it/s) [14m5s:2m56s] 82% |█████████████████████████ | (120725/146578, 146 it/s) [14m5s:2m56s] 82% |█████████████████████████ | (120744/146578, 146 it/s) [14m5s:2m56s] 82% |█████████████████████████ | (120760/146578, 146 it/s) [14m5s:2m56s] 82% |█████████████████████████ | (120773/146578, 146 it/s) [14m5s:2m56s] 82% |█████████████████████████ | (120787/146578, 153 it/s) [14m5s:2m48s] 82% |█████████████████████████ | (120800/146578, 153 it/s) [14m5s:2m48s] 82% |█████████████████████████ | (120804/146578, 153 it/s) [14m6s:2m48s] 82% |█████████████████████████ | (120821/146578, 153 it/s) [14m6s:2m48s] 82% |█████████████████████████ | (120839/146578, 153 it/s) [14m6s:2m48s] 82% |█████████████████████████ | (120857/146578, 150 it/s) [14m6s:2m51s] 82% |█████████████████████████ | (120875/146578, 150 it/s) [14m6s:2m51s] 82% |█████████████████████████ | (120890/146578, 150 it/s) [14m6s:2m51s] 82% |█████████████████████████ | (120891/146578, 150 it/s) [14m6s:2m51s] 82% |█████████████████████████ | (120904/146578, 150 it/s) [14m6s:2m51s] 82% |██████████████████████████ | (120908/146578, 136 it/s) [14m6s:3m8s] 82% |██████████████████████████ | (120914/146578, 136 it/s) [14m7s:3m8s] 82% |██████████████████████████ | (120919/146578, 136 it/s) [14m7s:3m8s] 82% |██████████████████████████ | (120923/146578, 136 it/s) [14m7s:3m8s] 82% |██████████████████████████ | (120927/146578, 136 it/s) [14m7s:3m8s] 82% |█████████████████████████ | (120932/146578, 132 it/s) [14m7s:3m14s] 82% |█████████████████████████ | (120936/146578, 132 it/s) [14m7s:3m14s] 82% |█████████████████████████ | (120942/146578, 132 it/s) [14m7s:3m14s] 82% |█████████████████████████ | (120946/146578, 132 it/s) [14m7s:3m14s] 82% |█████████████████████████ | (120957/146578, 127 it/s) [14m8s:3m21s] 82% |█████████████████████████ | (120973/146578, 127 it/s) [14m8s:3m21s] 82% |█████████████████████████ | (120990/146578, 127 it/s) [14m8s:3m21s] 82% |█████████████████████████ | (121006/146578, 127 it/s) [14m8s:3m20s] 82% |█████████████████████████ | (121022/146578, 127 it/s) [14m8s:3m20s] 82% |█████████████████████████ | (121036/146578, 127 it/s) [14m8s:3m20s] 82% |█████████████████████████ | (121039/146578, 129 it/s) [14m8s:3m17s] 82% |█████████████████████████ | (121040/146578, 129 it/s) [14m8s:3m17s] 82% |█████████████████████████ | (121056/146578, 129 it/s) [14m8s:3m17s] 82% |█████████████████████████ | (121073/146578, 129 it/s) [14m8s:3m17s] 82% |█████████████████████████ | (121089/146578, 129 it/s) [14m9s:3m17s] 82% |█████████████████████████ | (121107/146578, 129 it/s) [14m9s:3m17s] 82% |██████████████████████████ | (121118/146578, 141 it/s) [14m9s:3m0s] 82% |██████████████████████████ | (121127/146578, 141 it/s) [14m9s:3m0s] 82% |██████████████████████████ | (121141/146578, 141 it/s) [14m9s:3m0s] 82% |█████████████████████████ | (121157/146578, 141 it/s) [14m9s:2m59s] 82% |█████████████████████████ | (121173/146578, 141 it/s) [14m9s:2m59s] 82% |█████████████████████████ | (121188/146578, 141 it/s) [14m9s:2m59s] 82% |██████████████████████████ | (121198/146578, 140 it/s) [14m9s:3m1s] 82% |██████████████████████████ | (121205/146578, 140 it/s) [14m9s:3m1s] 82% |██████████████████████████ | (121206/146578, 140 it/s) [14m9s:3m1s] 82% |██████████████████████████ | (121222/146578, 140 it/s) [14m9s:3m1s] 82% |█████████████████████████ | (121238/146578, 140 it/s) [14m10s:3m1s] 82% |█████████████████████████ | (121253/146578, 140 it/s) [14m10s:3m1s] 82% |█████████████████████████ | (121268/146578, 135 it/s) [14m10s:3m7s] 82% |█████████████████████████ | (121278/146578, 135 it/s) [14m10s:3m7s] 82% |█████████████████████████ | (121285/146578, 135 it/s) [14m10s:3m7s] 82% |█████████████████████████ | (121300/146578, 135 it/s) [14m10s:3m7s] 82% |█████████████████████████ | (121315/146578, 135 it/s) [14m10s:3m7s] 82% |█████████████████████████ | (121330/146578, 135 it/s) [14m10s:3m7s] 82% |█████████████████████████ | (121347/146578, 133 it/s) [14m10s:3m9s] 82% |█████████████████████████ | (121357/146578, 133 it/s) [14m10s:3m9s] 82% |█████████████████████████ | (121362/146578, 133 it/s) [14m10s:3m9s] 82% |█████████████████████████ | (121376/146578, 133 it/s) [14m11s:3m8s] 82% |█████████████████████████ | (121391/146578, 133 it/s) [14m11s:3m8s] 82% |█████████████████████████ | (121408/146578, 133 it/s) [14m11s:3m8s] 82% |████████████████████████ | (121424/146578, 123 it/s) [14m11s:3m24s] 82% |████████████████████████ | (121439/146578, 123 it/s) [14m11s:3m24s] 82% |████████████████████████ | (121448/146578, 123 it/s) [14m11s:3m24s] 82% |████████████████████████ | (121450/146578, 123 it/s) [14m11s:3m24s] 82% |████████████████████████ | (121465/146578, 123 it/s) [14m11s:3m24s] 82% |████████████████████████ | (121484/146578, 120 it/s) [14m11s:3m28s] 82% |████████████████████████ | (121492/146578, 120 it/s) [14m11s:3m28s] 82% |████████████████████████ | (121507/146578, 120 it/s) [14m12s:3m28s] 82% |████████████████████████ | (121515/146578, 120 it/s) [14m12s:3m28s] 82% |████████████████████████ | (121534/146578, 121 it/s) [14m12s:3m27s] 82% |████████████████████████ | (121553/146578, 121 it/s) [14m12s:3m27s] 82% |████████████████████████ | (121562/146578, 121 it/s) [14m12s:3m27s] 82% |████████████████████████ | (121578/146578, 121 it/s) [14m12s:3m27s] 82% |████████████████████████ | (121596/146578, 130 it/s) [14m12s:3m12s] 82% |████████████████████████ | (121613/146578, 130 it/s) [14m12s:3m12s] 82% |████████████████████████ | (121629/146578, 130 it/s) [14m12s:3m12s] 82% |████████████████████████ | (121647/146578, 130 it/s) [14m12s:3m12s] 82% |████████████████████████ | (121651/146578, 130 it/s) [14m13s:3m12s] 82% |█████████████████████████ | (121659/146578, 138 it/s) [14m13s:3m0s] 83% |█████████████████████████ | (121662/146578, 138 it/s) [14m13s:3m0s] 83% |█████████████████████████ | (121679/146578, 138 it/s) [14m13s:3m0s] 83% |█████████████████████████ | (121694/146578, 138 it/s) [14m13s:3m0s] 83% |████████████████████████ | (121698/146578, 128 it/s) [14m13s:3m14s] 83% |████████████████████████ | (121700/146578, 128 it/s) [14m14s:3m14s] 83% |████████████████████████ | (121715/146578, 128 it/s) [14m14s:3m14s] 83% |████████████████████████ | (121732/146578, 128 it/s) [14m14s:3m14s] 83% |████████████████████████ | (121749/146578, 128 it/s) [14m14s:3m13s] 83% |████████████████████████ | (121766/146578, 128 it/s) [14m14s:3m13s] 83% |████████████████████████ | (121781/146578, 128 it/s) [14m14s:3m13s] 83% |████████████████████████ | (121784/146578, 128 it/s) [14m14s:3m13s] 83% |████████████████████████ | (121789/146578, 128 it/s) [14m14s:3m13s] 83% |████████████████████████ | (121805/146578, 128 it/s) [14m14s:3m13s] 83% |████████████████████████ | (121820/146578, 122 it/s) [14m14s:3m22s] 83% |████████████████████████ | (121836/146578, 122 it/s) [14m14s:3m22s] 83% |████████████████████████ | (121849/146578, 122 it/s) [14m15s:3m21s] 83% |████████████████████████ | (121855/146578, 122 it/s) [14m15s:3m21s] 83% |████████████████████████ | (121860/146578, 122 it/s) [14m15s:3m21s] 83% |████████████████████████ | (121875/146578, 122 it/s) [14m15s:3m21s] 83% |████████████████████████ | (121892/146578, 122 it/s) [14m15s:3m21s] 83% |████████████████████████ | (121907/146578, 122 it/s) [14m15s:3m21s] 83% |████████████████████████ | (121922/146578, 125 it/s) [14m15s:3m16s] 83% |████████████████████████ | (121936/146578, 125 it/s) [14m15s:3m16s] 83% |████████████████████████ | (121940/146578, 125 it/s) [14m15s:3m16s] 83% |████████████████████████ | (121942/146578, 125 it/s) [14m15s:3m16s] 83% |████████████████████████ | (121949/146578, 125 it/s) [14m15s:3m16s] 83% |████████████████████████ | (121956/146578, 119 it/s) [14m15s:3m26s] 83% |████████████████████████ | (121962/146578, 119 it/s) [14m16s:3m26s] 83% |████████████████████████ | (121969/146578, 119 it/s) [14m16s:3m26s] 83% |████████████████████████ | (121976/146578, 119 it/s) [14m16s:3m26s] 83% |████████████████████████ | (121992/146578, 119 it/s) [14m16s:3m26s] 83% |████████████████████████ | (122008/146578, 119 it/s) [14m16s:3m26s] 83% |████████████████████████ | (122024/146578, 117 it/s) [14m16s:3m30s] 83% |████████████████████████ | (122039/146578, 117 it/s) [14m16s:3m30s] 83% |████████████████████████ | (122041/146578, 117 it/s) [14m16s:3m30s] 83% |████████████████████████ | (122052/146578, 117 it/s) [14m16s:3m30s] 83% |████████████████████████ | (122059/146578, 117 it/s) [14m16s:3m30s] 83% |████████████████████████ | (122073/146578, 115 it/s) [14m16s:3m33s] 83% |████████████████████████ | (122088/146578, 115 it/s) [14m17s:3m33s] 83% |████████████████████████ | (122100/146578, 115 it/s) [14m17s:3m33s] 83% |████████████████████████ | (122116/146578, 115 it/s) [14m17s:3m32s] 83% |████████████████████████ | (122128/146578, 115 it/s) [14m17s:3m32s] 83% |████████████████████████ | (122131/146578, 115 it/s) [14m17s:3m32s] 83% |████████████████████████ | (122132/146578, 117 it/s) [14m17s:3m28s] 83% |████████████████████████ | (122138/146578, 117 it/s) [14m17s:3m28s] 83% |████████████████████████ | (122154/146578, 117 it/s) [14m17s:3m28s] 83% |████████████████████████ | (122170/146578, 117 it/s) [14m17s:3m28s] 83% |████████████████████████ | (122186/146578, 117 it/s) [14m17s:3m28s] 83% |████████████████████████ | (122202/146578, 117 it/s) [14m17s:3m28s] 83% |████████████████████████ | (122215/146578, 117 it/s) [14m17s:3m27s] 83% |████████████████████████ | (122231/146578, 123 it/s) [14m17s:3m17s] 83% |████████████████████████ | (122244/146578, 123 it/s) [14m18s:3m17s] 83% |████████████████████████ | (122249/146578, 123 it/s) [14m18s:3m17s] 83% |████████████████████████ | (122250/146578, 123 it/s) [14m18s:3m17s] 83% |████████████████████████ | (122257/146578, 123 it/s) [14m18s:3m17s] 83% |████████████████████████ | (122273/146578, 123 it/s) [14m18s:3m17s] 83% |████████████████████████ | (122291/146578, 122 it/s) [14m18s:3m19s] 83% |████████████████████████ | (122304/146578, 122 it/s) [14m18s:3m19s] 83% |████████████████████████ | (122320/146578, 122 it/s) [14m18s:3m19s] 83% |████████████████████████ | (122325/146578, 122 it/s) [14m18s:3m19s] 83% |████████████████████████ | (122338/146578, 122 it/s) [14m18s:3m19s] 83% |█████████████████████████ | (122349/146578, 128 it/s) [14m19s:3m9s] 83% |█████████████████████████ | (122350/146578, 128 it/s) [14m19s:3m9s] 83% |█████████████████████████ | (122356/146578, 128 it/s) [14m19s:3m9s] 83% |█████████████████████████ | (122363/146578, 128 it/s) [14m19s:3m9s] 83% |████████████████████████ | (122368/146578, 117 it/s) [14m19s:3m27s] 83% |████████████████████████ | (122374/146578, 117 it/s) [14m19s:3m27s] 83% |████████████████████████ | (122380/146578, 117 it/s) [14m19s:3m27s] 83% |████████████████████████ | (122385/146578, 117 it/s) [14m19s:3m27s] 83% |████████████████████████ | (122389/146578, 117 it/s) [14m19s:3m27s] 83% |████████████████████████ | (122394/146578, 113 it/s) [14m20s:3m34s] 83% |████████████████████████ | (122410/146578, 113 it/s) [14m20s:3m34s] 83% |████████████████████████ | (122424/146578, 113 it/s) [14m20s:3m34s] 83% |████████████████████████ | (122439/146578, 113 it/s) [14m20s:3m34s] 83% |████████████████████████ | (122455/146578, 113 it/s) [14m20s:3m34s] 83% |████████████████████████ | (122471/146578, 113 it/s) [14m20s:3m34s] 83% |████████████████████████ | (122488/146578, 113 it/s) [14m20s:3m33s] 83% |████████████████████████ | (122503/146578, 115 it/s) [14m20s:3m29s] 83% |████████████████████████ | (122518/146578, 115 it/s) [14m20s:3m29s] 83% |████████████████████████ | (122535/146578, 115 it/s) [14m20s:3m29s] 83% |████████████████████████ | (122550/146578, 115 it/s) [14m20s:3m29s] 83% |████████████████████████ | (122566/146578, 115 it/s) [14m20s:3m29s] 83% |████████████████████████ | (122581/146578, 115 it/s) [14m20s:3m29s] 83% |████████████████████████ | (122597/146578, 126 it/s) [14m21s:3m11s] 83% |████████████████████████ | (122613/146578, 126 it/s) [14m21s:3m10s] 83% |████████████████████████ | (122629/146578, 126 it/s) [14m21s:3m10s] 83% |████████████████████████ | (122646/146578, 126 it/s) [14m21s:3m10s] 83% |████████████████████████ | (122663/146578, 126 it/s) [14m21s:3m10s] 83% |████████████████████████ | (122672/146578, 126 it/s) [14m21s:3m10s] 83% |████████████████████████ | (122688/146578, 126 it/s) [14m21s:3m10s] 83% |████████████████████████ | (122700/146578, 134 it/s) [14m21s:2m58s] 83% |████████████████████████ | (122704/146578, 134 it/s) [14m21s:2m58s] 83% |████████████████████████ | (122723/146578, 134 it/s) [14m21s:2m58s] 83% |████████████████████████ | (122740/146578, 134 it/s) [14m21s:2m58s] 83% |████████████████████████ | (122757/146578, 134 it/s) [14m21s:2m58s] 83% |████████████████████████ | (122774/146578, 134 it/s) [14m22s:2m58s] 83% |████████████████████████ | (122776/146578, 138 it/s) [14m22s:2m52s] 83% |████████████████████████ | (122778/146578, 138 it/s) [14m22s:2m52s] 83% |████████████████████████ | (122784/146578, 138 it/s) [14m22s:2m52s] 83% |████████████████████████ | (122788/146578, 138 it/s) [14m22s:2m52s] 83% |████████████████████████ | (122790/146578, 138 it/s) [14m22s:2m52s] 83% |█████████████████████████ | (122795/146578, 128 it/s) [14m22s:3m5s] 83% |█████████████████████████ | (122813/146578, 128 it/s) [14m22s:3m5s] 83% |█████████████████████████ | (122831/146578, 128 it/s) [14m22s:3m5s] 83% |█████████████████████████ | (122849/146578, 128 it/s) [14m22s:3m5s] 83% |█████████████████████████ | (122863/146578, 128 it/s) [14m22s:3m4s] 83% |█████████████████████████ | (122881/146578, 128 it/s) [14m23s:3m4s] 83% |█████████████████████████ | (122891/146578, 128 it/s) [14m23s:3m4s] 83% |█████████████████████████ | (122908/146578, 128 it/s) [14m23s:3m4s] 83% |████████████████████████ | (122922/146578, 133 it/s) [14m23s:2m57s] 83% |████████████████████████ | (122937/146578, 133 it/s) [14m23s:2m57s] 83% |████████████████████████ | (122949/146578, 133 it/s) [14m23s:2m57s] 83% |████████████████████████ | (122963/146578, 133 it/s) [14m23s:2m57s] 83% |████████████████████████ | (122980/146578, 133 it/s) [14m23s:2m56s] 83% |████████████████████████ | (122990/146578, 133 it/s) [14m23s:2m56s] 83% |████████████████████████ | (123006/146578, 133 it/s) [14m23s:2m56s] 83% |████████████████████████ | (123014/146578, 136 it/s) [14m23s:2m53s] 83% |████████████████████████ | (123030/146578, 136 it/s) [14m23s:2m53s] 83% |████████████████████████ | (123041/146578, 136 it/s) [14m24s:2m52s] 83% |████████████████████████ | (123056/146578, 136 it/s) [14m24s:2m52s] 83% |████████████████████████ | (123063/146578, 136 it/s) [14m24s:2m52s] 83% |████████████████████████ | (123078/146578, 136 it/s) [14m24s:2m52s] 83% |████████████████████████ | (123090/146578, 136 it/s) [14m24s:2m52s] 83% |████████████████████████ | (123096/146578, 138 it/s) [14m24s:2m49s] 83% |████████████████████████ | (123097/146578, 138 it/s) [14m24s:2m49s] 83% |████████████████████████ | (123112/146578, 138 it/s) [14m24s:2m49s] 84% |█████████████████████████ | (123128/146578, 138 it/s) [14m24s:2m49s] 84% |█████████████████████████ | (123144/146578, 138 it/s) [14m24s:2m49s] 84% |█████████████████████████ | (123160/146578, 138 it/s) [14m24s:2m49s] 84% |█████████████████████████ | (123175/146578, 138 it/s) [14m24s:2m49s] 84% |█████████████████████████ | (123176/146578, 147 it/s) [14m25s:2m39s] 84% |█████████████████████████ | (123192/146578, 147 it/s) [14m25s:2m39s] 84% |█████████████████████████ | (123209/146578, 147 it/s) [14m25s:2m38s] 84% |█████████████████████████ | (123222/146578, 147 it/s) [14m25s:2m38s] 84% |█████████████████████████ | (123241/146578, 147 it/s) [14m25s:2m38s] 84% |█████████████████████████ | (123261/146578, 147 it/s) [14m25s:2m38s] 84% |█████████████████████████ | (123277/146578, 147 it/s) [14m25s:2m38s] 84% |█████████████████████████ | (123296/146578, 147 it/s) [14m25s:2m38s] 84% |█████████████████████████ | (123309/146578, 167 it/s) [14m25s:2m19s] 84% |█████████████████████████ | (123323/146578, 167 it/s) [14m25s:2m19s] 84% |█████████████████████████ | (123337/146578, 167 it/s) [14m25s:2m18s] 84% |█████████████████████████ | (123355/146578, 167 it/s) [14m26s:2m18s] 84% |█████████████████████████ | (123371/146578, 167 it/s) [14m26s:2m18s] 84% |█████████████████████████ | (123388/146578, 162 it/s) [14m26s:2m22s] 84% |█████████████████████████ | (123404/146578, 162 it/s) [14m26s:2m22s] 84% |█████████████████████████ | (123410/146578, 162 it/s) [14m26s:2m22s] 84% |█████████████████████████ | (123426/146578, 162 it/s) [14m26s:2m22s] 84% |█████████████████████████ | (123443/146578, 162 it/s) [14m26s:2m22s] 84% |█████████████████████████ | (123459/146578, 158 it/s) [14m26s:2m26s] 84% |█████████████████████████ | (123468/146578, 158 it/s) [14m26s:2m26s] 84% |█████████████████████████ | (123477/146578, 158 it/s) [14m26s:2m26s] 84% |█████████████████████████ | (123486/146578, 158 it/s) [14m26s:2m26s] 84% |█████████████████████████ | (123491/146578, 158 it/s) [14m27s:2m26s] 84% |█████████████████████████ | (123509/146578, 147 it/s) [14m27s:2m36s] 84% |█████████████████████████ | (123528/146578, 147 it/s) [14m27s:2m36s] 84% |█████████████████████████ | (123533/146578, 147 it/s) [14m27s:2m36s] 84% |█████████████████████████ | (123544/146578, 147 it/s) [14m27s:2m36s] 84% |█████████████████████████ | (123555/146578, 147 it/s) [14m27s:2m36s] 84% |█████████████████████████ | (123572/146578, 147 it/s) [14m27s:2m36s] 84% |█████████████████████████ | (123591/146578, 148 it/s) [14m27s:2m35s] 84% |█████████████████████████ | (123610/146578, 148 it/s) [14m27s:2m34s] 84% |█████████████████████████ | (123628/146578, 148 it/s) [14m27s:2m34s] 84% |█████████████████████████ | (123645/146578, 148 it/s) [14m27s:2m34s] 84% |█████████████████████████ | (123656/146578, 148 it/s) [14m27s:2m34s] 84% |█████████████████████████ | (123657/146578, 148 it/s) [14m28s:2m34s] 84% |█████████████████████████ | (123673/146578, 163 it/s) [14m28s:2m20s] 84% |█████████████████████████ | (123687/146578, 163 it/s) [14m28s:2m20s] 84% |█████████████████████████ | (123703/146578, 163 it/s) [14m28s:2m20s] 84% |█████████████████████████ | (123712/146578, 163 it/s) [14m28s:2m20s] 84% |█████████████████████████ | (123724/146578, 163 it/s) [14m28s:2m19s] 84% |█████████████████████████ | (123725/146578, 163 it/s) [14m28s:2m19s] 84% |█████████████████████████ | (123736/146578, 151 it/s) [14m28s:2m31s] 84% |█████████████████████████ | (123742/146578, 151 it/s) [14m28s:2m31s] 84% |█████████████████████████ | (123745/146578, 151 it/s) [14m29s:2m31s] 84% |█████████████████████████ | (123746/146578, 139 it/s) [14m29s:2m44s] 84% |█████████████████████████ | (123761/146578, 139 it/s) [14m29s:2m44s] 84% |█████████████████████████ | (123776/146578, 139 it/s) [14m29s:2m44s] 84% |█████████████████████████ | (123790/146578, 139 it/s) [14m29s:2m44s] 84% |█████████████████████████ | (123804/146578, 139 it/s) [14m29s:2m43s] 84% |█████████████████████████ | (123819/146578, 139 it/s) [14m29s:2m43s] 84% |█████████████████████████ | (123823/146578, 139 it/s) [14m29s:2m43s] 84% |█████████████████████████ | (123833/146578, 138 it/s) [14m29s:2m44s] 84% |█████████████████████████ | (123840/146578, 138 it/s) [14m29s:2m44s] 84% |█████████████████████████ | (123846/146578, 138 it/s) [14m30s:2m44s] 84% |█████████████████████████ | (123853/146578, 138 it/s) [14m30s:2m44s] 84% |█████████████████████████ | (123861/146578, 138 it/s) [14m30s:2m44s] 84% |█████████████████████████ | (123879/146578, 134 it/s) [14m30s:2m49s] 84% |█████████████████████████ | (123895/146578, 134 it/s) [14m30s:2m49s] 84% |█████████████████████████ | (123909/146578, 134 it/s) [14m30s:2m49s] 84% |█████████████████████████ | (123924/146578, 134 it/s) [14m30s:2m49s] 84% |█████████████████████████ | (123938/146578, 134 it/s) [14m30s:2m49s] 84% |█████████████████████████ | (123945/146578, 134 it/s) [14m30s:2m49s] 84% |█████████████████████████ | (123946/146578, 134 it/s) [14m30s:2m49s] 84% |██████████████████████████ | (123958/146578, 123 it/s) [14m30s:3m3s] 84% |██████████████████████████ | (123974/146578, 123 it/s) [14m31s:3m3s] 84% |██████████████████████████ | (123991/146578, 123 it/s) [14m31s:3m3s] 84% |██████████████████████████ | (124007/146578, 123 it/s) [14m31s:3m3s] 84% |██████████████████████████ | (124023/146578, 123 it/s) [14m31s:3m3s] 84% |██████████████████████████ | (124037/146578, 123 it/s) [14m31s:3m3s] 84% |██████████████████████████ | (124047/146578, 124 it/s) [14m31s:3m1s] 84% |██████████████████████████ | (124055/146578, 124 it/s) [14m31s:3m1s] 84% |██████████████████████████ | (124071/146578, 124 it/s) [14m31s:3m0s] 84% |██████████████████████████ | (124087/146578, 124 it/s) [14m31s:3m0s] 84% |██████████████████████████ | (124102/146578, 124 it/s) [14m31s:3m0s] 84% |██████████████████████████ | (124117/146578, 124 it/s) [14m31s:3m0s] 84% |██████████████████████████ | (124124/146578, 124 it/s) [14m31s:3m0s] 84% |██████████████████████████ | (124139/146578, 123 it/s) [14m32s:3m2s] 84% |██████████████████████████ | (124144/146578, 123 it/s) [14m32s:3m2s] 84% |██████████████████████████ | (124159/146578, 123 it/s) [14m32s:3m2s] 84% |██████████████████████████ | (124175/146578, 123 it/s) [14m32s:3m2s] 84% |██████████████████████████ | (124186/146578, 123 it/s) [14m32s:3m2s] 84% |██████████████████████████ | (124204/146578, 123 it/s) [14m32s:3m2s] 84% |█████████████████████████ | (124205/146578, 125 it/s) [14m32s:2m58s] 84% |█████████████████████████ | (124221/146578, 125 it/s) [14m32s:2m58s] 84% |█████████████████████████ | (124238/146578, 125 it/s) [14m32s:2m58s] 84% |█████████████████████████ | (124250/146578, 125 it/s) [14m32s:2m58s] 84% |█████████████████████████ | (124262/146578, 125 it/s) [14m33s:2m58s] 84% |█████████████████████████ | (124273/146578, 125 it/s) [14m33s:2m58s] 84% |█████████████████████████ | (124286/146578, 126 it/s) [14m33s:2m56s] 84% |█████████████████████████ | (124296/146578, 126 it/s) [14m33s:2m56s] 84% |█████████████████████████ | (124312/146578, 126 it/s) [14m33s:2m56s] 84% |█████████████████████████ | (124329/146578, 126 it/s) [14m33s:2m56s] 84% |█████████████████████████ | (124342/146578, 126 it/s) [14m33s:2m56s] 84% |█████████████████████████ | (124352/146578, 126 it/s) [14m33s:2m56s] 84% |██████████████████████████ | (124353/146578, 120 it/s) [14m33s:3m4s] 84% |██████████████████████████ | (124365/146578, 120 it/s) [14m34s:3m4s] 84% |█████████████████████████ | (124372/146578, 112 it/s) [14m34s:3m17s] 84% |█████████████████████████ | (124389/146578, 112 it/s) [14m34s:3m17s] 84% |█████████████████████████ | (124397/146578, 112 it/s) [14m34s:3m17s] 84% |█████████████████████████ | (124414/146578, 112 it/s) [14m34s:3m17s] 84% |█████████████████████████ | (124426/146578, 112 it/s) [14m34s:3m17s] 84% |█████████████████████████ | (124435/146578, 112 it/s) [14m34s:3m17s] 84% |█████████████████████████ | (124450/146578, 125 it/s) [14m34s:2m57s] 84% |█████████████████████████ | (124458/146578, 125 it/s) [14m34s:2m57s] 84% |█████████████████████████ | (124473/146578, 125 it/s) [14m34s:2m56s] 84% |█████████████████████████ | (124488/146578, 125 it/s) [14m35s:2m56s] 84% |█████████████████████████ | (124499/146578, 125 it/s) [14m35s:2m56s] 84% |█████████████████████████ | (124515/146578, 125 it/s) [14m35s:2m56s] 84% |█████████████████████████ | (124516/146578, 125 it/s) [14m35s:2m56s] 84% |█████████████████████████ | (124523/146578, 124 it/s) [14m35s:2m58s] 84% |█████████████████████████ | (124530/146578, 124 it/s) [14m35s:2m58s] 84% |█████████████████████████ | (124545/146578, 124 it/s) [14m35s:2m58s] 84% |█████████████████████████ | (124556/146578, 124 it/s) [14m35s:2m58s] 84% |█████████████████████████ | (124569/146578, 124 it/s) [14m35s:2m57s] 84% |█████████████████████████ | (124585/146578, 127 it/s) [14m35s:2m53s] 84% |█████████████████████████ | (124591/146578, 127 it/s) [14m36s:2m53s] 85% |█████████████████████████ | (124598/146578, 127 it/s) [14m36s:2m53s] 85% |█████████████████████████ | (124604/146578, 127 it/s) [14m36s:2m53s] 85% |█████████████████████████ | (124620/146578, 127 it/s) [14m36s:2m53s] 85% |██████████████████████████ | (124638/146578, 121 it/s) [14m36s:3m1s] 85% |██████████████████████████ | (124654/146578, 121 it/s) [14m36s:3m1s] 85% |██████████████████████████ | (124668/146578, 121 it/s) [14m36s:3m1s] 85% |██████████████████████████ | (124678/146578, 121 it/s) [14m36s:3m1s] 85% |██████████████████████████ | (124694/146578, 121 it/s) [14m36s:3m1s] 85% |██████████████████████████ | (124711/146578, 121 it/s) [14m36s:3m1s] 85% |█████████████████████████ | (124723/146578, 124 it/s) [14m36s:2m56s] 85% |█████████████████████████ | (124728/146578, 124 it/s) [14m37s:2m56s] 85% |█████████████████████████ | (124735/146578, 124 it/s) [14m37s:2m56s] 85% |█████████████████████████ | (124750/146578, 124 it/s) [14m37s:2m56s] 85% |█████████████████████████ | (124768/146578, 124 it/s) [14m37s:2m56s] 85% |█████████████████████████ | (124784/146578, 124 it/s) [14m37s:2m55s] 85% |█████████████████████████ | (124801/146578, 125 it/s) [14m37s:2m53s] 85% |█████████████████████████ | (124810/146578, 125 it/s) [14m37s:2m53s] 85% |█████████████████████████ | (124819/146578, 125 it/s) [14m37s:2m53s] 85% |█████████████████████████ | (124837/146578, 125 it/s) [14m37s:2m53s] 85% |█████████████████████████ | (124854/146578, 125 it/s) [14m37s:2m53s] 85% |█████████████████████████ | (124858/146578, 124 it/s) [14m37s:2m54s] 85% |█████████████████████████ | (124869/146578, 124 it/s) [14m38s:2m54s] 85% |█████████████████████████ | (124884/146578, 124 it/s) [14m38s:2m54s] 85% |█████████████████████████ | (124899/146578, 124 it/s) [14m38s:2m54s] 85% |█████████████████████████ | (124907/146578, 124 it/s) [14m38s:2m54s] 85% |█████████████████████████ | (124921/146578, 121 it/s) [14m38s:2m58s] 85% |█████████████████████████ | (124922/146578, 121 it/s) [14m38s:2m58s] 85% |█████████████████████████ | (124940/146578, 121 it/s) [14m38s:2m58s] 85% |█████████████████████████ | (124958/146578, 121 it/s) [14m38s:2m58s] 85% |█████████████████████████ | (124977/146578, 121 it/s) [14m38s:2m58s] 85% |█████████████████████████ | (124995/146578, 121 it/s) [14m38s:2m57s] 85% |█████████████████████████ | (125002/146578, 124 it/s) [14m38s:2m53s] 85% |█████████████████████████ | (125003/146578, 124 it/s) [14m39s:2m53s] 85% |█████████████████████████ | (125020/146578, 124 it/s) [14m39s:2m53s] 85% |█████████████████████████ | (125033/146578, 124 it/s) [14m39s:2m53s] 85% |█████████████████████████ | (125050/146578, 124 it/s) [14m39s:2m53s] 85% |█████████████████████████ | (125063/146578, 132 it/s) [14m39s:2m43s] 85% |█████████████████████████ | (125072/146578, 132 it/s) [14m39s:2m43s] 85% |█████████████████████████ | (125088/146578, 132 it/s) [14m39s:2m43s] 85% |█████████████████████████ | (125105/146578, 132 it/s) [14m39s:2m43s] 85% |█████████████████████████ | (125120/146578, 132 it/s) [14m39s:2m43s] 85% |█████████████████████████ | (125135/146578, 131 it/s) [14m40s:2m43s] 85% |█████████████████████████ | (125150/146578, 131 it/s) [14m40s:2m43s] 85% |█████████████████████████ | (125158/146578, 131 it/s) [14m40s:2m43s] 85% |█████████████████████████ | (125168/146578, 131 it/s) [14m40s:2m43s] 85% |█████████████████████████ | (125173/146578, 127 it/s) [14m40s:2m48s] 85% |█████████████████████████ | (125189/146578, 127 it/s) [14m40s:2m48s] 85% |█████████████████████████ | (125205/146578, 127 it/s) [14m40s:2m48s] 85% |█████████████████████████ | (125216/146578, 127 it/s) [14m40s:2m48s] 85% |█████████████████████████ | (125233/146578, 127 it/s) [14m40s:2m47s] 85% |█████████████████████████ | (125238/146578, 127 it/s) [14m41s:2m48s] 85% |█████████████████████████ | (125254/146578, 127 it/s) [14m41s:2m48s] 85% |█████████████████████████ | (125255/146578, 127 it/s) [14m41s:2m48s] 85% |█████████████████████████ | (125270/146578, 127 it/s) [14m41s:2m48s] 85% |█████████████████████████ | (125285/146578, 127 it/s) [14m41s:2m47s] 85% |█████████████████████████ | (125302/146578, 127 it/s) [14m41s:2m47s] 85% |█████████████████████████ | (125317/146578, 132 it/s) [14m41s:2m41s] 85% |█████████████████████████ | (125331/146578, 132 it/s) [14m41s:2m40s] 85% |█████████████████████████ | (125334/146578, 132 it/s) [14m41s:2m40s] 85% |█████████████████████████ | (125347/146578, 132 it/s) [14m41s:2m40s] 85% |█████████████████████████ | (125356/146578, 132 it/s) [14m42s:2m40s] 85% |█████████████████████████ | (125371/146578, 126 it/s) [14m42s:2m48s] 85% |█████████████████████████ | (125377/146578, 126 it/s) [14m42s:2m48s] 85% |█████████████████████████ | (125384/146578, 126 it/s) [14m42s:2m48s] 85% |█████████████████████████ | (125397/146578, 126 it/s) [14m42s:2m48s] 85% |█████████████████████████ | (125409/146578, 126 it/s) [14m42s:2m48s] 85% |█████████████████████████ | (125424/146578, 126 it/s) [14m42s:2m48s] 85% |█████████████████████████ | (125436/146578, 126 it/s) [14m42s:2m48s] 85% |█████████████████████████ | (125452/146578, 126 it/s) [14m42s:2m47s] 85% |█████████████████████████ | (125463/146578, 126 it/s) [14m42s:2m47s] 85% |█████████████████████████ | (125479/146578, 126 it/s) [14m42s:2m46s] 85% |█████████████████████████ | (125491/146578, 126 it/s) [14m42s:2m46s] 85% |█████████████████████████ | (125507/146578, 126 it/s) [14m42s:2m46s] 85% |█████████████████████████ | (125520/146578, 126 it/s) [14m42s:2m46s] 85% |█████████████████████████ | (125537/146578, 126 it/s) [14m43s:2m46s] 85% |█████████████████████████ | (125555/146578, 126 it/s) [14m43s:2m46s] 85% |█████████████████████████ | (125567/146578, 137 it/s) [14m43s:2m33s] 85% |█████████████████████████ | (125583/146578, 137 it/s) [14m43s:2m33s] 85% |█████████████████████████ | (125595/146578, 137 it/s) [14m43s:2m33s] 85% |█████████████████████████ | (125611/146578, 137 it/s) [14m43s:2m33s] 85% |█████████████████████████ | (125623/146578, 137 it/s) [14m43s:2m32s] 85% |█████████████████████████ | (125640/146578, 137 it/s) [14m43s:2m32s] 85% |█████████████████████████ | (125655/146578, 137 it/s) [14m43s:2m32s] 85% |█████████████████████████ | (125672/146578, 146 it/s) [14m43s:2m23s] 85% |█████████████████████████ | (125688/146578, 146 it/s) [14m43s:2m23s] 85% |█████████████████████████ | (125702/146578, 146 it/s) [14m43s:2m23s] 85% |█████████████████████████ | (125717/146578, 146 it/s) [14m43s:2m22s] 85% |█████████████████████████ | (125730/146578, 146 it/s) [14m43s:2m22s] 85% |█████████████████████████ | (125746/146578, 146 it/s) [14m43s:2m22s] 85% |█████████████████████████ | (125759/146578, 146 it/s) [14m44s:2m22s] 85% |█████████████████████████ | (125776/146578, 146 it/s) [14m44s:2m22s] 85% |█████████████████████████ | (125790/146578, 153 it/s) [14m44s:2m16s] 85% |█████████████████████████ | (125795/146578, 153 it/s) [14m44s:2m16s] 85% |█████████████████████████ | (125807/146578, 153 it/s) [14m44s:2m16s] 85% |█████████████████████████ | (125815/146578, 148 it/s) [14m44s:2m20s] 85% |█████████████████████████ | (125829/146578, 148 it/s) [14m44s:2m20s] 85% |█████████████████████████ | (125843/146578, 148 it/s) [14m44s:2m20s] 85% |█████████████████████████ | (125858/146578, 148 it/s) [14m44s:2m20s] 85% |█████████████████████████ | (125873/146578, 148 it/s) [14m44s:2m20s] 85% |█████████████████████████ | (125889/146578, 148 it/s) [14m45s:2m19s] 85% |█████████████████████████ | (125901/146578, 148 it/s) [14m45s:2m19s] 85% |█████████████████████████ | (125905/146578, 148 it/s) [14m45s:2m19s] 85% |█████████████████████████ | (125923/146578, 148 it/s) [14m45s:2m19s] 85% |█████████████████████████ | (125940/146578, 148 it/s) [14m45s:2m19s] 85% |█████████████████████████ | (125956/146578, 148 it/s) [14m45s:2m19s] 85% |█████████████████████████ | (125971/146578, 148 it/s) [14m45s:2m18s] 85% |█████████████████████████ | (125986/146578, 148 it/s) [14m45s:2m18s] 85% |█████████████████████████ | (125992/146578, 157 it/s) [14m45s:2m11s] 85% |█████████████████████████ | (126006/146578, 157 it/s) [14m45s:2m11s] 85% |█████████████████████████ | (126020/146578, 157 it/s) [14m46s:2m11s] 85% |█████████████████████████ | (126034/146578, 157 it/s) [14m46s:2m11s] 85% |█████████████████████████ | (126047/146578, 157 it/s) [14m46s:2m11s] 86% |█████████████████████████ | (126061/146578, 157 it/s) [14m46s:2m10s] 86% |██████████████████████████ | (126063/146578, 158 it/s) [14m46s:2m9s] 86% |██████████████████████████ | (126067/146578, 158 it/s) [14m46s:2m9s] 86% |██████████████████████████ | (126083/146578, 158 it/s) [14m46s:2m9s] 86% |██████████████████████████ | (126100/146578, 158 it/s) [14m46s:2m9s] 86% |██████████████████████████ | (126117/146578, 158 it/s) [14m46s:2m9s] 86% |██████████████████████████ | (126133/146578, 158 it/s) [14m46s:2m9s] 86% |██████████████████████████ | (126144/146578, 158 it/s) [14m46s:2m9s] 86% |██████████████████████████ | (126160/146578, 158 it/s) [14m47s:2m8s] 86% |██████████████████████████ | (126177/146578, 158 it/s) [14m47s:2m8s] 86% |██████████████████████████ | (126194/146578, 158 it/s) [14m47s:2m8s] 86% |██████████████████████████ | (126211/146578, 158 it/s) [14m47s:2m8s] 86% |██████████████████████████ | (126227/146578, 158 it/s) [14m47s:2m8s] 86% |██████████████████████████ | (126235/146578, 163 it/s) [14m47s:2m4s] 86% |██████████████████████████ | (126253/146578, 163 it/s) [14m47s:2m4s] 86% |██████████████████████████ | (126266/146578, 163 it/s) [14m47s:2m4s] 86% |██████████████████████████ | (126282/146578, 163 it/s) [14m47s:2m4s] 86% |██████████████████████████ | (126298/146578, 163 it/s) [14m47s:2m4s] 86% |██████████████████████████ | (126299/146578, 163 it/s) [14m47s:2m4s] 86% |██████████████████████████ | (126310/146578, 161 it/s) [14m48s:2m5s] 86% |██████████████████████████ | (126316/146578, 161 it/s) [14m48s:2m5s] 86% |██████████████████████████ | (126332/146578, 161 it/s) [14m48s:2m5s] 86% |██████████████████████████ | (126349/146578, 161 it/s) [14m48s:2m5s] 86% |██████████████████████████ | (126361/146578, 161 it/s) [14m48s:2m5s] 86% |██████████████████████████ | (126376/146578, 161 it/s) [14m48s:2m5s] 86% |█████████████████████████ | (126377/146578, 152 it/s) [14m48s:2m12s] 86% |█████████████████████████ | (126384/146578, 152 it/s) [14m48s:2m12s] 86% |█████████████████████████ | (126386/146578, 152 it/s) [14m48s:2m12s] 86% |█████████████████████████ | (126393/146578, 152 it/s) [14m48s:2m12s] 86% |█████████████████████████ | (126400/146578, 152 it/s) [14m48s:2m12s] 86% |█████████████████████████ | (126401/146578, 152 it/s) [14m48s:2m12s] 86% |█████████████████████████ | (126417/146578, 152 it/s) [14m49s:2m12s] 86% |█████████████████████████ | (126433/146578, 138 it/s) [14m49s:2m25s] 86% |█████████████████████████ | (126446/146578, 138 it/s) [14m49s:2m25s] 86% |█████████████████████████ | (126458/146578, 124 it/s) [14m49s:2m42s] 86% |█████████████████████████ | (126469/146578, 124 it/s) [14m49s:2m42s] 86% |█████████████████████████ | (126485/146578, 124 it/s) [14m49s:2m42s] 86% |█████████████████████████ | (126496/146578, 124 it/s) [14m49s:2m41s] 86% |█████████████████████████ | (126497/146578, 124 it/s) [14m49s:2m41s] 86% |█████████████████████████ | (126511/146578, 124 it/s) [14m50s:2m41s] 86% |█████████████████████████ | (126526/146578, 131 it/s) [14m50s:2m33s] 86% |█████████████████████████ | (126534/146578, 131 it/s) [14m50s:2m33s] 86% |█████████████████████████ | (126550/146578, 131 it/s) [14m50s:2m33s] 86% |█████████████████████████ | (126553/146578, 131 it/s) [14m50s:2m33s] 86% |█████████████████████████ | (126567/146578, 125 it/s) [14m50s:2m40s] 86% |█████████████████████████ | (126573/146578, 125 it/s) [14m50s:2m40s] 86% |█████████████████████████ | (126585/146578, 125 it/s) [14m50s:2m40s] 86% |█████████████████████████ | (126599/146578, 125 it/s) [14m50s:2m40s] 86% |█████████████████████████ | (126612/146578, 125 it/s) [14m50s:2m39s] 86% |█████████████████████████ | (126625/146578, 125 it/s) [14m51s:2m39s] 86% |█████████████████████████ | (126629/146578, 119 it/s) [14m51s:2m47s] 86% |█████████████████████████ | (126636/146578, 119 it/s) [14m51s:2m47s] 86% |█████████████████████████ | (126637/146578, 119 it/s) [14m51s:2m47s] 86% |█████████████████████████ | (126645/146578, 119 it/s) [14m51s:2m47s] 86% |█████████████████████████ | (126650/146578, 119 it/s) [14m51s:2m47s] 86% |█████████████████████████ | (126663/146578, 114 it/s) [14m51s:2m55s] 86% |█████████████████████████ | (126679/146578, 114 it/s) [14m51s:2m54s] 86% |█████████████████████████ | (126694/146578, 114 it/s) [14m51s:2m54s] 86% |█████████████████████████ | (126696/146578, 114 it/s) [14m51s:2m54s] 86% |█████████████████████████ | (126700/146578, 114 it/s) [14m51s:2m54s] 86% |█████████████████████████ | (126703/146578, 114 it/s) [14m52s:2m54s] 86% |█████████████████████████ | (126720/146578, 111 it/s) [14m52s:2m59s] 86% |█████████████████████████ | (126734/146578, 111 it/s) [14m52s:2m58s] 86% |█████████████████████████ | (126740/146578, 111 it/s) [14m52s:2m58s] 86% |█████████████████████████ | (126753/146578, 111 it/s) [14m52s:2m58s] 86% |█████████████████████████ | (126761/146578, 111 it/s) [14m52s:2m58s] 86% |█████████████████████████ | (126766/146578, 102 it/s) [14m52s:3m14s] 86% |█████████████████████████ | (126773/146578, 102 it/s) [14m52s:3m14s] 86% |█████████████████████████ | (126788/146578, 102 it/s) [14m52s:3m14s] 86% |█████████████████████████ | (126805/146578, 102 it/s) [14m52s:3m14s] 86% |█████████████████████████ | (126813/146578, 102 it/s) [14m52s:3m14s] 86% |█████████████████████████ | (126824/146578, 102 it/s) [14m53s:3m14s] 86% |█████████████████████████ | (126833/146578, 100 it/s) [14m53s:3m17s] 86% |█████████████████████████ | (126839/146578, 100 it/s) [14m53s:3m17s] 86% |█████████████████████████ | (126851/146578, 100 it/s) [14m53s:3m17s] 86% |█████████████████████████ | (126868/146578, 100 it/s) [14m53s:3m17s] 86% |█████████████████████████ | (126879/146578, 100 it/s) [14m53s:3m17s] 86% |█████████████████████████ | (126895/146578, 100 it/s) [14m53s:3m16s] 86% |█████████████████████████ | (126901/146578, 100 it/s) [14m53s:3m16s] 86% |█████████████████████████ | (126917/146578, 103 it/s) [14m53s:3m10s] 86% |██████████████████████████ | (126930/146578, 103 it/s) [14m53s:3m9s] 86% |██████████████████████████ | (126940/146578, 103 it/s) [14m54s:3m9s] 86% |██████████████████████████ | (126957/146578, 103 it/s) [14m54s:3m9s] 86% |██████████████████████████ | (126974/146578, 103 it/s) [14m54s:3m9s] 86% |█████████████████████████ | (126990/146578, 109 it/s) [14m54s:2m59s] 86% |█████████████████████████ | (126992/146578, 109 it/s) [14m54s:2m58s] 86% |█████████████████████████ | (127008/146578, 109 it/s) [14m54s:2m58s] 86% |█████████████████████████ | (127018/146578, 109 it/s) [14m54s:2m58s] 86% |██████████████████████████ | (127019/146578, 109 it/s) [14m54s:3m0s] 86% |██████████████████████████ | (127030/146578, 109 it/s) [14m54s:3m0s] 86% |██████████████████████████ | (127043/146578, 109 it/s) [14m54s:3m0s] 86% |█████████████████████████ | (127060/146578, 109 it/s) [14m54s:2m59s] 86% |█████████████████████████ | (127076/146578, 109 it/s) [14m55s:2m59s] 86% |█████████████████████████ | (127093/146578, 109 it/s) [14m55s:2m59s] 86% |█████████████████████████ | (127104/146578, 109 it/s) [14m55s:2m59s] 86% |█████████████████████████ | (127115/146578, 110 it/s) [14m55s:2m57s] 86% |█████████████████████████ | (127121/146578, 110 it/s) [14m55s:2m57s] 86% |█████████████████████████ | (127125/146578, 110 it/s) [14m55s:2m57s] 86% |█████████████████████████ | (127132/146578, 110 it/s) [14m55s:2m57s] 86% |█████████████████████████ | (127136/146578, 110 it/s) [14m55s:2m56s] 86% |██████████████████████████ | (127141/146578, 106 it/s) [14m56s:3m3s] 86% |██████████████████████████ | (127157/146578, 106 it/s) [14m56s:3m3s] 86% |██████████████████████████ | (127174/146578, 106 it/s) [14m56s:3m2s] 86% |██████████████████████████ | (127183/146578, 106 it/s) [14m56s:3m2s] 86% |██████████████████████████ | (127199/146578, 106 it/s) [14m56s:3m2s] 86% |█████████████████████████ | (127214/146578, 108 it/s) [14m56s:2m59s] 86% |█████████████████████████ | (127230/146578, 108 it/s) [14m56s:2m59s] 86% |█████████████████████████ | (127247/146578, 108 it/s) [14m56s:2m59s] 86% |█████████████████████████ | (127253/146578, 108 it/s) [14m56s:2m59s] 86% |█████████████████████████ | (127269/146578, 113 it/s) [14m57s:2m51s] 86% |█████████████████████████ | (127274/146578, 113 it/s) [14m57s:2m51s] 86% |█████████████████████████ | (127279/146578, 113 it/s) [14m57s:2m51s] 86% |█████████████████████████ | (127283/146578, 113 it/s) [14m57s:2m50s] 86% |█████████████████████████ | (127289/146578, 113 it/s) [14m57s:2m50s] 86% |██████████████████████████ | (127293/146578, 106 it/s) [14m57s:3m1s] 86% |██████████████████████████ | (127306/146578, 106 it/s) [14m57s:3m1s] 86% |██████████████████████████ | (127321/146578, 106 it/s) [14m57s:3m0s] 86% |██████████████████████████ | (127336/146578, 106 it/s) [14m57s:3m0s] 86% |██████████████████████████ | (127354/146578, 106 it/s) [14m57s:3m0s] 86% |██████████████████████████ | (127370/146578, 106 it/s) [14m57s:3m0s] 86% |██████████████████████████ | (127385/146578, 106 it/s) [14m57s:3m0s] 86% |██████████████████████████ | (127402/146578, 106 it/s) [14m58s:3m0s] 86% |█████████████████████████ | (127418/146578, 120 it/s) [14m58s:2m39s] 86% |█████████████████████████ | (127431/146578, 120 it/s) [14m58s:2m39s] 86% |█████████████████████████ | (127443/146578, 120 it/s) [14m58s:2m39s] 86% |█████████████████████████ | (127456/146578, 120 it/s) [14m58s:2m39s] 86% |█████████████████████████ | (127472/146578, 120 it/s) [14m58s:2m38s] 86% |█████████████████████████ | (127489/146578, 120 it/s) [14m58s:2m38s] 86% |█████████████████████████ | (127504/146578, 120 it/s) [14m58s:2m38s] 86% |█████████████████████████ | (127518/146578, 129 it/s) [14m58s:2m28s] 87% |██████████████████████████ | (127531/146578, 129 it/s) [14m58s:2m28s] 87% |██████████████████████████ | (127545/146578, 129 it/s) [14m58s:2m27s] 87% |██████████████████████████ | (127557/146578, 129 it/s) [14m58s:2m27s] 87% |██████████████████████████ | (127558/146578, 129 it/s) [14m58s:2m27s] 87% |██████████████████████████ | (127559/146578, 129 it/s) [14m59s:2m27s] 87% |██████████████████████████ | (127576/146578, 125 it/s) [14m59s:2m31s] 87% |██████████████████████████ | (127590/146578, 125 it/s) [14m59s:2m31s] 87% |██████████████████████████ | (127602/146578, 125 it/s) [14m59s:2m31s] 87% |██████████████████████████ | (127617/146578, 125 it/s) [14m59s:2m31s] 87% |██████████████████████████ | (127621/146578, 125 it/s) [14m59s:2m31s] 87% |██████████████████████████ | (127632/146578, 125 it/s) [14m59s:2m31s] 87% |██████████████████████████ | (127647/146578, 125 it/s) [14m59s:2m31s] 87% |██████████████████████████ | (127659/146578, 125 it/s) [14m59s:2m31s] 87% |██████████████████████████ | (127662/146578, 125 it/s) [14m59s:2m31s] 87% |██████████████████████████ | (127663/146578, 125 it/s) [14m59s:2m31s] 87% |██████████████████████████ | (127680/146578, 125 it/s) [14m59s:2m31s] 87% |██████████████████████████ | (127697/146578, 125 it/s) [15m0s:2m30s] 87% |██████████████████████████ | (127712/146578, 132 it/s) [15m0s:2m22s] 87% |██████████████████████████ | (127728/146578, 132 it/s) [15m0s:2m22s] 87% |██████████████████████████ | (127745/146578, 132 it/s) [15m0s:2m22s] 87% |██████████████████████████ | (127752/146578, 132 it/s) [15m0s:2m22s] 87% |██████████████████████████ | (127762/146578, 132 it/s) [15m0s:2m22s] 87% |██████████████████████████ | (127777/146578, 132 it/s) [15m0s:2m22s] 87% |██████████████████████████ | (127790/146578, 132 it/s) [15m0s:2m22s] 87% |██████████████████████████ | (127801/146578, 132 it/s) [15m0s:2m22s] 87% |██████████████████████████ | (127817/146578, 132 it/s) [15m0s:2m22s] 87% |██████████████████████████ | (127819/146578, 132 it/s) [15m0s:2m22s] 87% |██████████████████████████ | (127820/146578, 132 it/s) [15m0s:2m22s] 87% |██████████████████████████ | (127825/146578, 132 it/s) [15m1s:2m22s] 87% |██████████████████████████ | (127830/146578, 136 it/s) [15m1s:2m17s] 87% |██████████████████████████ | (127835/146578, 136 it/s) [15m1s:2m17s] 87% |██████████████████████████ | (127849/146578, 136 it/s) [15m1s:2m17s] 87% |██████████████████████████ | (127863/146578, 136 it/s) [15m1s:2m17s] 87% |██████████████████████████ | (127879/146578, 136 it/s) [15m1s:2m17s] 87% |██████████████████████████ | (127894/146578, 136 it/s) [15m1s:2m17s] 87% |██████████████████████████ | (127909/146578, 138 it/s) [15m1s:2m14s] 87% |██████████████████████████ | (127924/146578, 138 it/s) [15m1s:2m14s] 87% |██████████████████████████ | (127941/146578, 138 it/s) [15m1s:2m14s] 87% |██████████████████████████ | (127948/146578, 138 it/s) [15m1s:2m14s] 87% |██████████████████████████ | (127964/146578, 138 it/s) [15m2s:2m14s] 87% |██████████████████████████ | (127977/146578, 138 it/s) [15m2s:2m14s] 87% |██████████████████████████ | (127992/146578, 141 it/s) [15m2s:2m12s] 87% |██████████████████████████ | (128008/146578, 141 it/s) [15m2s:2m12s] 87% |██████████████████████████ | (128024/146578, 141 it/s) [15m2s:2m11s] 87% |██████████████████████████ | (128032/146578, 141 it/s) [15m2s:2m11s] 87% |██████████████████████████ | (128033/146578, 141 it/s) [15m2s:2m11s] 87% |██████████████████████████ | (128042/146578, 141 it/s) [15m2s:2m11s] 87% |███████████████████████████ | (128054/146578, 150 it/s) [15m2s:2m3s] 87% |███████████████████████████ | (128068/146578, 150 it/s) [15m2s:2m3s] 87% |███████████████████████████ | (128078/146578, 150 it/s) [15m2s:2m3s] 87% |███████████████████████████ | (128093/146578, 150 it/s) [15m2s:2m3s] 87% |███████████████████████████ | (128098/146578, 150 it/s) [15m2s:2m3s] 87% |██████████████████████████ | (128103/146578, 139 it/s) [15m3s:2m13s] 87% |██████████████████████████ | (128119/146578, 139 it/s) [15m3s:2m13s] 87% |██████████████████████████ | (128134/146578, 139 it/s) [15m3s:2m13s] 87% |██████████████████████████ | (128143/146578, 139 it/s) [15m3s:2m13s] 87% |██████████████████████████ | (128160/146578, 139 it/s) [15m3s:2m12s] 87% |██████████████████████████ | (128161/146578, 139 it/s) [15m3s:2m12s] 87% |██████████████████████████ | (128168/146578, 131 it/s) [15m3s:2m20s] 87% |██████████████████████████ | (128181/146578, 131 it/s) [15m3s:2m20s] 87% |██████████████████████████ | (128197/146578, 131 it/s) [15m3s:2m20s] 87% |██████████████████████████ | (128208/146578, 131 it/s) [15m3s:2m20s] 87% |██████████████████████████ | (128211/146578, 131 it/s) [15m3s:2m20s] 87% |██████████████████████████ | (128212/146578, 131 it/s) [15m4s:2m20s] 87% |██████████████████████████ | (128217/146578, 128 it/s) [15m4s:2m23s] 87% |██████████████████████████ | (128223/146578, 128 it/s) [15m4s:2m23s] 87% |██████████████████████████ | (128229/146578, 128 it/s) [15m4s:2m23s] 87% |██████████████████████████ | (128236/146578, 117 it/s) [15m4s:2m36s] 87% |██████████████████████████ | (128253/146578, 117 it/s) [15m4s:2m36s] 87% |██████████████████████████ | (128269/146578, 117 it/s) [15m4s:2m35s] 87% |██████████████████████████ | (128286/146578, 117 it/s) [15m4s:2m35s] 87% |██████████████████████████ | (128303/146578, 117 it/s) [15m4s:2m35s] 87% |██████████████████████████ | (128320/146578, 117 it/s) [15m5s:2m35s] 87% |██████████████████████████ | (128336/146578, 117 it/s) [15m5s:2m35s] 87% |██████████████████████████ | (128349/146578, 126 it/s) [15m5s:2m24s] 87% |██████████████████████████ | (128363/146578, 126 it/s) [15m5s:2m24s] 87% |██████████████████████████ | (128380/146578, 126 it/s) [15m5s:2m24s] 87% |██████████████████████████ | (128392/146578, 126 it/s) [15m5s:2m24s] 87% |██████████████████████████ | (128409/146578, 126 it/s) [15m5s:2m24s] 87% |██████████████████████████ | (128422/146578, 126 it/s) [15m5s:2m24s] 87% |██████████████████████████ | (128429/146578, 126 it/s) [15m5s:2m23s] 87% |██████████████████████████ | (128430/146578, 126 it/s) [15m5s:2m23s] 87% |██████████████████████████ | (128444/146578, 126 it/s) [15m5s:2m23s] 87% |██████████████████████████ | (128460/146578, 126 it/s) [15m5s:2m23s] 87% |██████████████████████████ | (128477/146578, 126 it/s) [15m5s:2m23s] 87% |██████████████████████████ | (128492/146578, 126 it/s) [15m5s:2m22s] 87% |██████████████████████████ | (128506/146578, 126 it/s) [15m6s:2m22s] 87% |██████████████████████████ | (128521/146578, 133 it/s) [15m6s:2m15s] 87% |██████████████████████████ | (128536/146578, 133 it/s) [15m6s:2m15s] 87% |██████████████████████████ | (128552/146578, 133 it/s) [15m6s:2m15s] 87% |██████████████████████████ | (128566/146578, 133 it/s) [15m6s:2m15s] 87% |██████████████████████████ | (128578/146578, 133 it/s) [15m6s:2m14s] 87% |██████████████████████████ | (128587/146578, 133 it/s) [15m6s:2m14s] 87% |██████████████████████████ | (128603/146578, 135 it/s) [15m6s:2m13s] 87% |██████████████████████████ | (128616/146578, 135 it/s) [15m6s:2m13s] 87% |██████████████████████████ | (128633/146578, 135 it/s) [15m6s:2m13s] 87% |██████████████████████████ | (128642/146578, 135 it/s) [15m6s:2m13s] 87% |██████████████████████████ | (128654/146578, 135 it/s) [15m7s:2m13s] 87% |██████████████████████████ | (128669/146578, 135 it/s) [15m7s:2m12s] 87% |██████████████████████████ | (128679/146578, 135 it/s) [15m7s:2m12s] 87% |██████████████████████████ | (128692/146578, 135 it/s) [15m7s:2m12s] 87% |██████████████████████████ | (128707/146578, 135 it/s) [15m7s:2m12s] 87% |██████████████████████████ | (128716/146578, 135 it/s) [15m7s:2m12s] 87% |██████████████████████████ | (128731/146578, 135 it/s) [15m7s:2m12s] 87% |██████████████████████████ | (128734/146578, 133 it/s) [15m7s:2m14s] 87% |██████████████████████████ | (128741/146578, 133 it/s) [15m7s:2m13s] 87% |██████████████████████████ | (128755/146578, 133 it/s) [15m7s:2m13s] 87% |██████████████████████████ | (128769/146578, 133 it/s) [15m8s:2m13s] 87% |██████████████████████████ | (128779/146578, 133 it/s) [15m8s:2m13s] 87% |██████████████████████████ | (128794/146578, 133 it/s) [15m8s:2m13s] 87% |██████████████████████████ | (128797/146578, 134 it/s) [15m8s:2m12s] 87% |██████████████████████████ | (128806/146578, 134 it/s) [15m8s:2m12s] 87% |██████████████████████████ | (128812/146578, 134 it/s) [15m8s:2m12s] 87% |██████████████████████████ | (128819/146578, 134 it/s) [15m8s:2m12s] 87% |██████████████████████████ | (128825/146578, 134 it/s) [15m8s:2m12s] 87% |██████████████████████████ | (128832/146578, 128 it/s) [15m8s:2m18s] 87% |██████████████████████████ | (128839/146578, 128 it/s) [15m8s:2m18s] 87% |██████████████████████████ | (128845/146578, 128 it/s) [15m9s:2m18s] 87% |██████████████████████████ | (128852/146578, 128 it/s) [15m9s:2m18s] 87% |██████████████████████████ | (128858/146578, 128 it/s) [15m9s:2m18s] 87% |██████████████████████████ | (128864/146578, 124 it/s) [15m9s:2m22s] 87% |██████████████████████████ | (128871/146578, 124 it/s) [15m9s:2m22s] 87% |██████████████████████████ | (128885/146578, 124 it/s) [15m9s:2m22s] 87% |██████████████████████████ | (128895/146578, 125 it/s) [15m10s:2m21s] 87% |██████████████████████████ | (128901/146578, 125 it/s) [15m10s:2m21s] 87% |██████████████████████████ | (128908/146578, 125 it/s) [15m10s:2m21s] 87% |██████████████████████████ | (128915/146578, 108 it/s) [15m10s:2m43s] 87% |██████████████████████████ | (128922/146578, 108 it/s) [15m10s:2m43s] 87% |██████████████████████████ | (128929/146578, 108 it/s) [15m10s:2m43s] 87% |██████████████████████████ | (128936/146578, 108 it/s) [15m10s:2m43s] 87% |██████████████████████████ | (128943/146578, 108 it/s) [15m10s:2m43s] 87% |██████████████████████████ | (128949/146578, 100 it/s) [15m10s:2m56s] 87% |██████████████████████████ | (128965/146578, 100 it/s) [15m11s:2m56s] 87% |██████████████████████████ | (128980/146578, 100 it/s) [15m11s:2m56s] 88% |██████████████████████████ | (128991/146578, 100 it/s) [15m11s:2m56s] 88% |██████████████████████████ | (129005/146578, 100 it/s) [15m11s:2m56s] 88% |██████████████████████████ | (129017/146578, 100 it/s) [15m11s:2m56s] 88% |██████████████████████████ | (129034/146578, 100 it/s) [15m11s:2m55s] 88% |██████████████████████████ | (129047/146578, 100 it/s) [15m11s:2m55s] 88% |██████████████████████████ | (129061/146578, 105 it/s) [15m11s:2m47s] 88% |██████████████████████████ | (129073/146578, 105 it/s) [15m11s:2m47s] 88% |██████████████████████████ | (129089/146578, 105 it/s) [15m11s:2m47s] 88% |██████████████████████████ | (129103/146578, 105 it/s) [15m11s:2m46s] 88% |██████████████████████████ | (129119/146578, 105 it/s) [15m11s:2m46s] 88% |██████████████████████████ | (129135/146578, 105 it/s) [15m11s:2m46s] 88% |██████████████████████████ | (129150/146578, 105 it/s) [15m11s:2m46s] 88% |██████████████████████████ | (129166/146578, 111 it/s) [15m11s:2m37s] 88% |██████████████████████████ | (129182/146578, 111 it/s) [15m12s:2m37s] 88% |██████████████████████████ | (129197/146578, 111 it/s) [15m12s:2m37s] 88% |██████████████████████████ | (129210/146578, 111 it/s) [15m12s:2m37s] 88% |██████████████████████████ | (129226/146578, 111 it/s) [15m12s:2m36s] 88% |██████████████████████████ | (129239/146578, 111 it/s) [15m12s:2m36s] 88% |██████████████████████████ | (129255/146578, 111 it/s) [15m12s:2m36s] 88% |██████████████████████████ | (129268/146578, 111 it/s) [15m12s:2m36s] 88% |██████████████████████████ | (129282/146578, 117 it/s) [15m12s:2m27s] 88% |██████████████████████████ | (129295/146578, 117 it/s) [15m12s:2m27s] 88% |██████████████████████████ | (129312/146578, 117 it/s) [15m12s:2m27s] 88% |██████████████████████████ | (129326/146578, 117 it/s) [15m12s:2m27s] 88% |██████████████████████████ | (129341/146578, 117 it/s) [15m12s:2m27s] 88% |██████████████████████████ | (129357/146578, 117 it/s) [15m12s:2m26s] 88% |██████████████████████████ | (129372/146578, 117 it/s) [15m12s:2m26s] 88% |██████████████████████████ | (129389/146578, 127 it/s) [15m12s:2m15s] 88% |██████████████████████████ | (129403/146578, 127 it/s) [15m13s:2m15s] 88% |██████████████████████████ | (129416/146578, 127 it/s) [15m13s:2m15s] 88% |██████████████████████████ | (129427/146578, 127 it/s) [15m13s:2m15s] 88% |██████████████████████████ | (129429/146578, 127 it/s) [15m13s:2m15s] 88% |██████████████████████████ | (129430/146578, 127 it/s) [15m13s:2m15s] 88% |██████████████████████████ | (129436/146578, 125 it/s) [15m13s:2m17s] 88% |██████████████████████████ | (129443/146578, 125 it/s) [15m13s:2m17s] 88% |██████████████████████████ | (129449/146578, 125 it/s) [15m13s:2m17s] 88% |██████████████████████████ | (129455/146578, 125 it/s) [15m13s:2m17s] 88% |██████████████████████████ | (129461/146578, 125 it/s) [15m13s:2m17s] 88% |██████████████████████████ | (129477/146578, 126 it/s) [15m14s:2m15s] 88% |██████████████████████████ | (129493/146578, 126 it/s) [15m14s:2m15s] 88% |██████████████████████████ | (129505/146578, 126 it/s) [15m14s:2m15s] 88% |██████████████████████████ | (129522/146578, 126 it/s) [15m14s:2m14s] 88% |██████████████████████████ | (129539/146578, 126 it/s) [15m14s:2m14s] 88% |██████████████████████████ | (129556/146578, 126 it/s) [15m14s:2m14s] 88% |██████████████████████████ | (129572/146578, 126 it/s) [15m14s:2m14s] 88% |███████████████████████████ | (129587/146578, 139 it/s) [15m14s:2m1s] 88% |███████████████████████████ | (129601/146578, 139 it/s) [15m14s:2m1s] 88% |███████████████████████████ | (129608/146578, 139 it/s) [15m14s:2m1s] 88% |██████████████████████████ | (129610/146578, 142 it/s) [15m15s:1m59s] 88% |██████████████████████████ | (129624/146578, 142 it/s) [15m15s:1m59s] 88% |██████████████████████████ | (129638/146578, 142 it/s) [15m15s:1m59s] 88% |██████████████████████████ | (129652/146578, 142 it/s) [15m15s:1m59s] 88% |██████████████████████████ | (129667/146578, 142 it/s) [15m15s:1m59s] 88% |██████████████████████████ | (129682/146578, 142 it/s) [15m15s:1m59s] 88% |██████████████████████████ | (129693/146578, 153 it/s) [15m15s:1m50s] 88% |██████████████████████████ | (129694/146578, 153 it/s) [15m15s:1m50s] 88% |██████████████████████████ | (129711/146578, 153 it/s) [15m15s:1m50s] 88% |██████████████████████████ | (129727/146578, 153 it/s) [15m15s:1m50s] 88% |██████████████████████████ | (129742/146578, 153 it/s) [15m15s:1m50s] 88% |██████████████████████████ | (129757/146578, 153 it/s) [15m15s:1m50s] 88% |██████████████████████████ | (129772/146578, 153 it/s) [15m16s:1m50s] 88% |██████████████████████████ | (129779/146578, 161 it/s) [15m16s:1m44s] 88% |██████████████████████████ | (129787/146578, 161 it/s) [15m16s:1m44s] 88% |██████████████████████████ | (129802/146578, 161 it/s) [15m16s:1m44s] 88% |██████████████████████████ | (129817/146578, 161 it/s) [15m16s:1m44s] 88% |██████████████████████████ | (129826/146578, 161 it/s) [15m16s:1m44s] 88% |██████████████████████████ | (129841/146578, 161 it/s) [15m16s:1m44s] 88% |██████████████████████████ | (129854/146578, 161 it/s) [15m16s:1m44s] 88% |██████████████████████████ | (129869/146578, 157 it/s) [15m16s:1m46s] 88% |██████████████████████████ | (129884/146578, 157 it/s) [15m16s:1m46s] 88% |██████████████████████████ | (129899/146578, 157 it/s) [15m16s:1m46s] 88% |██████████████████████████ | (129914/146578, 157 it/s) [15m16s:1m46s] 88% |██████████████████████████ | (129930/146578, 157 it/s) [15m16s:1m45s] 88% |██████████████████████████ | (129942/146578, 157 it/s) [15m17s:1m45s] 88% |██████████████████████████ | (129943/146578, 149 it/s) [15m17s:1m51s] 88% |██████████████████████████ | (129948/146578, 149 it/s) [15m17s:1m51s] 88% |██████████████████████████ | (129961/146578, 149 it/s) [15m17s:1m51s] 88% |██████████████████████████ | (129975/146578, 149 it/s) [15m17s:1m51s] 88% |██████████████████████████ | (129987/146578, 149 it/s) [15m17s:1m51s] 88% |██████████████████████████ | (130002/146578, 149 it/s) [15m17s:1m51s] 88% |██████████████████████████ | (130013/146578, 149 it/s) [15m17s:1m50s] 88% |██████████████████████████ | (130028/146578, 149 it/s) [15m17s:1m50s] 88% |██████████████████████████ | (130039/146578, 145 it/s) [15m17s:1m54s] 88% |██████████████████████████ | (130048/146578, 145 it/s) [15m17s:1m53s] 88% |██████████████████████████ | (130050/146578, 145 it/s) [15m18s:1m53s] 88% |██████████████████████████ | (130055/146578, 145 it/s) [15m18s:1m53s] 88% |███████████████████████████ | (130060/146578, 129 it/s) [15m18s:2m8s] 88% |███████████████████████████ | (130066/146578, 129 it/s) [15m18s:2m7s] 88% |███████████████████████████ | (130073/146578, 129 it/s) [15m18s:2m7s] 88% |███████████████████████████ | (130079/146578, 129 it/s) [15m18s:2m7s] 88% |███████████████████████████ | (130086/146578, 129 it/s) [15m18s:2m7s] 88% |██████████████████████████ | (130092/146578, 125 it/s) [15m18s:2m11s] 88% |██████████████████████████ | (130100/146578, 125 it/s) [15m18s:2m11s] 88% |██████████████████████████ | (130107/146578, 125 it/s) [15m18s:2m11s] 88% |██████████████████████████ | (130115/146578, 125 it/s) [15m19s:2m11s] 88% |██████████████████████████ | (130121/146578, 125 it/s) [15m19s:2m11s] 88% |██████████████████████████ | (130126/146578, 123 it/s) [15m19s:2m13s] 88% |██████████████████████████ | (130131/146578, 123 it/s) [15m19s:2m13s] 88% |██████████████████████████ | (130137/146578, 123 it/s) [15m19s:2m13s] 88% |██████████████████████████ | (130142/146578, 123 it/s) [15m19s:2m13s] 88% |██████████████████████████ | (130148/146578, 108 it/s) [15m19s:2m32s] 88% |██████████████████████████ | (130160/146578, 108 it/s) [15m20s:2m32s] 88% |██████████████████████████ | (130177/146578, 108 it/s) [15m20s:2m31s] 88% |██████████████████████████ | (130188/146578, 108 it/s) [15m20s:2m31s] 88% |██████████████████████████ | (130191/146578, 108 it/s) [15m20s:2m31s] 88% |██████████████████████████ | (130202/146578, 108 it/s) [15m20s:2m31s] 88% |██████████████████████████ | (130208/146578, 112 it/s) [15m20s:2m26s] 88% |██████████████████████████ | (130214/146578, 112 it/s) [15m20s:2m26s] 88% |██████████████████████████ | (130219/146578, 112 it/s) [15m20s:2m26s] 88% |██████████████████████████ | (130226/146578, 112 it/s) [15m20s:2m26s] 88% |██████████████████████████ | (130234/146578, 112 it/s) [15m20s:2m26s] 88% |██████████████████████████ | (130241/146578, 102 it/s) [15m21s:2m40s] 88% |██████████████████████████ | (130248/146578, 102 it/s) [15m21s:2m40s] 88% |██████████████████████████ | (130254/146578, 102 it/s) [15m21s:2m40s] 88% |██████████████████████████ | (130261/146578, 102 it/s) [15m21s:2m40s] 88% |██████████████████████████ | (130267/146578, 102 it/s) [15m21s:2m40s] 88% |███████████████████████████ | (130283/146578, 96 it/s) [15m21s:2m49s] 88% |███████████████████████████ | (130298/146578, 96 it/s) [15m21s:2m49s] 88% |███████████████████████████ | (130312/146578, 96 it/s) [15m21s:2m49s] 88% |███████████████████████████ | (130328/146578, 96 it/s) [15m21s:2m49s] 88% |███████████████████████████ | (130346/146578, 96 it/s) [15m21s:2m49s] 88% |███████████████████████████ | (130362/146578, 96 it/s) [15m21s:2m49s] 88% |███████████████████████████ | (130377/146578, 96 it/s) [15m22s:2m48s] 88% |███████████████████████████ | (130393/146578, 98 it/s) [15m22s:2m45s] 88% |███████████████████████████ | (130409/146578, 98 it/s) [15m22s:2m44s] 88% |███████████████████████████ | (130422/146578, 98 it/s) [15m22s:2m44s] 88% |███████████████████████████ | (130429/146578, 98 it/s) [15m22s:2m44s] 88% |███████████████████████████ | (130445/146578, 95 it/s) [15m22s:2m50s] 89% |███████████████████████████ | (130461/146578, 95 it/s) [15m22s:2m49s] 89% |███████████████████████████ | (130473/146578, 95 it/s) [15m22s:2m49s] 89% |███████████████████████████ | (130489/146578, 95 it/s) [15m22s:2m49s] 89% |███████████████████████████ | (130503/146578, 95 it/s) [15m22s:2m49s] 89% |███████████████████████████ | (130520/146578, 95 it/s) [15m22s:2m49s] 89% |███████████████████████████ | (130534/146578, 95 it/s) [15m22s:2m49s] 89% |███████████████████████████ | (130550/146578, 95 it/s) [15m23s:2m48s] 89% |██████████████████████████ | (130565/146578, 100 it/s) [15m23s:2m39s] 89% |██████████████████████████ | (130579/146578, 100 it/s) [15m23s:2m39s] 89% |██████████████████████████ | (130594/146578, 100 it/s) [15m23s:2m39s] 89% |██████████████████████████ | (130606/146578, 100 it/s) [15m23s:2m39s] 89% |██████████████████████████ | (130623/146578, 100 it/s) [15m23s:2m39s] 89% |██████████████████████████ | (130636/146578, 100 it/s) [15m23s:2m39s] 89% |██████████████████████████ | (130653/146578, 100 it/s) [15m23s:2m38s] 89% |██████████████████████████ | (130665/146578, 116 it/s) [15m23s:2m17s] 89% |██████████████████████████ | (130681/146578, 116 it/s) [15m23s:2m16s] 89% |██████████████████████████ | (130694/146578, 116 it/s) [15m23s:2m16s] 89% |██████████████████████████ | (130710/146578, 116 it/s) [15m23s:2m16s] 89% |██████████████████████████ | (130728/146578, 116 it/s) [15m23s:2m16s] 89% |██████████████████████████ | (130743/146578, 116 it/s) [15m23s:2m16s] 89% |██████████████████████████ | (130762/146578, 116 it/s) [15m24s:2m16s] 89% |██████████████████████████ | (130778/146578, 133 it/s) [15m24s:1m59s] 89% |██████████████████████████ | (130796/146578, 133 it/s) [15m24s:1m59s] 89% |██████████████████████████ | (130812/146578, 133 it/s) [15m24s:1m58s] 89% |██████████████████████████ | (130827/146578, 133 it/s) [15m24s:1m58s] 89% |██████████████████████████ | (130843/146578, 133 it/s) [15m24s:1m58s] 89% |██████████████████████████ | (130859/146578, 133 it/s) [15m24s:1m58s] 89% |██████████████████████████ | (130875/146578, 133 it/s) [15m24s:1m58s] 89% |██████████████████████████ | (130884/146578, 143 it/s) [15m24s:1m50s] 89% |██████████████████████████ | (130885/146578, 143 it/s) [15m24s:1m50s] 89% |██████████████████████████ | (130900/146578, 143 it/s) [15m25s:1m49s] 89% |██████████████████████████ | (130915/146578, 143 it/s) [15m25s:1m49s] 89% |██████████████████████████ | (130917/146578, 143 it/s) [15m25s:1m49s] 89% |██████████████████████████ | (130919/146578, 145 it/s) [15m25s:1m47s] 89% |██████████████████████████ | (130928/146578, 145 it/s) [15m25s:1m47s] 89% |██████████████████████████ | (130934/146578, 145 it/s) [15m25s:1m47s] 89% |██████████████████████████ | (130942/146578, 145 it/s) [15m25s:1m47s] 89% |██████████████████████████ | (130958/146578, 145 it/s) [15m25s:1m47s] 89% |██████████████████████████ | (130973/146578, 145 it/s) [15m25s:1m47s] 89% |██████████████████████████ | (130985/146578, 147 it/s) [15m25s:1m46s] 89% |██████████████████████████ | (130993/146578, 147 it/s) [15m25s:1m45s] 89% |██████████████████████████ | (130994/146578, 147 it/s) [15m26s:1m45s] 89% |██████████████████████████ | (131010/146578, 147 it/s) [15m26s:1m45s] 89% |██████████████████████████ | (131026/146578, 147 it/s) [15m26s:1m45s] 89% |██████████████████████████ | (131042/146578, 147 it/s) [15m26s:1m45s] 89% |██████████████████████████ | (131058/146578, 156 it/s) [15m26s:1m39s] 89% |██████████████████████████ | (131065/146578, 156 it/s) [15m26s:1m39s] 89% |██████████████████████████ | (131072/146578, 156 it/s) [15m26s:1m39s] 89% |██████████████████████████ | (131079/146578, 156 it/s) [15m26s:1m39s] 89% |██████████████████████████ | (131094/146578, 155 it/s) [15m26s:1m39s] 89% |██████████████████████████ | (131109/146578, 155 it/s) [15m26s:1m39s] 89% |██████████████████████████ | (131125/146578, 155 it/s) [15m26s:1m39s] 89% |██████████████████████████ | (131141/146578, 155 it/s) [15m26s:1m39s] 89% |██████████████████████████ | (131155/146578, 155 it/s) [15m27s:1m39s] 89% |██████████████████████████ | (131158/146578, 155 it/s) [15m27s:1m39s] 89% |██████████████████████████ | (131167/146578, 150 it/s) [15m27s:1m43s] 89% |██████████████████████████ | (131181/146578, 150 it/s) [15m27s:1m42s] 89% |██████████████████████████ | (131191/146578, 150 it/s) [15m27s:1m42s] 89% |██████████████████████████ | (131207/146578, 150 it/s) [15m27s:1m42s] 89% |██████████████████████████ | (131212/146578, 150 it/s) [15m27s:1m42s] 89% |██████████████████████████ | (131215/146578, 150 it/s) [15m27s:1m42s] 89% |██████████████████████████ | (131224/146578, 150 it/s) [15m27s:1m42s] 89% |██████████████████████████ | (131229/146578, 150 it/s) [15m27s:1m42s] 89% |██████████████████████████ | (131236/146578, 150 it/s) [15m28s:1m42s] 89% |██████████████████████████ | (131243/146578, 150 it/s) [15m28s:1m42s] 89% |██████████████████████████ | (131249/146578, 150 it/s) [15m28s:1m42s] 89% |██████████████████████████ | (131255/146578, 133 it/s) [15m28s:1m55s] 89% |██████████████████████████ | (131260/146578, 133 it/s) [15m28s:1m55s] 89% |██████████████████████████ | (131266/146578, 133 it/s) [15m28s:1m54s] 89% |██████████████████████████ | (131272/146578, 133 it/s) [15m28s:1m54s] 89% |██████████████████████████ | (131277/146578, 133 it/s) [15m28s:1m54s] 89% |██████████████████████████ | (131283/146578, 117 it/s) [15m28s:2m11s] 89% |██████████████████████████ | (131288/146578, 117 it/s) [15m28s:2m11s] 89% |██████████████████████████ | (131294/146578, 117 it/s) [15m29s:2m11s] 89% |██████████████████████████ | (131307/146578, 117 it/s) [15m29s:2m10s] 89% |██████████████████████████ | (131322/146578, 117 it/s) [15m29s:2m10s] 89% |██████████████████████████ | (131338/146578, 117 it/s) [15m29s:2m10s] 89% |██████████████████████████ | (131354/146578, 108 it/s) [15m29s:2m20s] 89% |██████████████████████████ | (131365/146578, 108 it/s) [15m29s:2m20s] 89% |██████████████████████████ | (131366/146578, 108 it/s) [15m29s:2m20s] 89% |██████████████████████████ | (131367/146578, 108 it/s) [15m29s:2m20s] 89% |██████████████████████████ | (131375/146578, 108 it/s) [15m29s:2m20s] 89% |██████████████████████████ | (131382/146578, 108 it/s) [15m29s:2m20s] 89% |███████████████████████████ | (131388/146578, 96 it/s) [15m30s:2m37s] 89% |███████████████████████████ | (131401/146578, 96 it/s) [15m30s:2m37s] 89% |███████████████████████████ | (131415/146578, 96 it/s) [15m30s:2m37s] 89% |███████████████████████████ | (131432/146578, 96 it/s) [15m30s:2m37s] 89% |███████████████████████████ | (131445/146578, 96 it/s) [15m30s:2m37s] 89% |███████████████████████████ | (131460/146578, 96 it/s) [15m30s:2m36s] 89% |███████████████████████████ | (131476/146578, 96 it/s) [15m30s:2m36s] 89% |███████████████████████████ | (131488/146578, 96 it/s) [15m30s:2m36s] 89% |██████████████████████████ | (131502/146578, 111 it/s) [15m30s:2m15s] 89% |██████████████████████████ | (131516/146578, 111 it/s) [15m30s:2m15s] 89% |██████████████████████████ | (131531/146578, 111 it/s) [15m30s:2m15s] 89% |██████████████████████████ | (131545/146578, 111 it/s) [15m30s:2m15s] 89% |██████████████████████████ | (131552/146578, 111 it/s) [15m31s:2m14s] 89% |██████████████████████████ | (131553/146578, 111 it/s) [15m31s:2m14s] 89% |██████████████████████████ | (131560/146578, 110 it/s) [15m31s:2m15s] 89% |██████████████████████████ | (131565/146578, 110 it/s) [15m31s:2m15s] 89% |██████████████████████████ | (131571/146578, 110 it/s) [15m31s:2m15s] 89% |██████████████████████████ | (131579/146578, 110 it/s) [15m31s:2m15s] 89% |██████████████████████████ | (131587/146578, 110 it/s) [15m31s:2m15s] 89% |██████████████████████████ | (131602/146578, 104 it/s) [15m31s:2m24s] 89% |██████████████████████████ | (131618/146578, 104 it/s) [15m31s:2m24s] 89% |██████████████████████████ | (131631/146578, 104 it/s) [15m31s:2m23s] 89% |██████████████████████████ | (131647/146578, 104 it/s) [15m31s:2m23s] 89% |██████████████████████████ | (131662/146578, 104 it/s) [15m31s:2m23s] 89% |██████████████████████████ | (131676/146578, 104 it/s) [15m32s:2m23s] 89% |██████████████████████████ | (131691/146578, 104 it/s) [15m32s:2m23s] 89% |██████████████████████████ | (131707/146578, 104 it/s) [15m32s:2m23s] 89% |███████████████████████████ | (131722/146578, 118 it/s) [15m32s:2m5s] 89% |███████████████████████████ | (131737/146578, 118 it/s) [15m32s:2m5s] 89% |███████████████████████████ | (131750/146578, 118 it/s) [15m32s:2m5s] 89% |███████████████████████████ | (131766/146578, 118 it/s) [15m32s:2m5s] 89% |███████████████████████████ | (131778/146578, 118 it/s) [15m32s:2m5s] 89% |███████████████████████████ | (131793/146578, 118 it/s) [15m32s:2m5s] 89% |███████████████████████████ | (131804/146578, 118 it/s) [15m32s:2m5s] 89% |██████████████████████████ | (131819/146578, 125 it/s) [15m32s:1m58s] 89% |██████████████████████████ | (131832/146578, 125 it/s) [15m32s:1m58s] 89% |██████████████████████████ | (131848/146578, 125 it/s) [15m32s:1m58s] 89% |██████████████████████████ | (131863/146578, 125 it/s) [15m32s:1m58s] 89% |██████████████████████████ | (131874/146578, 125 it/s) [15m33s:1m57s] 89% |██████████████████████████ | (131875/146578, 125 it/s) [15m33s:1m57s] 89% |██████████████████████████ | (131882/146578, 125 it/s) [15m33s:1m57s] 89% |██████████████████████████ | (131889/146578, 125 it/s) [15m33s:1m57s] 89% |██████████████████████████ | (131895/146578, 125 it/s) [15m33s:1m57s] 89% |██████████████████████████ | (131908/146578, 125 it/s) [15m33s:1m57s] 90% |███████████████████████████ | (131922/146578, 125 it/s) [15m33s:1m57s] 90% |███████████████████████████ | (131937/146578, 125 it/s) [15m33s:1m57s] 90% |███████████████████████████ | (131943/146578, 129 it/s) [15m33s:1m53s] 90% |███████████████████████████ | (131957/146578, 129 it/s) [15m34s:1m53s] 90% |███████████████████████████ | (131973/146578, 129 it/s) [15m34s:1m53s] 90% |███████████████████████████ | (131988/146578, 129 it/s) [15m34s:1m53s] 90% |███████████████████████████ | (132003/146578, 129 it/s) [15m34s:1m53s] 90% |███████████████████████████ | (132018/146578, 129 it/s) [15m34s:1m53s] 90% |███████████████████████████ | (132028/146578, 139 it/s) [15m34s:1m44s] 90% |███████████████████████████ | (132030/146578, 139 it/s) [15m34s:1m44s] 90% |███████████████████████████ | (132036/146578, 139 it/s) [15m34s:1m44s] 90% |███████████████████████████ | (132043/146578, 139 it/s) [15m34s:1m44s] 90% |███████████████████████████ | (132058/146578, 129 it/s) [15m35s:1m52s] 90% |███████████████████████████ | (132070/146578, 129 it/s) [15m35s:1m52s] 90% |███████████████████████████ | (132084/146578, 129 it/s) [15m35s:1m52s] 90% |███████████████████████████ | (132098/146578, 129 it/s) [15m35s:1m51s] 90% |███████████████████████████ | (132112/146578, 129 it/s) [15m35s:1m51s] 90% |███████████████████████████ | (132127/146578, 129 it/s) [15m35s:1m51s] 90% |███████████████████████████ | (132142/146578, 129 it/s) [15m35s:1m51s] 90% |███████████████████████████ | (132153/146578, 129 it/s) [15m35s:1m51s] 90% |███████████████████████████ | (132168/146578, 145 it/s) [15m35s:1m39s] 90% |███████████████████████████ | (132180/146578, 145 it/s) [15m35s:1m39s] 90% |███████████████████████████ | (132196/146578, 145 it/s) [15m35s:1m38s] 90% |███████████████████████████ | (132208/146578, 145 it/s) [15m35s:1m38s] 90% |███████████████████████████ | (132223/146578, 145 it/s) [15m36s:1m38s] 90% |███████████████████████████ | (132238/146578, 145 it/s) [15m36s:1m38s] 90% |███████████████████████████ | (132249/146578, 145 it/s) [15m36s:1m38s] 90% |███████████████████████████ | (132266/146578, 145 it/s) [15m36s:1m38s] 90% |███████████████████████████ | (132280/146578, 145 it/s) [15m36s:1m38s] 90% |███████████████████████████ | (132297/146578, 145 it/s) [15m36s:1m38s] 90% |███████████████████████████ | (132310/146578, 145 it/s) [15m36s:1m38s] 90% |███████████████████████████ | (132324/146578, 145 it/s) [15m36s:1m38s] 90% |███████████████████████████ | (132336/146578, 145 it/s) [15m36s:1m38s] 90% |███████████████████████████ | (132351/146578, 145 it/s) [15m36s:1m38s] 90% |███████████████████████████ | (132367/146578, 145 it/s) [15m36s:1m38s] 90% |███████████████████████████ | (132382/146578, 155 it/s) [15m36s:1m31s] 90% |███████████████████████████ | (132399/146578, 155 it/s) [15m36s:1m31s] 90% |███████████████████████████ | (132412/146578, 155 it/s) [15m36s:1m31s] 90% |███████████████████████████ | (132428/146578, 155 it/s) [15m36s:1m31s] 90% |███████████████████████████ | (132443/146578, 155 it/s) [15m37s:1m31s] 90% |███████████████████████████ | (132459/146578, 155 it/s) [15m37s:1m31s] 90% |███████████████████████████ | (132469/146578, 162 it/s) [15m37s:1m27s] 90% |███████████████████████████ | (132476/146578, 162 it/s) [15m37s:1m27s] 90% |███████████████████████████ | (132481/146578, 162 it/s) [15m37s:1m27s] 90% |███████████████████████████ | (132487/146578, 162 it/s) [15m37s:1m27s] 90% |███████████████████████████ | (132492/146578, 162 it/s) [15m37s:1m27s] 90% |███████████████████████████ | (132497/146578, 145 it/s) [15m37s:1m37s] 90% |███████████████████████████ | (132504/146578, 145 it/s) [15m38s:1m36s] 90% |███████████████████████████ | (132511/146578, 145 it/s) [15m38s:1m36s] 90% |███████████████████████████ | (132515/146578, 145 it/s) [15m38s:1m36s] 90% |███████████████████████████ | (132520/146578, 145 it/s) [15m38s:1m36s] 90% |███████████████████████████ | (132526/146578, 129 it/s) [15m38s:1m48s] 90% |███████████████████████████ | (132533/146578, 129 it/s) [15m38s:1m48s] 90% |███████████████████████████ | (132540/146578, 129 it/s) [15m38s:1m48s] 90% |███████████████████████████ | (132549/146578, 129 it/s) [15m38s:1m48s] 90% |███████████████████████████ | (132555/146578, 129 it/s) [15m38s:1m48s] 90% |███████████████████████████ | (132562/146578, 125 it/s) [15m38s:1m52s] 90% |███████████████████████████ | (132577/146578, 125 it/s) [15m39s:1m52s] 90% |███████████████████████████ | (132591/146578, 125 it/s) [15m39s:1m52s] 90% |███████████████████████████ | (132603/146578, 125 it/s) [15m39s:1m52s] 90% |███████████████████████████ | (132616/146578, 125 it/s) [15m39s:1m52s] 90% |███████████████████████████ | (132628/146578, 125 it/s) [15m39s:1m52s] 90% |███████████████████████████ | (132642/146578, 125 it/s) [15m39s:1m51s] 90% |███████████████████████████ | (132654/146578, 125 it/s) [15m39s:1m51s] 90% |███████████████████████████ | (132669/146578, 135 it/s) [15m39s:1m43s] 90% |███████████████████████████ | (132684/146578, 135 it/s) [15m39s:1m42s] 90% |███████████████████████████ | (132700/146578, 135 it/s) [15m39s:1m42s] 90% |███████████████████████████ | (132712/146578, 135 it/s) [15m39s:1m42s] 90% |███████████████████████████ | (132724/146578, 135 it/s) [15m39s:1m42s] 90% |███████████████████████████ | (132739/146578, 135 it/s) [15m39s:1m42s] 90% |███████████████████████████ | (132751/146578, 135 it/s) [15m39s:1m42s] 90% |███████████████████████████ | (132768/146578, 140 it/s) [15m40s:1m38s] 90% |███████████████████████████ | (132779/146578, 140 it/s) [15m40s:1m38s] 90% |███████████████████████████ | (132785/146578, 140 it/s) [15m40s:1m38s] 90% |███████████████████████████ | (132798/146578, 140 it/s) [15m40s:1m38s] 90% |███████████████████████████ | (132813/146578, 140 it/s) [15m40s:1m38s] 90% |███████████████████████████ | (132827/146578, 140 it/s) [15m40s:1m38s] 90% |███████████████████████████ | (132841/146578, 149 it/s) [15m40s:1m31s] 90% |███████████████████████████ | (132856/146578, 149 it/s) [15m40s:1m31s] 90% |███████████████████████████ | (132867/146578, 149 it/s) [15m40s:1m31s] 90% |███████████████████████████ | (132880/146578, 149 it/s) [15m40s:1m31s] 90% |███████████████████████████ | (132892/146578, 149 it/s) [15m40s:1m31s] 90% |███████████████████████████ | (132894/146578, 149 it/s) [15m40s:1m31s] 90% |███████████████████████████ | (132895/146578, 149 it/s) [15m40s:1m31s] 90% |███████████████████████████ | (132902/146578, 141 it/s) [15m41s:1m36s] 90% |███████████████████████████ | (132909/146578, 141 it/s) [15m41s:1m36s] 90% |███████████████████████████ | (132915/146578, 141 it/s) [15m41s:1m36s] 90% |███████████████████████████ | (132922/146578, 141 it/s) [15m41s:1m36s] 90% |███████████████████████████ | (132929/146578, 127 it/s) [15m41s:1m47s] 90% |███████████████████████████ | (132945/146578, 127 it/s) [15m41s:1m47s] 90% |███████████████████████████ | (132960/146578, 127 it/s) [15m41s:1m47s] 90% |███████████████████████████ | (132973/146578, 127 it/s) [15m41s:1m47s] 90% |███████████████████████████ | (132989/146578, 127 it/s) [15m41s:1m47s] 90% |███████████████████████████ | (133005/146578, 127 it/s) [15m41s:1m47s] 90% |███████████████████████████ | (133018/146578, 127 it/s) [15m42s:1m47s] 90% |███████████████████████████ | (133033/146578, 124 it/s) [15m42s:1m49s] 90% |███████████████████████████ | (133048/146578, 124 it/s) [15m42s:1m48s] 90% |███████████████████████████ | (133063/146578, 124 it/s) [15m42s:1m48s] 90% |███████████████████████████ | (133077/146578, 124 it/s) [15m42s:1m48s] 90% |███████████████████████████ | (133096/146578, 124 it/s) [15m42s:1m48s] 90% |███████████████████████████ | (133110/146578, 124 it/s) [15m42s:1m48s] 90% |███████████████████████████ | (133125/146578, 124 it/s) [15m42s:1m48s] 90% |███████████████████████████ | (133137/146578, 131 it/s) [15m42s:1m42s] 90% |███████████████████████████ | (133153/146578, 131 it/s) [15m42s:1m42s] 90% |███████████████████████████ | (133166/146578, 131 it/s) [15m42s:1m42s] 90% |███████████████████████████ | (133173/146578, 131 it/s) [15m42s:1m42s] 90% |███████████████████████████ | (133174/146578, 131 it/s) [15m42s:1m42s] 90% |███████████████████████████ | (133188/146578, 131 it/s) [15m42s:1m42s] 90% |███████████████████████████ | (133204/146578, 139 it/s) [15m43s:1m36s] 90% |███████████████████████████ | (133220/146578, 139 it/s) [15m43s:1m36s] 90% |███████████████████████████ | (133238/146578, 139 it/s) [15m43s:1m36s] 90% |███████████████████████████ | (133239/146578, 139 it/s) [15m43s:1m36s] 90% |███████████████████████████ | (133249/146578, 139 it/s) [15m43s:1m35s] 90% |███████████████████████████ | (133257/146578, 144 it/s) [15m43s:1m32s] 90% |███████████████████████████ | (133272/146578, 144 it/s) [15m43s:1m32s] 90% |███████████████████████████ | (133288/146578, 144 it/s) [15m43s:1m32s] 90% |███████████████████████████ | (133295/146578, 144 it/s) [15m43s:1m32s] 90% |███████████████████████████ | (133309/146578, 144 it/s) [15m43s:1m31s] 90% |███████████████████████████ | (133315/146578, 149 it/s) [15m44s:1m29s] 90% |███████████████████████████ | (133324/146578, 149 it/s) [15m44s:1m29s] 90% |███████████████████████████ | (133327/146578, 149 it/s) [15m44s:1m29s] 90% |███████████████████████████ | (133331/146578, 149 it/s) [15m44s:1m29s] 90% |███████████████████████████ | (133338/146578, 149 it/s) [15m44s:1m29s] 90% |███████████████████████████ | (133343/146578, 134 it/s) [15m44s:1m39s] 90% |███████████████████████████ | (133351/146578, 134 it/s) [15m44s:1m39s] 90% |███████████████████████████ | (133357/146578, 134 it/s) [15m44s:1m38s] 90% |███████████████████████████ | (133363/146578, 134 it/s) [15m44s:1m38s] 90% |███████████████████████████ | (133369/146578, 134 it/s) [15m45s:1m38s] 90% |███████████████████████████ | (133376/146578, 117 it/s) [15m45s:1m52s] 91% |███████████████████████████ | (133392/146578, 117 it/s) [15m45s:1m52s] 91% |███████████████████████████ | (133408/146578, 117 it/s) [15m45s:1m52s] 91% |███████████████████████████ | (133423/146578, 117 it/s) [15m45s:1m52s] 91% |███████████████████████████ | (133433/146578, 117 it/s) [15m45s:1m52s] 91% |███████████████████████████ | (133435/146578, 117 it/s) [15m45s:1m51s] 91% |███████████████████████████ | (133440/146578, 115 it/s) [15m45s:1m54s] 91% |███████████████████████████ | (133450/146578, 115 it/s) [15m46s:1m54s] 91% |███████████████████████████ | (133465/146578, 115 it/s) [15m46s:1m53s] 91% |███████████████████████████ | (133471/146578, 115 it/s) [15m46s:1m53s] 91% |███████████████████████████ | (133481/146578, 115 it/s) [15m46s:1m53s] 91% |███████████████████████████ | (133489/146578, 111 it/s) [15m46s:1m57s] 91% |███████████████████████████ | (133494/146578, 111 it/s) [15m46s:1m57s] 91% |███████████████████████████ | (133500/146578, 111 it/s) [15m46s:1m57s] 91% |███████████████████████████ | (133503/146578, 111 it/s) [15m46s:1m57s] 91% |███████████████████████████ | (133508/146578, 111 it/s) [15m46s:1m57s] 91% |███████████████████████████ | (133513/146578, 110 it/s) [15m47s:1m58s] 91% |███████████████████████████ | (133528/146578, 110 it/s) [15m47s:1m58s] 91% |███████████████████████████ | (133542/146578, 110 it/s) [15m47s:1m58s] 91% |███████████████████████████ | (133557/146578, 110 it/s) [15m47s:1m58s] 91% |███████████████████████████ | (133571/146578, 110 it/s) [15m47s:1m58s] 91% |███████████████████████████ | (133587/146578, 110 it/s) [15m47s:1m58s] 91% |███████████████████████████ | (133602/146578, 110 it/s) [15m47s:1m58s] 91% |███████████████████████████ | (133618/146578, 110 it/s) [15m47s:1m58s] 91% |███████████████████████████ | (133634/146578, 112 it/s) [15m47s:1m55s] 91% |███████████████████████████ | (133650/146578, 112 it/s) [15m47s:1m55s] 91% |███████████████████████████ | (133665/146578, 112 it/s) [15m47s:1m55s] 91% |███████████████████████████ | (133679/146578, 112 it/s) [15m47s:1m54s] 91% |███████████████████████████ | (133695/146578, 112 it/s) [15m47s:1m54s] 91% |███████████████████████████ | (133708/146578, 112 it/s) [15m47s:1m54s] 91% |███████████████████████████ | (133725/146578, 112 it/s) [15m48s:1m54s] 91% |███████████████████████████ | (133741/146578, 112 it/s) [15m48s:1m54s] 91% |███████████████████████████ | (133757/146578, 112 it/s) [15m48s:1m54s] 91% |███████████████████████████ | (133772/146578, 112 it/s) [15m48s:1m53s] 91% |███████████████████████████ | (133789/146578, 112 it/s) [15m48s:1m53s] 91% |███████████████████████████ | (133805/146578, 112 it/s) [15m48s:1m53s] 91% |███████████████████████████ | (133821/146578, 112 it/s) [15m48s:1m53s] 91% |███████████████████████████ | (133833/146578, 112 it/s) [15m48s:1m53s] 91% |███████████████████████████ | (133847/146578, 122 it/s) [15m48s:1m44s] 91% |███████████████████████████ | (133859/146578, 122 it/s) [15m48s:1m44s] 91% |███████████████████████████ | (133871/146578, 122 it/s) [15m48s:1m44s] 91% |███████████████████████████ | (133882/146578, 122 it/s) [15m48s:1m44s] 91% |███████████████████████████ | (133897/146578, 122 it/s) [15m49s:1m43s] 91% |███████████████████████████ | (133912/146578, 124 it/s) [15m49s:1m42s] 91% |███████████████████████████ | (133928/146578, 124 it/s) [15m49s:1m42s] 91% |███████████████████████████ | (133943/146578, 124 it/s) [15m49s:1m42s] 91% |███████████████████████████ | (133944/146578, 124 it/s) [15m49s:1m42s] 91% |███████████████████████████ | (133952/146578, 124 it/s) [15m49s:1m41s] 91% |███████████████████████████ | (133969/146578, 124 it/s) [15m49s:1m41s] 91% |███████████████████████████ | (133985/146578, 126 it/s) [15m49s:1m39s] 91% |███████████████████████████ | (133993/146578, 126 it/s) [15m49s:1m39s] 91% |███████████████████████████ | (134011/146578, 126 it/s) [15m49s:1m39s] 91% |███████████████████████████ | (134016/146578, 126 it/s) [15m49s:1m39s] 91% |███████████████████████████ | (134017/146578, 126 it/s) [15m50s:1m39s] 91% |███████████████████████████ | (134023/146578, 130 it/s) [15m50s:1m36s] 91% |███████████████████████████ | (134028/146578, 130 it/s) [15m50s:1m36s] 91% |███████████████████████████ | (134030/146578, 126 it/s) [15m50s:1m39s] 91% |███████████████████████████ | (134045/146578, 126 it/s) [15m50s:1m39s] 91% |███████████████████████████ | (134060/146578, 126 it/s) [15m50s:1m38s] 91% |███████████████████████████ | (134074/146578, 126 it/s) [15m50s:1m38s] 91% |███████████████████████████ | (134089/146578, 126 it/s) [15m50s:1m38s] 91% |███████████████████████████ | (134106/146578, 126 it/s) [15m50s:1m38s] 91% |███████████████████████████ | (134122/146578, 126 it/s) [15m51s:1m38s] 91% |███████████████████████████ | (134140/146578, 126 it/s) [15m51s:1m38s] 91% |███████████████████████████ | (134155/146578, 138 it/s) [15m51s:1m29s] 91% |███████████████████████████ | (134174/146578, 138 it/s) [15m51s:1m29s] 91% |███████████████████████████ | (134190/146578, 138 it/s) [15m51s:1m29s] 91% |███████████████████████████ | (134209/146578, 138 it/s) [15m51s:1m29s] 91% |███████████████████████████ | (134225/146578, 138 it/s) [15m51s:1m29s] 91% |███████████████████████████ | (134243/146578, 138 it/s) [15m51s:1m29s] 91% |███████████████████████████ | (134259/146578, 138 it/s) [15m51s:1m29s] 91% |███████████████████████████ | (134274/146578, 154 it/s) [15m51s:1m20s] 91% |███████████████████████████ | (134290/146578, 154 it/s) [15m51s:1m19s] 91% |███████████████████████████ | (134302/146578, 154 it/s) [15m51s:1m19s] 91% |███████████████████████████ | (134317/146578, 154 it/s) [15m51s:1m19s] 91% |███████████████████████████ | (134328/146578, 154 it/s) [15m51s:1m19s] 91% |███████████████████████████ | (134343/146578, 154 it/s) [15m52s:1m19s] 91% |███████████████████████████ | (134356/146578, 154 it/s) [15m52s:1m19s] 91% |███████████████████████████ | (134368/146578, 167 it/s) [15m52s:1m13s] 91% |███████████████████████████ | (134380/146578, 167 it/s) [15m52s:1m13s] 91% |███████████████████████████ | (134397/146578, 167 it/s) [15m52s:1m12s] 91% |███████████████████████████ | (134415/146578, 167 it/s) [15m52s:1m12s] 91% |███████████████████████████ | (134432/146578, 167 it/s) [15m52s:1m12s] 91% |███████████████████████████ | (134441/146578, 167 it/s) [15m52s:1m12s] 91% |███████████████████████████ | (134453/146578, 167 it/s) [15m52s:1m12s] 91% |███████████████████████████ | (134459/146578, 167 it/s) [15m52s:1m12s] 91% |███████████████████████████ | (134460/146578, 162 it/s) [15m52s:1m14s] 91% |███████████████████████████ | (134474/146578, 162 it/s) [15m52s:1m14s] 91% |███████████████████████████ | (134489/146578, 162 it/s) [15m52s:1m14s] 91% |███████████████████████████ | (134505/146578, 162 it/s) [15m52s:1m14s] 91% |███████████████████████████ | (134521/146578, 162 it/s) [15m53s:1m14s] 91% |███████████████████████████ | (134535/146578, 162 it/s) [15m53s:1m14s] 91% |███████████████████████████ | (134543/146578, 155 it/s) [15m53s:1m17s] 91% |███████████████████████████ | (134558/146578, 155 it/s) [15m53s:1m17s] 91% |███████████████████████████ | (134573/146578, 155 it/s) [15m53s:1m17s] 91% |███████████████████████████ | (134586/146578, 155 it/s) [15m53s:1m17s] 91% |███████████████████████████ | (134603/146578, 155 it/s) [15m53s:1m17s] 91% |███████████████████████████ | (134618/146578, 155 it/s) [15m53s:1m17s] 91% |███████████████████████████ | (134622/146578, 147 it/s) [15m53s:1m21s] 91% |███████████████████████████ | (134640/146578, 147 it/s) [15m53s:1m21s] 91% |███████████████████████████ | (134658/146578, 147 it/s) [15m53s:1m20s] 91% |███████████████████████████ | (134673/146578, 147 it/s) [15m54s:1m20s] 91% |███████████████████████████ | (134689/146578, 147 it/s) [15m54s:1m20s] 91% |███████████████████████████ | (134700/146578, 147 it/s) [15m54s:1m20s] 91% |███████████████████████████ | (134705/146578, 151 it/s) [15m54s:1m18s] 91% |███████████████████████████ | (134719/146578, 151 it/s) [15m54s:1m18s] 91% |███████████████████████████ | (134735/146578, 151 it/s) [15m54s:1m18s] 91% |███████████████████████████ | (134750/146578, 151 it/s) [15m54s:1m18s] 91% |███████████████████████████ | (134766/146578, 151 it/s) [15m54s:1m18s] 91% |███████████████████████████ | (134778/146578, 151 it/s) [15m54s:1m18s] 91% |███████████████████████████ | (134786/146578, 153 it/s) [15m54s:1m16s] 91% |███████████████████████████ | (134802/146578, 153 it/s) [15m54s:1m16s] 91% |███████████████████████████ | (134816/146578, 153 it/s) [15m55s:1m16s] 91% |███████████████████████████ | (134833/146578, 153 it/s) [15m55s:1m16s] 91% |███████████████████████████ | (134851/146578, 153 it/s) [15m55s:1m16s] 92% |███████████████████████████ | (134862/146578, 153 it/s) [15m55s:1m16s] 92% |███████████████████████████ | (134869/146578, 157 it/s) [15m55s:1m14s] 92% |███████████████████████████ | (134884/146578, 157 it/s) [15m55s:1m14s] 92% |███████████████████████████ | (134896/146578, 157 it/s) [15m55s:1m14s] 92% |███████████████████████████ | (134911/146578, 157 it/s) [15m55s:1m14s] 92% |███████████████████████████ | (134918/146578, 157 it/s) [15m55s:1m14s] 92% |████████████████████████████ | (134927/146578, 167 it/s) [15m56s:1m9s] 92% |████████████████████████████ | (134941/146578, 167 it/s) [15m56s:1m9s] 92% |████████████████████████████ | (134942/146578, 167 it/s) [15m56s:1m9s] 92% |████████████████████████████ | (134954/146578, 167 it/s) [15m56s:1m9s] 92% |████████████████████████████ | (134969/146578, 167 it/s) [15m56s:1m9s] 92% |████████████████████████████ | (134984/146578, 167 it/s) [15m56s:1m9s] 92% |███████████████████████████ | (135000/146578, 157 it/s) [15m56s:1m13s] 92% |███████████████████████████ | (135009/146578, 157 it/s) [15m56s:1m13s] 92% |███████████████████████████ | (135015/146578, 157 it/s) [15m56s:1m13s] 92% |███████████████████████████ | (135016/146578, 157 it/s) [15m56s:1m13s] 92% |███████████████████████████ | (135032/146578, 157 it/s) [15m57s:1m13s] 92% |███████████████████████████ | (135047/146578, 157 it/s) [15m57s:1m13s] 92% |███████████████████████████ | (135056/146578, 143 it/s) [15m57s:1m20s] 92% |███████████████████████████ | (135071/146578, 143 it/s) [15m57s:1m20s] 92% |███████████████████████████ | (135077/146578, 143 it/s) [15m57s:1m20s] 92% |███████████████████████████ | (135092/146578, 143 it/s) [15m57s:1m20s] 92% |███████████████████████████ | (135101/146578, 143 it/s) [15m57s:1m20s] 92% |███████████████████████████ | (135102/146578, 143 it/s) [15m57s:1m20s] 92% |███████████████████████████ | (135116/146578, 138 it/s) [15m57s:1m22s] 92% |███████████████████████████ | (135131/146578, 138 it/s) [15m57s:1m22s] 92% |███████████████████████████ | (135146/146578, 138 it/s) [15m57s:1m22s] 92% |███████████████████████████ | (135159/146578, 138 it/s) [15m57s:1m22s] 92% |███████████████████████████ | (135166/146578, 138 it/s) [15m57s:1m22s] 92% |███████████████████████████ | (135180/146578, 138 it/s) [15m58s:1m22s] 92% |███████████████████████████ | (135192/146578, 136 it/s) [15m58s:1m23s] 92% |███████████████████████████ | (135195/146578, 136 it/s) [15m58s:1m23s] 92% |███████████████████████████ | (135209/146578, 136 it/s) [15m58s:1m23s] 92% |███████████████████████████ | (135223/146578, 136 it/s) [15m58s:1m23s] 92% |███████████████████████████ | (135237/146578, 136 it/s) [15m58s:1m23s] 92% |███████████████████████████ | (135251/146578, 136 it/s) [15m58s:1m23s] 92% |███████████████████████████ | (135254/146578, 134 it/s) [15m58s:1m24s] 92% |███████████████████████████ | (135263/146578, 134 it/s) [15m58s:1m24s] 92% |███████████████████████████ | (135264/146578, 134 it/s) [15m58s:1m24s] 92% |███████████████████████████ | (135270/146578, 134 it/s) [15m58s:1m24s] 92% |███████████████████████████ | (135285/146578, 134 it/s) [15m59s:1m24s] 92% |███████████████████████████ | (135300/146578, 134 it/s) [15m59s:1m24s] 92% |███████████████████████████ | (135312/146578, 130 it/s) [15m59s:1m26s] 92% |███████████████████████████ | (135326/146578, 130 it/s) [15m59s:1m26s] 92% |███████████████████████████ | (135328/146578, 130 it/s) [15m59s:1m26s] 92% |███████████████████████████ | (135336/146578, 130 it/s) [15m59s:1m26s] 92% |███████████████████████████ | (135351/146578, 130 it/s) [15m59s:1m26s] 92% |███████████████████████████ | (135365/146578, 130 it/s) [15m59s:1m26s] 92% |███████████████████████████ | (135373/146578, 125 it/s) [15m59s:1m29s] 92% |███████████████████████████ | (135389/146578, 125 it/s) [15m59s:1m29s] 92% |███████████████████████████ | (135390/146578, 125 it/s) [15m59s:1m29s] 92% |████████████████████████████ | (135397/146578, 125 it/s) [16m0s:1m29s] 92% |████████████████████████████ | (135400/146578, 125 it/s) [16m0s:1m29s] 92% |████████████████████████████ | (135405/146578, 116 it/s) [16m0s:1m36s] 92% |████████████████████████████ | (135409/146578, 116 it/s) [16m0s:1m36s] 92% |████████████████████████████ | (135421/146578, 116 it/s) [16m0s:1m36s] 92% |████████████████████████████ | (135435/146578, 116 it/s) [16m0s:1m36s] 92% |████████████████████████████ | (135441/146578, 111 it/s) [16m0s:1m40s] 92% |████████████████████████████ | (135442/146578, 111 it/s) [16m0s:1m40s] 92% |████████████████████████████ | (135460/146578, 111 it/s) [16m1s:1m39s] 92% |████████████████████████████ | (135475/146578, 111 it/s) [16m1s:1m39s] 92% |████████████████████████████ | (135488/146578, 111 it/s) [16m1s:1m39s] 92% |████████████████████████████ | (135503/146578, 111 it/s) [16m1s:1m39s] 92% |████████████████████████████ | (135518/146578, 113 it/s) [16m1s:1m37s] 92% |████████████████████████████ | (135522/146578, 113 it/s) [16m1s:1m37s] 92% |████████████████████████████ | (135535/146578, 113 it/s) [16m1s:1m37s] 92% |████████████████████████████ | (135547/146578, 113 it/s) [16m1s:1m37s] 92% |████████████████████████████ | (135564/146578, 113 it/s) [16m1s:1m37s] 92% |████████████████████████████ | (135576/146578, 112 it/s) [16m1s:1m38s] 92% |████████████████████████████ | (135592/146578, 112 it/s) [16m1s:1m38s] 92% |████████████████████████████ | (135594/146578, 112 it/s) [16m2s:1m38s] 92% |████████████████████████████ | (135599/146578, 112 it/s) [16m2s:1m38s] 92% |████████████████████████████ | (135614/146578, 112 it/s) [16m2s:1m38s] 92% |████████████████████████████ | (135628/146578, 113 it/s) [16m2s:1m37s] 92% |████████████████████████████ | (135645/146578, 113 it/s) [16m2s:1m36s] 92% |████████████████████████████ | (135658/146578, 113 it/s) [16m2s:1m36s] 92% |████████████████████████████ | (135672/146578, 113 it/s) [16m2s:1m36s] 92% |████████████████████████████ | (135688/146578, 113 it/s) [16m2s:1m36s] 92% |████████████████████████████ | (135703/146578, 115 it/s) [16m2s:1m34s] 92% |████████████████████████████ | (135717/146578, 115 it/s) [16m2s:1m34s] 92% |████████████████████████████ | (135732/146578, 115 it/s) [16m2s:1m33s] 92% |████████████████████████████ | (135750/146578, 115 it/s) [16m2s:1m33s] 92% |████████████████████████████ | (135765/146578, 115 it/s) [16m3s:1m33s] 92% |████████████████████████████ | (135781/146578, 115 it/s) [16m3s:1m33s] 92% |████████████████████████████ | (135794/146578, 117 it/s) [16m3s:1m32s] 92% |████████████████████████████ | (135808/146578, 117 it/s) [16m3s:1m32s] 92% |████████████████████████████ | (135820/146578, 117 it/s) [16m3s:1m32s] 92% |████████████████████████████ | (135833/146578, 117 it/s) [16m3s:1m31s] 92% |████████████████████████████ | (135847/146578, 117 it/s) [16m3s:1m31s] 92% |████████████████████████████ | (135863/146578, 117 it/s) [16m3s:1m31s] 92% |████████████████████████████ | (135869/146578, 118 it/s) [16m3s:1m30s] 92% |████████████████████████████ | (135884/146578, 118 it/s) [16m3s:1m30s] 92% |████████████████████████████ | (135900/146578, 118 it/s) [16m4s:1m30s] 92% |████████████████████████████ | (135914/146578, 118 it/s) [16m4s:1m30s] 92% |████████████████████████████ | (135930/146578, 118 it/s) [16m4s:1m29s] 92% |████████████████████████████ | (135937/146578, 118 it/s) [16m4s:1m29s] 92% |████████████████████████████ | (135946/146578, 120 it/s) [16m4s:1m28s] 92% |████████████████████████████ | (135952/146578, 120 it/s) [16m4s:1m28s] 92% |████████████████████████████ | (135965/146578, 120 it/s) [16m4s:1m28s] 92% |████████████████████████████ | (135979/146578, 120 it/s) [16m4s:1m27s] 92% |████████████████████████████ | (135987/146578, 120 it/s) [16m4s:1m27s] 92% |████████████████████████████ | (136003/146578, 120 it/s) [16m4s:1m27s] 92% |████████████████████████████ | (136004/146578, 120 it/s) [16m5s:1m28s] 92% |████████████████████████████ | (136009/146578, 120 it/s) [16m5s:1m28s] 92% |████████████████████████████ | (136013/146578, 120 it/s) [16m5s:1m28s] 92% |████████████████████████████ | (136016/146578, 120 it/s) [16m5s:1m28s] 92% |████████████████████████████ | (136021/146578, 120 it/s) [16m5s:1m28s] 92% |████████████████████████████ | (136027/146578, 117 it/s) [16m5s:1m30s] 92% |████████████████████████████ | (136034/146578, 117 it/s) [16m6s:1m30s] 92% |████████████████████████████ | (136046/146578, 114 it/s) [16m6s:1m32s] 92% |████████████████████████████ | (136053/146578, 114 it/s) [16m6s:1m32s] 92% |████████████████████████████ | (136054/146578, 114 it/s) [16m6s:1m32s] 92% |████████████████████████████ | (136060/146578, 114 it/s) [16m6s:1m32s] 92% |████████████████████████████ | (136067/146578, 114 it/s) [16m6s:1m32s] 92% |████████████████████████████ | (136073/146578, 105 it/s) [16m6s:1m40s] 92% |████████████████████████████ | (136079/146578, 105 it/s) [16m6s:1m40s] 92% |████████████████████████████ | (136085/146578, 105 it/s) [16m6s:1m39s] 92% |████████████████████████████ | (136091/146578, 105 it/s) [16m6s:1m39s] 92% |████████████████████████████ | (136098/146578, 105 it/s) [16m7s:1m39s] 92% |█████████████████████████████ | (136104/146578, 99 it/s) [16m7s:1m46s] 92% |█████████████████████████████ | (136110/146578, 99 it/s) [16m7s:1m46s] 92% |█████████████████████████████ | (136125/146578, 99 it/s) [16m7s:1m45s] 92% |█████████████████████████████ | (136139/146578, 99 it/s) [16m7s:1m45s] 92% |█████████████████████████████ | (136155/146578, 99 it/s) [16m7s:1m45s] 92% |█████████████████████████████ | (136170/146578, 99 it/s) [16m7s:1m45s] 92% |█████████████████████████████ | (136187/146578, 99 it/s) [16m7s:1m45s] 92% |████████████████████████████ | (136204/146578, 107 it/s) [16m7s:1m37s] 92% |████████████████████████████ | (136218/146578, 107 it/s) [16m7s:1m37s] 92% |████████████████████████████ | (136225/146578, 107 it/s) [16m8s:1m37s] 92% |████████████████████████████ | (136232/146578, 107 it/s) [16m8s:1m37s] 92% |█████████████████████████████ | (136237/146578, 98 it/s) [16m8s:1m45s] 92% |█████████████████████████████ | (136244/146578, 98 it/s) [16m8s:1m45s] 92% |█████████████████████████████ | (136250/146578, 98 it/s) [16m8s:1m45s] 92% |█████████████████████████████ | (136263/146578, 98 it/s) [16m8s:1m45s] 92% |█████████████████████████████ | (136278/146578, 98 it/s) [16m8s:1m44s] 92% |█████████████████████████████ | (136289/146578, 93 it/s) [16m8s:1m50s] 92% |█████████████████████████████ | (136293/146578, 93 it/s) [16m8s:1m50s] 92% |█████████████████████████████ | (136300/146578, 93 it/s) [16m8s:1m50s] 92% |█████████████████████████████ | (136308/146578, 93 it/s) [16m9s:1m50s] 92% |██████████████████████████████ | (136314/146578, 84 it/s) [16m9s:2m2s] 93% |██████████████████████████████ | (136320/146578, 84 it/s) [16m9s:2m2s] 93% |██████████████████████████████ | (136326/146578, 84 it/s) [16m9s:2m2s] 93% |██████████████████████████████ | (136332/146578, 84 it/s) [16m9s:2m2s] 93% |██████████████████████████████ | (136339/146578, 84 it/s) [16m9s:2m2s] 93% |█████████████████████████████ | (136357/146578, 79 it/s) [16m9s:2m10s] 93% |██████████████████████████████ | (136373/146578, 79 it/s) [16m9s:2m9s] 93% |██████████████████████████████ | (136388/146578, 79 it/s) [16m9s:2m9s] 93% |█████████████████████████████ | (136404/146578, 79 it/s) [16m10s:2m9s] 93% |█████████████████████████████ | (136419/146578, 79 it/s) [16m10s:2m9s] 93% |█████████████████████████████ | (136431/146578, 79 it/s) [16m10s:2m9s] 93% |████████████████████████████ | (136446/146578, 86 it/s) [16m10s:1m58s] 93% |████████████████████████████ | (136457/146578, 86 it/s) [16m10s:1m58s] 93% |████████████████████████████ | (136472/146578, 86 it/s) [16m10s:1m58s] 93% |████████████████████████████ | (136483/146578, 86 it/s) [16m10s:1m57s] 93% |████████████████████████████ | (136500/146578, 86 it/s) [16m10s:1m57s] 93% |████████████████████████████ | (136514/146578, 86 it/s) [16m10s:1m57s] 93% |████████████████████████████ | (136530/146578, 86 it/s) [16m10s:1m57s] 93% |███████████████████████████ | (136546/146578, 102 it/s) [16m10s:1m38s] 93% |███████████████████████████ | (136559/146578, 102 it/s) [16m10s:1m38s] 93% |███████████████████████████ | (136575/146578, 102 it/s) [16m10s:1m38s] 93% |███████████████████████████ | (136577/146578, 102 it/s) [16m11s:1m38s] 93% |███████████████████████████ | (136591/146578, 102 it/s) [16m11s:1m37s] 93% |███████████████████████████ | (136607/146578, 110 it/s) [16m11s:1m30s] 93% |███████████████████████████ | (136620/146578, 110 it/s) [16m11s:1m30s] 93% |███████████████████████████ | (136631/146578, 110 it/s) [16m11s:1m30s] 93% |███████████████████████████ | (136646/146578, 110 it/s) [16m11s:1m30s] 93% |███████████████████████████ | (136664/146578, 110 it/s) [16m11s:1m30s] 93% |███████████████████████████ | (136681/146578, 118 it/s) [16m11s:1m23s] 93% |███████████████████████████ | (136697/146578, 118 it/s) [16m11s:1m23s] 93% |███████████████████████████ | (136714/146578, 118 it/s) [16m11s:1m23s] 93% |███████████████████████████ | (136721/146578, 118 it/s) [16m12s:1m23s] 93% |███████████████████████████ | (136722/146578, 118 it/s) [16m12s:1m23s] 93% |███████████████████████████ | (136738/146578, 118 it/s) [16m12s:1m23s] 93% |███████████████████████████ | (136755/146578, 127 it/s) [16m12s:1m17s] 93% |███████████████████████████ | (136770/146578, 127 it/s) [16m12s:1m17s] 93% |███████████████████████████ | (136786/146578, 127 it/s) [16m12s:1m17s] 93% |███████████████████████████ | (136801/146578, 127 it/s) [16m12s:1m17s] 93% |███████████████████████████ | (136810/146578, 127 it/s) [16m12s:1m17s] 93% |███████████████████████████ | (136825/146578, 127 it/s) [16m12s:1m17s] 93% |███████████████████████████ | (136837/146578, 127 it/s) [16m12s:1m17s] 93% |███████████████████████████ | (136852/146578, 129 it/s) [16m12s:1m15s] 93% |███████████████████████████ | (136862/146578, 129 it/s) [16m12s:1m15s] 93% |███████████████████████████ | (136877/146578, 129 it/s) [16m12s:1m15s] 93% |███████████████████████████ | (136889/146578, 129 it/s) [16m12s:1m15s] 93% |███████████████████████████ | (136903/146578, 129 it/s) [16m13s:1m15s] 93% |███████████████████████████ | (136917/146578, 129 it/s) [16m13s:1m15s] 93% |███████████████████████████ | (136932/146578, 129 it/s) [16m13s:1m14s] 93% |████████████████████████████ | (136947/146578, 141 it/s) [16m13s:1m8s] 93% |████████████████████████████ | (136958/146578, 141 it/s) [16m13s:1m8s] 93% |████████████████████████████ | (136965/146578, 141 it/s) [16m13s:1m8s] 93% |████████████████████████████ | (136970/146578, 141 it/s) [16m13s:1m7s] 93% |████████████████████████████ | (136986/146578, 141 it/s) [16m13s:1m7s] 93% |████████████████████████████ | (137003/146578, 140 it/s) [16m13s:1m8s] 93% |████████████████████████████ | (137004/146578, 140 it/s) [16m13s:1m8s] 93% |████████████████████████████ | (137014/146578, 140 it/s) [16m14s:1m8s] 93% |████████████████████████████ | (137021/146578, 140 it/s) [16m14s:1m8s] 93% |████████████████████████████ | (137030/146578, 142 it/s) [16m14s:1m7s] 93% |████████████████████████████ | (137048/146578, 142 it/s) [16m14s:1m7s] 93% |████████████████████████████ | (137064/146578, 142 it/s) [16m14s:1m6s] 93% |████████████████████████████ | (137082/146578, 142 it/s) [16m14s:1m6s] 93% |████████████████████████████ | (137094/146578, 142 it/s) [16m14s:1m6s] 93% |████████████████████████████ | (137110/146578, 142 it/s) [16m14s:1m6s] 93% |████████████████████████████ | (137123/146578, 142 it/s) [16m14s:1m6s] 93% |████████████████████████████ | (137138/146578, 142 it/s) [16m14s:1m6s] 93% |████████████████████████████ | (137151/146578, 157 it/s) [16m14s:1m0s] 93% |████████████████████████████ | (137168/146578, 157 it/s) [16m14s:1m0s] 93% |█████████████████████████████ | (137182/146578, 157 it/s) [16m14s:59s] 93% |█████████████████████████████ | (137196/146578, 157 it/s) [16m14s:59s] 93% |█████████████████████████████ | (137213/146578, 157 it/s) [16m15s:59s] 93% |█████████████████████████████ | (137226/146578, 157 it/s) [16m15s:59s] 93% |█████████████████████████████ | (137241/146578, 157 it/s) [16m15s:59s] 93% |█████████████████████████████ | (137252/146578, 160 it/s) [16m15s:58s] 93% |█████████████████████████████ | (137269/146578, 160 it/s) [16m15s:58s] 93% |█████████████████████████████ | (137283/146578, 160 it/s) [16m15s:57s] 93% |█████████████████████████████ | (137299/146578, 160 it/s) [16m15s:57s] 93% |█████████████████████████████ | (137302/146578, 160 it/s) [16m15s:57s] 93% |█████████████████████████████ | (137305/146578, 160 it/s) [16m15s:57s] 93% |████████████████████████████ | (137319/146578, 154 it/s) [16m15s:1m0s] 93% |████████████████████████████ | (137334/146578, 154 it/s) [16m15s:1m0s] 93% |████████████████████████████ | (137350/146578, 154 it/s) [16m15s:1m0s] 93% |█████████████████████████████ | (137364/146578, 154 it/s) [16m15s:59s] 93% |█████████████████████████████ | (137366/146578, 154 it/s) [16m16s:59s] 93% |████████████████████████████ | (137368/146578, 150 it/s) [16m16s:1m1s] 93% |████████████████████████████ | (137383/146578, 150 it/s) [16m16s:1m1s] 93% |████████████████████████████ | (137393/146578, 150 it/s) [16m16s:1m1s] 93% |████████████████████████████ | (137408/146578, 150 it/s) [16m16s:1m1s] 93% |████████████████████████████ | (137424/146578, 150 it/s) [16m16s:1m1s] 93% |████████████████████████████ | (137432/146578, 150 it/s) [16m16s:1m0s] 93% |████████████████████████████ | (137444/146578, 150 it/s) [16m16s:1m0s] 93% |████████████████████████████ | (137449/146578, 150 it/s) [16m17s:1m0s] 93% |████████████████████████████ | (137463/146578, 150 it/s) [16m17s:1m0s] 93% |████████████████████████████ | (137474/146578, 150 it/s) [16m17s:1m0s] 93% |████████████████████████████ | (137484/146578, 150 it/s) [16m17s:1m0s] 93% |████████████████████████████ | (137491/146578, 150 it/s) [16m17s:1m0s] 93% |████████████████████████████ | (137492/146578, 145 it/s) [16m17s:1m2s] 93% |████████████████████████████ | (137504/146578, 145 it/s) [16m17s:1m2s] 93% |████████████████████████████ | (137518/146578, 145 it/s) [16m17s:1m2s] 93% |████████████████████████████ | (137534/146578, 145 it/s) [16m17s:1m2s] 93% |████████████████████████████ | (137550/146578, 145 it/s) [16m17s:1m2s] 93% |████████████████████████████ | (137565/146578, 145 it/s) [16m17s:1m1s] 93% |████████████████████████████ | (137579/146578, 145 it/s) [16m17s:1m1s] 93% |████████████████████████████ | (137595/146578, 144 it/s) [16m17s:1m2s] 93% |████████████████████████████ | (137609/146578, 144 it/s) [16m18s:1m2s] 93% |████████████████████████████ | (137610/146578, 144 it/s) [16m18s:1m2s] 93% |████████████████████████████ | (137627/146578, 144 it/s) [16m18s:1m2s] 93% |████████████████████████████ | (137644/146578, 144 it/s) [16m18s:1m2s] 93% |████████████████████████████ | (137660/146578, 144 it/s) [16m18s:1m2s] 93% |████████████████████████████ | (137672/146578, 139 it/s) [16m18s:1m3s] 93% |████████████████████████████ | (137688/146578, 139 it/s) [16m18s:1m3s] 93% |████████████████████████████ | (137702/146578, 139 it/s) [16m18s:1m3s] 93% |████████████████████████████ | (137716/146578, 139 it/s) [16m18s:1m3s] 93% |████████████████████████████ | (137731/146578, 139 it/s) [16m18s:1m3s] 93% |████████████████████████████ | (137738/146578, 143 it/s) [16m18s:1m1s] 93% |████████████████████████████ | (137748/146578, 143 it/s) [16m19s:1m1s] 93% |████████████████████████████ | (137755/146578, 143 it/s) [16m19s:1m1s] 93% |████████████████████████████ | (137767/146578, 143 it/s) [16m19s:1m1s] 93% |████████████████████████████ | (137780/146578, 143 it/s) [16m19s:1m1s] 94% |█████████████████████████████ | (137788/146578, 146 it/s) [16m19s:1m0s] 94% |█████████████████████████████ | (137803/146578, 146 it/s) [16m19s:1m0s] 94% |█████████████████████████████ | (137804/146578, 146 it/s) [16m19s:1m0s] 94% |██████████████████████████████ | (137819/146578, 146 it/s) [16m19s:59s] 94% |█████████████████████████████ | (137836/146578, 132 it/s) [16m20s:1m6s] 94% |█████████████████████████████ | (137854/146578, 132 it/s) [16m20s:1m6s] 94% |█████████████████████████████ | (137870/146578, 132 it/s) [16m20s:1m5s] 94% |█████████████████████████████ | (137887/146578, 132 it/s) [16m20s:1m5s] 94% |█████████████████████████████ | (137895/146578, 132 it/s) [16m20s:1m5s] 94% |████████████████████████████ | (137896/146578, 124 it/s) [16m20s:1m10s] 94% |████████████████████████████ | (137909/146578, 124 it/s) [16m20s:1m10s] 94% |█████████████████████████████ | (137923/146578, 124 it/s) [16m20s:1m9s] 94% |█████████████████████████████ | (137940/146578, 124 it/s) [16m20s:1m9s] 94% |█████████████████████████████ | (137953/146578, 124 it/s) [16m20s:1m9s] 94% |█████████████████████████████ | (137966/146578, 124 it/s) [16m20s:1m9s] 94% |█████████████████████████████ | (137981/146578, 124 it/s) [16m20s:1m9s] 94% |█████████████████████████████ | (137993/146578, 124 it/s) [16m20s:1m9s] 94% |█████████████████████████████ | (137996/146578, 129 it/s) [16m21s:1m6s] 94% |█████████████████████████████ | (138008/146578, 129 it/s) [16m21s:1m6s] 94% |█████████████████████████████ | (138019/146578, 129 it/s) [16m21s:1m6s] 94% |█████████████████████████████ | (138035/146578, 128 it/s) [16m21s:1m6s] 94% |█████████████████████████████ | (138036/146578, 128 it/s) [16m21s:1m6s] 94% |█████████████████████████████ | (138052/146578, 128 it/s) [16m21s:1m6s] 94% |█████████████████████████████ | (138069/146578, 128 it/s) [16m21s:1m6s] 94% |█████████████████████████████ | (138086/146578, 128 it/s) [16m21s:1m6s] 94% |█████████████████████████████ | (138102/146578, 128 it/s) [16m21s:1m6s] 94% |█████████████████████████████ | (138116/146578, 128 it/s) [16m22s:1m6s] 94% |█████████████████████████████ | (138131/146578, 132 it/s) [16m22s:1m3s] 94% |█████████████████████████████ | (138146/146578, 132 it/s) [16m22s:1m3s] 94% |█████████████████████████████ | (138161/146578, 132 it/s) [16m22s:1m3s] 94% |█████████████████████████████ | (138173/146578, 132 it/s) [16m22s:1m3s] 94% |█████████████████████████████ | (138184/146578, 132 it/s) [16m22s:1m3s] 94% |█████████████████████████████ | (138185/146578, 136 it/s) [16m22s:1m1s] 94% |█████████████████████████████ | (138191/146578, 136 it/s) [16m22s:1m1s] 94% |█████████████████████████████ | (138198/146578, 136 it/s) [16m22s:1m1s] 94% |█████████████████████████████ | (138204/146578, 136 it/s) [16m22s:1m1s] 94% |█████████████████████████████ | (138215/146578, 136 it/s) [16m22s:1m1s] 94% |█████████████████████████████ | (138226/146578, 136 it/s) [16m22s:1m1s] 94% |█████████████████████████████ | (138237/146578, 126 it/s) [16m23s:1m6s] 94% |█████████████████████████████ | (138241/146578, 126 it/s) [16m23s:1m6s] 94% |█████████████████████████████ | (138257/146578, 126 it/s) [16m23s:1m6s] 94% |█████████████████████████████ | (138272/146578, 126 it/s) [16m23s:1m5s] 94% |█████████████████████████████ | (138288/146578, 126 it/s) [16m23s:1m5s] 94% |█████████████████████████████ | (138304/146578, 126 it/s) [16m23s:1m5s] 94% |█████████████████████████████ | (138319/146578, 126 it/s) [16m23s:1m5s] 94% |█████████████████████████████ | (138328/146578, 126 it/s) [16m23s:1m5s] 94% |█████████████████████████████ | (138329/146578, 126 it/s) [16m23s:1m5s] 94% |█████████████████████████████ | (138345/146578, 126 it/s) [16m23s:1m5s] 94% |█████████████████████████████ | (138362/146578, 126 it/s) [16m24s:1m5s] 94% |█████████████████████████████ | (138378/146578, 125 it/s) [16m24s:1m5s] 94% |█████████████████████████████ | (138394/146578, 125 it/s) [16m24s:1m5s] 94% |█████████████████████████████ | (138410/146578, 125 it/s) [16m24s:1m5s] 94% |█████████████████████████████ | (138416/146578, 125 it/s) [16m24s:1m5s] 94% |█████████████████████████████ | (138421/146578, 125 it/s) [16m24s:1m5s] 94% |█████████████████████████████ | (138426/146578, 125 it/s) [16m24s:1m5s] 94% |█████████████████████████████ | (138433/146578, 127 it/s) [16m24s:1m4s] 94% |█████████████████████████████ | (138440/146578, 127 it/s) [16m24s:1m4s] 94% |█████████████████████████████ | (138448/146578, 127 it/s) [16m24s:1m4s] 94% |█████████████████████████████ | (138454/146578, 127 it/s) [16m24s:1m4s] 94% |█████████████████████████████ | (138459/146578, 124 it/s) [16m25s:1m5s] 94% |█████████████████████████████ | (138467/146578, 124 it/s) [16m25s:1m5s] 94% |█████████████████████████████ | (138474/146578, 124 it/s) [16m25s:1m5s] 94% |█████████████████████████████ | (138481/146578, 124 it/s) [16m25s:1m5s] 94% |█████████████████████████████ | (138488/146578, 124 it/s) [16m25s:1m5s] 94% |█████████████████████████████ | (138496/146578, 118 it/s) [16m25s:1m8s] 94% |█████████████████████████████ | (138503/146578, 118 it/s) [16m25s:1m8s] 94% |█████████████████████████████ | (138510/146578, 118 it/s) [16m25s:1m8s] 94% |█████████████████████████████ | (138517/146578, 118 it/s) [16m25s:1m8s] 94% |█████████████████████████████ | (138526/146578, 118 it/s) [16m26s:1m8s] 94% |████████████████████████████ | (138536/146578, 104 it/s) [16m26s:1m17s] 94% |████████████████████████████ | (138556/146578, 104 it/s) [16m26s:1m17s] 94% |████████████████████████████ | (138576/146578, 104 it/s) [16m26s:1m17s] 94% |████████████████████████████ | (138596/146578, 104 it/s) [16m26s:1m16s] 94% |████████████████████████████ | (138616/146578, 104 it/s) [16m26s:1m16s] 94% |████████████████████████████ | (138633/146578, 104 it/s) [16m26s:1m16s] 94% |████████████████████████████ | (138650/146578, 104 it/s) [16m26s:1m16s] 94% |████████████████████████████ | (138667/146578, 104 it/s) [16m26s:1m16s] 94% |█████████████████████████████ | (138684/146578, 125 it/s) [16m26s:1m3s] 94% |█████████████████████████████ | (138700/146578, 125 it/s) [16m26s:1m3s] 94% |█████████████████████████████ | (138717/146578, 125 it/s) [16m27s:1m2s] 94% |█████████████████████████████ | (138735/146578, 125 it/s) [16m27s:1m2s] 94% |█████████████████████████████ | (138753/146578, 125 it/s) [16m27s:1m2s] 94% |█████████████████████████████ | (138771/146578, 125 it/s) [16m27s:1m2s] 94% |█████████████████████████████ | (138789/146578, 125 it/s) [16m27s:1m2s] 94% |██████████████████████████████ | (138805/146578, 133 it/s) [16m27s:58s] 94% |██████████████████████████████ | (138817/146578, 133 it/s) [16m27s:58s] 94% |██████████████████████████████ | (138832/146578, 133 it/s) [16m27s:58s] 94% |██████████████████████████████ | (138848/146578, 133 it/s) [16m27s:58s] 94% |██████████████████████████████ | (138865/146578, 133 it/s) [16m27s:58s] 94% |██████████████████████████████ | (138882/146578, 133 it/s) [16m27s:57s] 94% |██████████████████████████████ | (138897/146578, 133 it/s) [16m27s:57s] 94% |██████████████████████████████ | (138902/146578, 136 it/s) [16m27s:56s] 94% |██████████████████████████████ | (138919/146578, 136 it/s) [16m28s:56s] 94% |██████████████████████████████ | (138935/146578, 136 it/s) [16m28s:56s] 94% |██████████████████████████████ | (138952/146578, 136 it/s) [16m28s:56s] 94% |██████████████████████████████ | (138953/146578, 136 it/s) [16m28s:56s] 94% |██████████████████████████████ | (138971/146578, 136 it/s) [16m28s:56s] 94% |██████████████████████████████ | (138988/146578, 142 it/s) [16m28s:53s] 94% |██████████████████████████████ | (139006/146578, 142 it/s) [16m28s:53s] 94% |██████████████████████████████ | (139021/146578, 142 it/s) [16m28s:53s] 94% |██████████████████████████████ | (139037/146578, 142 it/s) [16m28s:52s] 94% |██████████████████████████████ | (139044/146578, 142 it/s) [16m28s:52s] 94% |██████████████████████████████ | (139059/146578, 141 it/s) [16m29s:53s] 94% |██████████████████████████████ | (139067/146578, 141 it/s) [16m29s:53s] 94% |██████████████████████████████ | (139085/146578, 141 it/s) [16m29s:53s] 94% |██████████████████████████████ | (139102/146578, 141 it/s) [16m29s:52s] 94% |██████████████████████████████ | (139118/146578, 141 it/s) [16m29s:52s] 94% |██████████████████████████████ | (139131/146578, 141 it/s) [16m29s:52s] 94% |██████████████████████████████ | (139148/146578, 141 it/s) [16m29s:52s] 94% |██████████████████████████████ | (139152/146578, 146 it/s) [16m29s:51s] 94% |██████████████████████████████ | (139167/146578, 146 it/s) [16m29s:50s] 94% |██████████████████████████████ | (139169/146578, 146 it/s) [16m29s:50s] 94% |██████████████████████████████ | (139177/146578, 146 it/s) [16m29s:50s] 94% |██████████████████████████████ | (139183/146578, 146 it/s) [16m30s:50s] 94% |██████████████████████████████ | (139191/146578, 141 it/s) [16m30s:52s] 94% |██████████████████████████████ | (139198/146578, 141 it/s) [16m30s:52s] 94% |██████████████████████████████ | (139205/146578, 141 it/s) [16m30s:52s] 94% |██████████████████████████████ | (139213/146578, 141 it/s) [16m30s:52s] 94% |██████████████████████████████ | (139221/146578, 141 it/s) [16m30s:52s] 94% |██████████████████████████████ | (139228/146578, 142 it/s) [16m30s:51s] 94% |██████████████████████████████ | (139236/146578, 142 it/s) [16m30s:51s] 94% |██████████████████████████████ | (139243/146578, 142 it/s) [16m30s:51s] 95% |██████████████████████████████ | (139250/146578, 142 it/s) [16m30s:51s] 95% |██████████████████████████████ | (139256/146578, 142 it/s) [16m31s:51s] 95% |██████████████████████████████ | (139262/146578, 141 it/s) [16m31s:51s] 95% |██████████████████████████████ | (139267/146578, 141 it/s) [16m31s:51s] 95% |██████████████████████████████ | (139283/146578, 141 it/s) [16m31s:51s] 95% |██████████████████████████████ | (139300/146578, 141 it/s) [16m31s:51s] 95% |██████████████████████████████ | (139317/146578, 146 it/s) [16m31s:49s] 95% |██████████████████████████████ | (139334/146578, 146 it/s) [16m31s:49s] 95% |██████████████████████████████ | (139350/146578, 146 it/s) [16m31s:49s] 95% |██████████████████████████████ | (139365/146578, 146 it/s) [16m31s:49s] 95% |██████████████████████████████ | (139382/146578, 146 it/s) [16m32s:49s] 95% |██████████████████████████████ | (139400/146578, 146 it/s) [16m32s:49s] 95% |██████████████████████████████ | (139414/146578, 146 it/s) [16m32s:49s] 95% |██████████████████████████████ | (139431/146578, 142 it/s) [16m32s:50s] 95% |██████████████████████████████ | (139449/146578, 142 it/s) [16m32s:50s] 95% |██████████████████████████████ | (139465/146578, 142 it/s) [16m32s:50s] 95% |██████████████████████████████ | (139483/146578, 142 it/s) [16m32s:50s] 95% |██████████████████████████████ | (139500/146578, 142 it/s) [16m32s:49s] 95% |██████████████████████████████ | (139519/146578, 142 it/s) [16m32s:49s] 95% |██████████████████████████████ | (139535/146578, 142 it/s) [16m32s:49s] 95% |██████████████████████████████ | (139554/146578, 142 it/s) [16m32s:49s] 95% |██████████████████████████████ | (139571/146578, 142 it/s) [16m32s:49s] 95% |██████████████████████████████ | (139591/146578, 142 it/s) [16m32s:49s] 95% |██████████████████████████████ | (139607/146578, 142 it/s) [16m32s:49s] 95% |██████████████████████████████ | (139627/146578, 142 it/s) [16m32s:48s] 95% |██████████████████████████████ | (139645/146578, 142 it/s) [16m33s:48s] 95% |██████████████████████████████ | (139665/146578, 142 it/s) [16m33s:48s] 95% |██████████████████████████████ | (139683/146578, 142 it/s) [16m33s:48s] 95% |██████████████████████████████ | (139699/146578, 153 it/s) [16m33s:44s] 95% |██████████████████████████████ | (139717/146578, 153 it/s) [16m33s:44s] 95% |██████████████████████████████ | (139732/146578, 153 it/s) [16m33s:44s] 95% |██████████████████████████████ | (139734/146578, 153 it/s) [16m33s:44s] 95% |██████████████████████████████ | (139740/146578, 153 it/s) [16m33s:44s] 95% |██████████████████████████████ | (139747/146578, 146 it/s) [16m33s:46s] 95% |██████████████████████████████ | (139755/146578, 146 it/s) [16m33s:46s] 95% |██████████████████████████████ | (139763/146578, 146 it/s) [16m33s:46s] 95% |██████████████████████████████ | (139772/146578, 146 it/s) [16m34s:46s] 95% |██████████████████████████████ | (139780/146578, 146 it/s) [16m34s:46s] 95% |██████████████████████████████ | (139789/146578, 141 it/s) [16m34s:48s] 95% |██████████████████████████████ | (139797/146578, 141 it/s) [16m34s:48s] 95% |██████████████████████████████ | (139804/146578, 141 it/s) [16m34s:48s] 95% |██████████████████████████████ | (139813/146578, 141 it/s) [16m34s:48s] 95% |██████████████████████████████ | (139820/146578, 141 it/s) [16m34s:48s] 95% |██████████████████████████████ | (139828/146578, 131 it/s) [16m34s:51s] 95% |██████████████████████████████ | (139834/146578, 131 it/s) [16m34s:51s] 95% |██████████████████████████████ | (139842/146578, 131 it/s) [16m35s:51s] 95% |██████████████████████████████ | (139852/146578, 131 it/s) [16m35s:51s] 95% |██████████████████████████████ | (139860/146578, 131 it/s) [16m35s:51s] 95% |██████████████████████████████ | (139867/146578, 131 it/s) [16m35s:51s] 95% |██████████████████████████████ | (139876/146578, 131 it/s) [16m35s:51s] 95% |██████████████████████████████ | (139884/146578, 131 it/s) [16m35s:51s] 95% |██████████████████████████████ | (139893/146578, 131 it/s) [16m35s:50s] 95% |██████████████████████████████ | (139901/146578, 131 it/s) [16m35s:50s] 95% |██████████████████████████████ | (139909/146578, 132 it/s) [16m35s:50s] 95% |██████████████████████████████ | (139917/146578, 132 it/s) [16m36s:50s] 95% |██████████████████████████████ | (139935/146578, 132 it/s) [16m36s:50s] 95% |██████████████████████████████ | (139955/146578, 132 it/s) [16m36s:50s] 95% |██████████████████████████████ | (139969/146578, 132 it/s) [16m36s:50s] 95% |██████████████████████████████ | (139989/146578, 132 it/s) [16m36s:49s] 95% |██████████████████████████████ | (140005/146578, 132 it/s) [16m36s:49s] 95% |██████████████████████████████ | (140019/146578, 142 it/s) [16m36s:46s] 95% |██████████████████████████████ | (140035/146578, 142 it/s) [16m36s:46s] 95% |██████████████████████████████ | (140055/146578, 142 it/s) [16m36s:45s] 95% |██████████████████████████████ | (140072/146578, 142 it/s) [16m36s:45s] 95% |██████████████████████████████ | (140091/146578, 142 it/s) [16m36s:45s] 95% |██████████████████████████████ | (140107/146578, 142 it/s) [16m36s:45s] 95% |██████████████████████████████ | (140129/146578, 142 it/s) [16m37s:45s] 95% |██████████████████████████████ | (140130/146578, 151 it/s) [16m37s:42s] 95% |██████████████████████████████ | (140151/146578, 151 it/s) [16m37s:42s] 95% |██████████████████████████████ | (140171/146578, 151 it/s) [16m37s:42s] 95% |██████████████████████████████ | (140192/146578, 151 it/s) [16m37s:42s] 95% |██████████████████████████████ | (140212/146578, 151 it/s) [16m37s:42s] 95% |██████████████████████████████ | (140231/146578, 151 it/s) [16m37s:42s] 95% |██████████████████████████████ | (140248/146578, 151 it/s) [16m37s:41s] 95% |██████████████████████████████ | (140266/146578, 151 it/s) [16m37s:41s] 95% |██████████████████████████████ | (140283/146578, 156 it/s) [16m37s:40s] 95% |██████████████████████████████ | (140302/146578, 156 it/s) [16m37s:40s] 95% |██████████████████████████████ | (140321/146578, 156 it/s) [16m37s:40s] 95% |██████████████████████████████ | (140336/146578, 156 it/s) [16m37s:40s] 95% |██████████████████████████████ | (140353/146578, 156 it/s) [16m37s:39s] 95% |██████████████████████████████ | (140366/146578, 156 it/s) [16m38s:39s] 95% |██████████████████████████████ | (140385/146578, 156 it/s) [16m38s:39s] 95% |██████████████████████████████ | (140403/146578, 155 it/s) [16m38s:39s] 95% |██████████████████████████████ | (140422/146578, 155 it/s) [16m38s:39s] 95% |██████████████████████████████ | (140439/146578, 155 it/s) [16m38s:39s] 95% |██████████████████████████████ | (140458/146578, 155 it/s) [16m38s:39s] 95% |██████████████████████████████ | (140472/146578, 155 it/s) [16m38s:39s] 95% |██████████████████████████████ | (140490/146578, 155 it/s) [16m38s:39s] 95% |██████████████████████████████ | (140505/146578, 155 it/s) [16m38s:39s] 95% |██████████████████████████████ | (140524/146578, 153 it/s) [16m38s:39s] 95% |██████████████████████████████ | (140543/146578, 153 it/s) [16m38s:39s] 95% |██████████████████████████████ | (140561/146578, 153 it/s) [16m38s:39s] 95% |██████████████████████████████ | (140578/146578, 153 it/s) [16m38s:39s] 95% |██████████████████████████████ | (140597/146578, 153 it/s) [16m38s:39s] 95% |██████████████████████████████ | (140609/146578, 153 it/s) [16m39s:39s] 95% |██████████████████████████████ | (140625/146578, 153 it/s) [16m39s:38s] 95% |██████████████████████████████ | (140628/146578, 162 it/s) [16m39s:36s] 95% |██████████████████████████████ | (140641/146578, 162 it/s) [16m39s:36s] 95% |██████████████████████████████ | (140657/146578, 162 it/s) [16m39s:36s] 95% |██████████████████████████████ | (140676/146578, 162 it/s) [16m39s:36s] 95% |██████████████████████████████ | (140695/146578, 162 it/s) [16m39s:36s] 95% |██████████████████████████████ | (140712/146578, 162 it/s) [16m39s:36s] 96% |██████████████████████████████ | (140716/146578, 171 it/s) [16m39s:34s] 96% |██████████████████████████████ | (140729/146578, 171 it/s) [16m39s:34s] 96% |██████████████████████████████ | (140747/146578, 171 it/s) [16m39s:34s] 96% |██████████████████████████████ | (140765/146578, 171 it/s) [16m39s:34s] 96% |██████████████████████████████ | (140785/146578, 171 it/s) [16m40s:33s] 96% |██████████████████████████████ | (140805/146578, 171 it/s) [16m40s:33s] 96% |██████████████████████████████ | (140821/146578, 171 it/s) [16m40s:33s] 96% |██████████████████████████████ | (140825/146578, 184 it/s) [16m40s:31s] 96% |██████████████████████████████ | (140826/146578, 184 it/s) [16m40s:31s] 96% |██████████████████████████████ | (140831/146578, 184 it/s) [16m40s:31s] 96% |██████████████████████████████ | (140838/146578, 184 it/s) [16m40s:31s] 96% |██████████████████████████████ | (140846/146578, 184 it/s) [16m40s:31s] 96% |██████████████████████████████ | (140853/146578, 182 it/s) [16m40s:31s] 96% |██████████████████████████████ | (140859/146578, 182 it/s) [16m40s:31s] 96% |██████████████████████████████ | (140867/146578, 182 it/s) [16m41s:31s] 96% |██████████████████████████████ | (140873/146578, 182 it/s) [16m41s:31s] 96% |██████████████████████████████ | (140880/146578, 182 it/s) [16m41s:31s] 96% |██████████████████████████████ | (140888/146578, 181 it/s) [16m41s:31s] 96% |██████████████████████████████ | (140896/146578, 181 it/s) [16m41s:31s] 96% |██████████████████████████████ | (140911/146578, 181 it/s) [16m41s:31s] 96% |██████████████████████████████ | (140931/146578, 173 it/s) [16m41s:32s] 96% |██████████████████████████████ | (140946/146578, 173 it/s) [16m41s:32s] 96% |██████████████████████████████ | (140966/146578, 173 it/s) [16m42s:32s] 96% |██████████████████████████████ | (140983/146578, 173 it/s) [16m42s:32s] 96% |██████████████████████████████ | (141002/146578, 173 it/s) [16m42s:32s] 96% |██████████████████████████████ | (141022/146578, 173 it/s) [16m42s:32s] 96% |██████████████████████████████ | (141040/146578, 173 it/s) [16m42s:32s] 96% |██████████████████████████████ | (141055/146578, 173 it/s) [16m42s:31s] 96% |██████████████████████████████ | (141075/146578, 181 it/s) [16m42s:30s] 96% |██████████████████████████████ | (141090/146578, 181 it/s) [16m42s:30s] 96% |██████████████████████████████ | (141106/146578, 181 it/s) [16m42s:30s] 96% |██████████████████████████████ | (141122/146578, 181 it/s) [16m42s:30s] 96% |██████████████████████████████ | (141142/146578, 181 it/s) [16m42s:30s] 96% |██████████████████████████████ | (141159/146578, 181 it/s) [16m42s:29s] 96% |██████████████████████████████ | (141178/146578, 181 it/s) [16m42s:29s] 96% |██████████████████████████████ | (141196/146578, 178 it/s) [16m42s:30s] 96% |██████████████████████████████ | (141214/146578, 178 it/s) [16m42s:30s] 96% |██████████████████████████████ | (141230/146578, 178 it/s) [16m43s:30s] 96% |██████████████████████████████ | (141243/146578, 178 it/s) [16m43s:29s] 96% |██████████████████████████████ | (141244/146578, 178 it/s) [16m43s:29s] 96% |██████████████████████████████ | (141261/146578, 178 it/s) [16m43s:29s] 96% |██████████████████████████████ | (141276/146578, 167 it/s) [16m43s:31s] 96% |██████████████████████████████ | (141294/146578, 167 it/s) [16m43s:31s] 96% |██████████████████████████████ | (141296/146578, 167 it/s) [16m43s:31s] 96% |██████████████████████████████ | (141315/146578, 167 it/s) [16m43s:31s] 96% |██████████████████████████████ | (141334/146578, 167 it/s) [16m43s:31s] 96% |██████████████████████████████ | (141351/146578, 159 it/s) [16m43s:32s] 96% |██████████████████████████████ | (141367/146578, 159 it/s) [16m43s:32s] 96% |██████████████████████████████ | (141381/146578, 159 it/s) [16m44s:32s] 96% |██████████████████████████████ | (141397/146578, 159 it/s) [16m44s:32s] 96% |██████████████████████████████ | (141413/146578, 159 it/s) [16m44s:32s] 96% |██████████████████████████████ | (141414/146578, 154 it/s) [16m44s:33s] 96% |██████████████████████████████ | (141422/146578, 154 it/s) [16m44s:33s] 96% |██████████████████████████████ | (141427/146578, 154 it/s) [16m44s:33s] 96% |██████████████████████████████ | (141434/146578, 154 it/s) [16m44s:33s] 96% |██████████████████████████████ | (141441/146578, 154 it/s) [16m44s:33s] 96% |██████████████████████████████ | (141447/146578, 142 it/s) [16m45s:36s] 96% |██████████████████████████████ | (141464/146578, 142 it/s) [16m45s:35s] 96% |██████████████████████████████ | (141480/146578, 142 it/s) [16m45s:35s] 96% |██████████████████████████████ | (141496/146578, 142 it/s) [16m45s:35s] 96% |██████████████████████████████ | (141509/146578, 142 it/s) [16m45s:35s] 96% |██████████████████████████████ | (141522/146578, 136 it/s) [16m45s:37s] 96% |██████████████████████████████ | (141531/146578, 136 it/s) [16m45s:37s] 96% |██████████████████████████████ | (141547/146578, 136 it/s) [16m45s:36s] 96% |██████████████████████████████ | (141565/146578, 136 it/s) [16m45s:36s] 96% |██████████████████████████████ | (141581/146578, 136 it/s) [16m45s:36s] 96% |██████████████████████████████ | (141597/146578, 136 it/s) [16m45s:36s] 96% |██████████████████████████████ | (141609/146578, 136 it/s) [16m45s:36s] 96% |██████████████████████████████ | (141620/146578, 147 it/s) [16m46s:33s] 96% |██████████████████████████████ | (141632/146578, 147 it/s) [16m46s:33s] 96% |██████████████████████████████ | (141648/146578, 147 it/s) [16m46s:33s] 96% |██████████████████████████████ | (141664/146578, 147 it/s) [16m46s:33s] 96% |██████████████████████████████ | (141681/146578, 147 it/s) [16m46s:33s] 96% |██████████████████████████████ | (141698/146578, 147 it/s) [16m46s:33s] 96% |██████████████████████████████ | (141700/146578, 157 it/s) [16m46s:31s] 96% |██████████████████████████████ | (141702/146578, 157 it/s) [16m47s:31s] 96% |██████████████████████████████ | (141710/146578, 157 it/s) [16m47s:31s] 96% |██████████████████████████████ | (141719/146578, 151 it/s) [16m47s:32s] 96% |██████████████████████████████ | (141725/146578, 151 it/s) [16m47s:32s] 96% |██████████████████████████████ | (141731/146578, 151 it/s) [16m47s:32s] 96% |██████████████████████████████ | (141746/146578, 151 it/s) [16m47s:31s] 96% |██████████████████████████████ | (141750/146578, 130 it/s) [16m47s:37s] 96% |██████████████████████████████ | (141765/146578, 130 it/s) [16m47s:36s] 96% |██████████████████████████████ | (141781/146578, 130 it/s) [16m47s:36s] 96% |██████████████████████████████ | (141800/146578, 130 it/s) [16m47s:36s] 96% |██████████████████████████████ | (141819/146578, 130 it/s) [16m47s:36s] 96% |██████████████████████████████ | (141835/146578, 130 it/s) [16m48s:36s] 96% |██████████████████████████████ | (141845/146578, 130 it/s) [16m48s:36s] 96% |██████████████████████████████ | (141846/146578, 124 it/s) [16m48s:38s] 96% |██████████████████████████████ | (141862/146578, 124 it/s) [16m48s:38s] 96% |██████████████████████████████ | (141863/146578, 124 it/s) [16m48s:38s] 96% |██████████████████████████████ | (141882/146578, 124 it/s) [16m48s:37s] 96% |██████████████████████████████ | (141902/146578, 124 it/s) [16m48s:37s] 96% |██████████████████████████████ | (141921/146578, 124 it/s) [16m48s:37s] 96% |██████████████████████████████ | (141940/146578, 124 it/s) [16m48s:37s] 96% |██████████████████████████████ | (141958/146578, 130 it/s) [16m48s:35s] 96% |██████████████████████████████ | (141972/146578, 130 it/s) [16m48s:35s] 96% |██████████████████████████████ | (141988/146578, 130 it/s) [16m48s:35s] 96% |██████████████████████████████ | (141997/146578, 130 it/s) [16m49s:35s] 96% |██████████████████████████████ | (142009/146578, 130 it/s) [16m49s:35s] 96% |██████████████████████████████ | (142018/146578, 126 it/s) [16m49s:36s] 96% |██████████████████████████████ | (142033/146578, 126 it/s) [16m49s:35s] 96% |██████████████████████████████ | (142047/146578, 126 it/s) [16m49s:35s] 96% |██████████████████████████████ | (142059/146578, 126 it/s) [16m49s:35s] 96% |██████████████████████████████ | (142076/146578, 126 it/s) [16m49s:35s] 96% |██████████████████████████████ | (142093/146578, 126 it/s) [16m49s:35s] 96% |██████████████████████████████ | (142110/146578, 130 it/s) [16m49s:34s] 96% |██████████████████████████████ | (142125/146578, 130 it/s) [16m49s:34s] 96% |██████████████████████████████ | (142136/146578, 130 it/s) [16m49s:34s] 96% |██████████████████████████████ | (142148/146578, 130 it/s) [16m49s:34s] 96% |██████████████████████████████ | (142164/146578, 130 it/s) [16m50s:33s] 96% |██████████████████████████████ | (142171/146578, 139 it/s) [16m50s:31s] 97% |███████████████████████████████ | (142188/146578, 139 it/s) [16m50s:31s] 97% |███████████████████████████████ | (142199/146578, 139 it/s) [16m50s:31s] 97% |███████████████████████████████ | (142211/146578, 139 it/s) [16m50s:31s] 97% |███████████████████████████████ | (142225/146578, 139 it/s) [16m50s:31s] 97% |███████████████████████████████ | (142240/146578, 138 it/s) [16m50s:31s] 97% |███████████████████████████████ | (142257/146578, 138 it/s) [16m50s:31s] 97% |███████████████████████████████ | (142273/146578, 138 it/s) [16m50s:31s] 97% |███████████████████████████████ | (142286/146578, 138 it/s) [16m50s:31s] 97% |███████████████████████████████ | (142302/146578, 138 it/s) [16m50s:31s] 97% |███████████████████████████████ | (142317/146578, 138 it/s) [16m51s:30s] 97% |███████████████████████████████ | (142333/146578, 138 it/s) [16m51s:30s] 97% |███████████████████████████████ | (142349/146578, 144 it/s) [16m51s:29s] 97% |███████████████████████████████ | (142362/146578, 144 it/s) [16m51s:29s] 97% |███████████████████████████████ | (142364/146578, 144 it/s) [16m51s:29s] 97% |███████████████████████████████ | (142371/146578, 144 it/s) [16m51s:29s] 97% |███████████████████████████████ | (142378/146578, 144 it/s) [16m51s:29s] 97% |███████████████████████████████ | (142385/146578, 133 it/s) [16m51s:31s] 97% |███████████████████████████████ | (142393/146578, 133 it/s) [16m52s:31s] 97% |███████████████████████████████ | (142407/146578, 133 it/s) [16m52s:31s] 97% |███████████████████████████████ | (142421/146578, 133 it/s) [16m52s:31s] 97% |███████████████████████████████ | (142422/146578, 133 it/s) [16m52s:31s] 97% |███████████████████████████████ | (142439/146578, 133 it/s) [16m52s:31s] 97% |███████████████████████████████ | (142457/146578, 133 it/s) [16m52s:31s] 97% |███████████████████████████████ | (142474/146578, 145 it/s) [16m52s:28s] 97% |███████████████████████████████ | (142492/146578, 145 it/s) [16m52s:28s] 97% |███████████████████████████████ | (142508/146578, 145 it/s) [16m52s:27s] 97% |███████████████████████████████ | (142523/146578, 145 it/s) [16m52s:27s] 97% |███████████████████████████████ | (142536/146578, 145 it/s) [16m52s:27s] 97% |███████████████████████████████ | (142554/146578, 155 it/s) [16m53s:25s] 97% |███████████████████████████████ | (142572/146578, 155 it/s) [16m53s:25s] 97% |███████████████████████████████ | (142582/146578, 155 it/s) [16m53s:25s] 97% |███████████████████████████████ | (142600/146578, 155 it/s) [16m53s:25s] 97% |███████████████████████████████ | (142614/146578, 155 it/s) [16m53s:25s] 97% |███████████████████████████████ | (142632/146578, 155 it/s) [16m53s:25s] 97% |███████████████████████████████ | (142647/146578, 155 it/s) [16m53s:25s] 97% |███████████████████████████████ | (142663/146578, 160 it/s) [16m53s:24s] 97% |███████████████████████████████ | (142664/146578, 160 it/s) [16m53s:24s] 97% |███████████████████████████████ | (142665/146578, 160 it/s) [16m53s:24s] 97% |███████████████████████████████ | (142679/146578, 160 it/s) [16m53s:24s] 97% |███████████████████████████████ | (142697/146578, 160 it/s) [16m53s:24s] 97% |███████████████████████████████ | (142715/146578, 160 it/s) [16m53s:24s] 97% |███████████████████████████████ | (142732/146578, 160 it/s) [16m53s:24s] 97% |███████████████████████████████ | (142750/146578, 155 it/s) [16m54s:24s] 97% |███████████████████████████████ | (142760/146578, 155 it/s) [16m54s:24s] 97% |███████████████████████████████ | (142771/146578, 155 it/s) [16m54s:24s] 97% |███████████████████████████████ | (142789/146578, 155 it/s) [16m54s:24s] 97% |███████████████████████████████ | (142806/146578, 155 it/s) [16m54s:24s] 97% |███████████████████████████████ | (142823/146578, 157 it/s) [16m54s:23s] 97% |███████████████████████████████ | (142841/146578, 157 it/s) [16m54s:23s] 97% |███████████████████████████████ | (142854/146578, 157 it/s) [16m54s:23s] 97% |███████████████████████████████ | (142871/146578, 157 it/s) [16m54s:23s] 97% |███████████████████████████████ | (142889/146578, 157 it/s) [16m54s:23s] 97% |███████████████████████████████ | (142902/146578, 157 it/s) [16m54s:23s] 97% |███████████████████████████████ | (142919/146578, 157 it/s) [16m54s:23s] 97% |███████████████████████████████ | (142933/146578, 164 it/s) [16m55s:22s] 97% |███████████████████████████████ | (142950/146578, 164 it/s) [16m55s:22s] 97% |███████████████████████████████ | (142966/146578, 164 it/s) [16m55s:21s] 97% |███████████████████████████████ | (142984/146578, 164 it/s) [16m55s:21s] 97% |███████████████████████████████ | (143000/146578, 164 it/s) [16m55s:21s] 97% |███████████████████████████████ | (143013/146578, 164 it/s) [16m55s:21s] 97% |███████████████████████████████ | (143016/146578, 164 it/s) [16m55s:21s] 97% |███████████████████████████████ | (143017/146578, 165 it/s) [16m55s:21s] 97% |███████████████████████████████ | (143033/146578, 165 it/s) [16m55s:21s] 97% |███████████████████████████████ | (143042/146578, 165 it/s) [16m55s:21s] 97% |███████████████████████████████ | (143058/146578, 165 it/s) [16m55s:21s] 97% |███████████████████████████████ | (143074/146578, 165 it/s) [16m55s:21s] 97% |███████████████████████████████ | (143092/146578, 165 it/s) [16m55s:21s] 97% |███████████████████████████████ | (143108/146578, 165 it/s) [16m55s:21s] 97% |███████████████████████████████ | (143122/146578, 165 it/s) [16m56s:20s] 97% |███████████████████████████████ | (143139/146578, 174 it/s) [16m56s:19s] 97% |███████████████████████████████ | (143153/146578, 174 it/s) [16m56s:19s] 97% |███████████████████████████████ | (143168/146578, 174 it/s) [16m56s:19s] 97% |███████████████████████████████ | (143182/146578, 174 it/s) [16m56s:19s] 97% |███████████████████████████████ | (143197/146578, 174 it/s) [16m56s:19s] 97% |███████████████████████████████ | (143211/146578, 174 it/s) [16m56s:19s] 97% |███████████████████████████████ | (143222/146578, 169 it/s) [16m56s:19s] 97% |███████████████████████████████ | (143223/146578, 169 it/s) [16m56s:19s] 97% |███████████████████████████████ | (143230/146578, 169 it/s) [16m56s:19s] 97% |███████████████████████████████ | (143246/146578, 169 it/s) [16m56s:19s] 97% |███████████████████████████████ | (143263/146578, 169 it/s) [16m56s:19s] 97% |███████████████████████████████ | (143265/146578, 172 it/s) [16m57s:19s] 97% |███████████████████████████████ | (143279/146578, 172 it/s) [16m57s:19s] 97% |███████████████████████████████ | (143297/146578, 172 it/s) [16m57s:19s] 97% |███████████████████████████████ | (143313/146578, 172 it/s) [16m57s:18s] 97% |███████████████████████████████ | (143327/146578, 172 it/s) [16m57s:18s] 97% |███████████████████████████████ | (143344/146578, 172 it/s) [16m57s:18s] 97% |███████████████████████████████ | (143352/146578, 172 it/s) [16m57s:18s] 97% |███████████████████████████████ | (143354/146578, 174 it/s) [16m57s:18s] 97% |███████████████████████████████ | (143355/146578, 174 it/s) [16m57s:18s] 97% |███████████████████████████████ | (143370/146578, 174 it/s) [16m57s:18s] 97% |███████████████████████████████ | (143386/146578, 174 it/s) [16m57s:18s] 97% |███████████████████████████████ | (143404/146578, 174 it/s) [16m57s:18s] 97% |███████████████████████████████ | (143421/146578, 174 it/s) [16m58s:18s] 97% |███████████████████████████████ | (143427/146578, 174 it/s) [16m58s:18s] 97% |███████████████████████████████ | (143443/146578, 175 it/s) [16m58s:17s] 97% |███████████████████████████████ | (143450/146578, 175 it/s) [16m58s:17s] 97% |███████████████████████████████ | (143457/146578, 175 it/s) [16m58s:17s] 97% |███████████████████████████████ | (143475/146578, 175 it/s) [16m58s:17s] 97% |███████████████████████████████ | (143491/146578, 161 it/s) [16m58s:19s] 97% |███████████████████████████████ | (143505/146578, 161 it/s) [16m58s:19s] 97% |███████████████████████████████ | (143523/146578, 161 it/s) [16m58s:18s] 97% |███████████████████████████████ | (143537/146578, 161 it/s) [16m58s:18s] 97% |███████████████████████████████ | (143546/146578, 161 it/s) [16m58s:18s] 97% |███████████████████████████████ | (143556/146578, 161 it/s) [16m59s:18s] 97% |███████████████████████████████ | (143574/146578, 161 it/s) [16m59s:18s] 97% |███████████████████████████████ | (143582/146578, 164 it/s) [16m59s:18s] 97% |███████████████████████████████ | (143587/146578, 164 it/s) [16m59s:18s] 97% |███████████████████████████████ | (143605/146578, 164 it/s) [16m59s:18s] 97% |███████████████████████████████ | (143615/146578, 164 it/s) [16m59s:18s] 97% |███████████████████████████████ | (143632/146578, 164 it/s) [16m59s:17s] 97% |███████████████████████████████ | (143643/146578, 161 it/s) [16m59s:18s] 98% |███████████████████████████████ | (143652/146578, 161 it/s) [16m59s:18s] 98% |███████████████████████████████ | (143670/146578, 161 it/s) [16m59s:18s] 98% |███████████████████████████████ | (143672/146578, 161 it/s) [16m59s:18s] 98% |████████████████████████████████ | (143687/146578, 161 it/s) [17m0s:17s] 98% |████████████████████████████████ | (143699/146578, 161 it/s) [17m0s:17s] 98% |████████████████████████████████ | (143717/146578, 153 it/s) [17m0s:18s] 98% |████████████████████████████████ | (143729/146578, 153 it/s) [17m0s:18s] 98% |████████████████████████████████ | (143737/146578, 153 it/s) [17m0s:18s] 98% |████████████████████████████████ | (143751/146578, 153 it/s) [17m0s:18s] 98% |████████████████████████████████ | (143758/146578, 153 it/s) [17m0s:18s] 98% |████████████████████████████████ | (143759/146578, 145 it/s) [17m0s:19s] 98% |████████████████████████████████ | (143777/146578, 145 it/s) [17m0s:19s] 98% |████████████████████████████████ | (143794/146578, 145 it/s) [17m0s:19s] 98% |████████████████████████████████ | (143807/146578, 145 it/s) [17m0s:19s] 98% |████████████████████████████████ | (143822/146578, 145 it/s) [17m1s:18s] 98% |████████████████████████████████ | (143825/146578, 145 it/s) [17m1s:18s] 98% |████████████████████████████████ | (143836/146578, 137 it/s) [17m1s:19s] 98% |████████████████████████████████ | (143854/146578, 137 it/s) [17m1s:19s] 98% |████████████████████████████████ | (143873/146578, 137 it/s) [17m1s:19s] 98% |████████████████████████████████ | (143891/146578, 137 it/s) [17m1s:19s] 98% |████████████████████████████████ | (143909/146578, 137 it/s) [17m1s:19s] 98% |████████████████████████████████ | (143922/146578, 137 it/s) [17m1s:19s] 98% |████████████████████████████████ | (143940/146578, 137 it/s) [17m1s:19s] 98% |████████████████████████████████ | (143953/146578, 137 it/s) [17m1s:19s] 98% |████████████████████████████████ | (143971/146578, 145 it/s) [17m1s:17s] 98% |████████████████████████████████ | (143988/146578, 145 it/s) [17m1s:17s] 98% |████████████████████████████████ | (144005/146578, 145 it/s) [17m1s:17s] 98% |████████████████████████████████ | (144022/146578, 145 it/s) [17m1s:17s] 98% |████████████████████████████████ | (144030/146578, 145 it/s) [17m2s:17s] 98% |████████████████████████████████ | (144042/146578, 151 it/s) [17m2s:16s] 98% |████████████████████████████████ | (144047/146578, 151 it/s) [17m2s:16s] 98% |████████████████████████████████ | (144048/146578, 151 it/s) [17m2s:16s] 98% |████████████████████████████████ | (144054/146578, 151 it/s) [17m2s:16s] 98% |████████████████████████████████ | (144072/146578, 151 it/s) [17m2s:16s] 98% |████████████████████████████████ | (144082/146578, 143 it/s) [17m2s:17s] 98% |████████████████████████████████ | (144099/146578, 143 it/s) [17m2s:17s] 98% |████████████████████████████████ | (144115/146578, 143 it/s) [17m2s:17s] 98% |████████████████████████████████ | (144129/146578, 143 it/s) [17m2s:17s] 98% |████████████████████████████████ | (144146/146578, 143 it/s) [17m3s:17s] 98% |████████████████████████████████ | (144159/146578, 143 it/s) [17m3s:16s] 98% |████████████████████████████████ | (144162/146578, 143 it/s) [17m3s:16s] 98% |████████████████████████████████ | (144164/146578, 141 it/s) [17m3s:17s] 98% |████████████████████████████████ | (144171/146578, 141 it/s) [17m3s:17s] 98% |████████████████████████████████ | (144177/146578, 141 it/s) [17m3s:17s] 98% |████████████████████████████████ | (144183/146578, 141 it/s) [17m3s:16s] 98% |████████████████████████████████ | (144190/146578, 141 it/s) [17m3s:16s] 98% |████████████████████████████████ | (144196/146578, 137 it/s) [17m3s:17s] 98% |████████████████████████████████ | (144212/146578, 137 it/s) [17m3s:17s] 98% |████████████████████████████████ | (144230/146578, 137 it/s) [17m3s:17s] 98% |████████████████████████████████ | (144252/146578, 137 it/s) [17m4s:16s] 98% |████████████████████████████████ | (144272/146578, 137 it/s) [17m4s:16s] 98% |████████████████████████████████ | (144294/146578, 137 it/s) [17m4s:16s] 98% |████████████████████████████████ | (144317/146578, 137 it/s) [17m4s:16s] 98% |████████████████████████████████ | (144338/146578, 137 it/s) [17m4s:16s] 98% |████████████████████████████████ | (144357/146578, 149 it/s) [17m4s:14s] 98% |████████████████████████████████ | (144374/146578, 149 it/s) [17m4s:14s] 98% |████████████████████████████████ | (144395/146578, 149 it/s) [17m4s:14s] 98% |████████████████████████████████ | (144413/146578, 149 it/s) [17m4s:14s] 98% |████████████████████████████████ | (144435/146578, 149 it/s) [17m4s:14s] 98% |████████████████████████████████ | (144454/146578, 149 it/s) [17m4s:14s] 98% |████████████████████████████████ | (144475/146578, 149 it/s) [17m4s:14s] 98% |████████████████████████████████ | (144497/146578, 166 it/s) [17m4s:12s] 98% |████████████████████████████████ | (144515/146578, 166 it/s) [17m4s:12s] 98% |████████████████████████████████ | (144534/146578, 166 it/s) [17m4s:12s] 98% |████████████████████████████████ | (144549/146578, 166 it/s) [17m5s:12s] 98% |████████████████████████████████ | (144570/146578, 166 it/s) [17m5s:12s] 98% |████████████████████████████████ | (144585/146578, 166 it/s) [17m5s:12s] 98% |████████████████████████████████ | (144606/146578, 166 it/s) [17m5s:11s] 98% |████████████████████████████████ | (144623/146578, 166 it/s) [17m5s:11s] 98% |████████████████████████████████ | (144642/146578, 178 it/s) [17m5s:10s] 98% |████████████████████████████████ | (144645/146578, 178 it/s) [17m5s:10s] 98% |████████████████████████████████ | (144655/146578, 178 it/s) [17m5s:10s] 98% |████████████████████████████████ | (144673/146578, 178 it/s) [17m5s:10s] 98% |████████████████████████████████ | (144686/146578, 178 it/s) [17m5s:10s] 98% |████████████████████████████████ | (144703/146578, 178 it/s) [17m5s:10s] 98% |████████████████████████████████ | (144712/146578, 186 it/s) [17m5s:10s] 98% |████████████████████████████████ | (144716/146578, 186 it/s) [17m6s:10s] 98% |█████████████████████████████████ | (144735/146578, 186 it/s) [17m6s:9s] 98% |█████████████████████████████████ | (144755/146578, 186 it/s) [17m6s:9s] 98% |█████████████████████████████████ | (144773/146578, 186 it/s) [17m6s:9s] 98% |█████████████████████████████████ | (144787/146578, 186 it/s) [17m6s:9s] 98% |█████████████████████████████████ | (144793/146578, 187 it/s) [17m6s:9s] 98% |█████████████████████████████████ | (144811/146578, 187 it/s) [17m6s:9s] 98% |█████████████████████████████████ | (144813/146578, 187 it/s) [17m6s:9s] 98% |█████████████████████████████████ | (144815/146578, 187 it/s) [17m6s:9s] 98% |█████████████████████████████████ | (144817/146578, 187 it/s) [17m6s:9s] 98% |█████████████████████████████████ | (144818/146578, 187 it/s) [17m6s:9s] 98% |████████████████████████████████ | (144826/146578, 168 it/s) [17m6s:10s] 98% |████████████████████████████████ | (144843/146578, 168 it/s) [17m7s:10s] 98% |████████████████████████████████ | (144852/146578, 168 it/s) [17m7s:10s] 98% |████████████████████████████████ | (144853/146578, 168 it/s) [17m7s:10s] 98% |████████████████████████████████ | (144854/146578, 160 it/s) [17m7s:10s] 98% |████████████████████████████████ | (144873/146578, 160 it/s) [17m7s:10s] 98% |████████████████████████████████ | (144880/146578, 160 it/s) [17m7s:10s] 98% |████████████████████████████████ | (144897/146578, 160 it/s) [17m7s:10s] 98% |████████████████████████████████ | (144916/146578, 160 it/s) [17m7s:10s] 98% |████████████████████████████████ | (144936/146578, 160 it/s) [17m7s:10s] 98% |████████████████████████████████ | (144946/146578, 160 it/s) [17m7s:10s] 98% |████████████████████████████████ | (144963/146578, 160 it/s) [17m7s:10s] 98% |█████████████████████████████████ | (144984/146578, 174 it/s) [17m7s:9s] 98% |█████████████████████████████████ | (145002/146578, 174 it/s) [17m8s:9s] 98% |█████████████████████████████████ | (145008/146578, 174 it/s) [17m8s:9s] 98% |█████████████████████████████████ | (145028/146578, 174 it/s) [17m8s:8s] 98% |█████████████████████████████████ | (145048/146578, 174 it/s) [17m8s:8s] 98% |█████████████████████████████████ | (145068/146578, 178 it/s) [17m8s:8s] 98% |█████████████████████████████████ | (145090/146578, 178 it/s) [17m8s:8s] 98% |█████████████████████████████████ | (145102/146578, 178 it/s) [17m8s:8s] 99% |█████████████████████████████████ | (145120/146578, 178 it/s) [17m8s:8s] 99% |█████████████████████████████████ | (145136/146578, 178 it/s) [17m8s:8s] 99% |█████████████████████████████████ | (145156/146578, 188 it/s) [17m8s:7s] 99% |█████████████████████████████████ | (145177/146578, 188 it/s) [17m9s:7s] 99% |█████████████████████████████████ | (145197/146578, 188 it/s) [17m9s:7s] 99% |█████████████████████████████████ | (145216/146578, 188 it/s) [17m9s:7s] 99% |█████████████████████████████████ | (145236/146578, 188 it/s) [17m9s:7s] 99% |█████████████████████████████████ | (145253/146578, 188 it/s) [17m9s:7s] 99% |█████████████████████████████████ | (145270/146578, 188 it/s) [17m9s:6s] 99% |█████████████████████████████████ | (145278/146578, 184 it/s) [17m9s:7s] 99% |█████████████████████████████████ | (145279/146578, 184 it/s) [17m9s:7s] 99% |█████████████████████████████████ | (145286/146578, 184 it/s) [17m9s:7s] 99% |█████████████████████████████████ | (145287/146578, 184 it/s) [17m9s:7s] 99% |█████████████████████████████████ | (145307/146578, 184 it/s) [17m9s:6s] 99% |█████████████████████████████████ | (145327/146578, 184 it/s) [17m9s:6s] 99% |█████████████████████████████████ | (145347/146578, 166 it/s) [17m9s:7s] 99% |████████████████████████████████ | (145366/146578, 166 it/s) [17m10s:7s] 99% |████████████████████████████████ | (145384/146578, 166 it/s) [17m10s:7s] 99% |████████████████████████████████ | (145385/146578, 166 it/s) [17m10s:7s] 99% |████████████████████████████████ | (145398/146578, 166 it/s) [17m10s:7s] 99% |████████████████████████████████ | (145418/146578, 166 it/s) [17m10s:6s] 99% |████████████████████████████████ | (145438/146578, 157 it/s) [17m10s:7s] 99% |████████████████████████████████ | (145457/146578, 157 it/s) [17m10s:7s] 99% |████████████████████████████████ | (145478/146578, 157 it/s) [17m10s:7s] 99% |████████████████████████████████ | (145495/146578, 157 it/s) [17m10s:6s] 99% |████████████████████████████████ | (145516/146578, 157 it/s) [17m10s:6s] 99% |████████████████████████████████ | (145536/146578, 160 it/s) [17m10s:6s] 99% |████████████████████████████████ | (145550/146578, 160 it/s) [17m11s:6s] 99% |████████████████████████████████ | (145564/146578, 160 it/s) [17m11s:6s] 99% |████████████████████████████████ | (145567/146578, 160 it/s) [17m11s:6s] 99% |████████████████████████████████ | (145574/146578, 160 it/s) [17m11s:6s] 99% |████████████████████████████████ | (145581/146578, 155 it/s) [17m11s:6s] 99% |████████████████████████████████ | (145600/146578, 155 it/s) [17m11s:6s] 99% |████████████████████████████████ | (145621/146578, 155 it/s) [17m11s:6s] 99% |████████████████████████████████ | (145631/146578, 155 it/s) [17m11s:6s] 99% |████████████████████████████████ | (145648/146578, 155 it/s) [17m11s:5s] 99% |████████████████████████████████ | (145649/146578, 155 it/s) [17m11s:5s] 99% |████████████████████████████████ | (145657/146578, 164 it/s) [17m11s:5s] 99% |████████████████████████████████ | (145677/146578, 164 it/s) [17m12s:5s] 99% |████████████████████████████████ | (145679/146578, 164 it/s) [17m12s:5s] 99% |████████████████████████████████ | (145680/146578, 162 it/s) [17m12s:5s] 99% |████████████████████████████████ | (145691/146578, 162 it/s) [17m12s:5s] 99% |████████████████████████████████ | (145702/146578, 162 it/s) [17m12s:5s] 99% |████████████████████████████████ | (145721/146578, 162 it/s) [17m12s:5s] 99% |████████████████████████████████ | (145727/146578, 162 it/s) [17m12s:5s] 99% |████████████████████████████████ | (145731/146578, 162 it/s) [17m12s:5s] 99% |████████████████████████████████ | (145740/146578, 162 it/s) [17m13s:5s] 99% |████████████████████████████████ | (145748/146578, 151 it/s) [17m13s:5s] 99% |████████████████████████████████ | (145764/146578, 151 it/s) [17m13s:5s] 99% |████████████████████████████████ | (145773/146578, 151 it/s) [17m13s:5s] 99% |████████████████████████████████ | (145790/146578, 151 it/s) [17m13s:5s] 99% |████████████████████████████████ | (145810/146578, 151 it/s) [17m13s:5s] 99% |████████████████████████████████ | (145831/146578, 151 it/s) [17m13s:4s] 99% |████████████████████████████████ | (145847/146578, 151 it/s) [17m13s:4s] 99% |████████████████████████████████ | (145850/146578, 150 it/s) [17m13s:4s] 99% |████████████████████████████████ | (145859/146578, 150 it/s) [17m13s:4s] 99% |████████████████████████████████ | (145881/146578, 150 it/s) [17m13s:4s] 99% |████████████████████████████████ | (145901/146578, 150 it/s) [17m13s:4s] 99% |████████████████████████████████ | (145902/146578, 150 it/s) [17m14s:4s] 99% |████████████████████████████████ | (145911/146578, 150 it/s) [17m14s:4s] 99% |████████████████████████████████ | (145923/146578, 150 it/s) [17m14s:4s] 99% |████████████████████████████████ | (145927/146578, 149 it/s) [17m14s:4s] 99% |████████████████████████████████ | (145940/146578, 149 it/s) [17m14s:4s] 99% |████████████████████████████████ | (145960/146578, 149 it/s) [17m14s:4s] 99% |████████████████████████████████ | (145982/146578, 149 it/s) [17m14s:4s] 99% |████████████████████████████████ | (146004/146578, 149 it/s) [17m14s:3s] 99% |████████████████████████████████ | (146019/146578, 149 it/s) [17m14s:3s] 99% |████████████████████████████████ | (146031/146578, 142 it/s) [17m14s:3s] 99% |████████████████████████████████ | (146032/146578, 142 it/s) [17m14s:3s] 99% |████████████████████████████████ | (146052/146578, 142 it/s) [17m14s:3s] 99% |████████████████████████████████ | (146075/146578, 142 it/s) [17m15s:3s] 99% |████████████████████████████████ | (146097/146578, 142 it/s) [17m15s:3s] 99% |████████████████████████████████ | (146119/146578, 142 it/s) [17m15s:3s] 99% |████████████████████████████████ | (146141/146578, 153 it/s) [17m15s:2s] 99% |████████████████████████████████ | (146161/146578, 153 it/s) [17m15s:2s] 99% |████████████████████████████████ | (146183/146578, 153 it/s) [17m15s:2s] 99% |████████████████████████████████ | (146204/146578, 153 it/s) [17m15s:2s] 99% |████████████████████████████████ | (146222/146578, 153 it/s) [17m15s:2s] 99% |████████████████████████████████ | (146242/146578, 153 it/s) [17m15s:2s] 99% |████████████████████████████████ | (146260/146578, 153 it/s) [17m15s:2s] 99% |████████████████████████████████ | (146281/146578, 153 it/s) [17m15s:1s] 99% |████████████████████████████████ | (146303/146578, 165 it/s) [17m15s:1s] 99% |████████████████████████████████ | (146321/146578, 165 it/s) [17m15s:1s] 99% |████████████████████████████████ | (146344/146578, 165 it/s) [17m15s:1s] 99% |████████████████████████████████ | (146361/146578, 165 it/s) [17m15s:1s] 99% |████████████████████████████████ | (146383/146578, 165 it/s) [17m16s:1s] 99% |████████████████████████████████ | (146399/146578, 165 it/s) [17m16s:1s] 99% |████████████████████████████████ | (146401/146578, 165 it/s) [17m16s:1s] 99% |████████████████████████████████ | (146403/146578, 169 it/s) [17m16s:1s] 99% |████████████████████████████████ | (146412/146578, 169 it/s) [17m16s:0s] 99% |████████████████████████████████ | (146421/146578, 169 it/s) [17m16s:0s] 99% |████████████████████████████████ | (146431/146578, 169 it/s) [17m16s:0s] 99% |████████████████████████████████ | (146454/146578, 169 it/s) [17m16s:0s] 99% |████████████████████████████████ | (146476/146578, 170 it/s) [17m16s:0s] 99% |████████████████████████████████ | (146498/146578, 170 it/s) [17m16s:0s] 99% |████████████████████████████████ | (146521/146578, 170 it/s) [17m16s:0s] 99% |████████████████████████████████ | (146541/146578, 170 it/s) [17m17s:0s] 99% |████████████████████████████████ | (146544/146578, 170 it/s) [17m17s:0s] 99% |████████████████████████████████ | (146550/146578, 167 it/s) [17m17s:0s] 99% |████████████████████████████████ | (146568/146578, 167 it/s) [17m17s:0s] 100% |█████████████████████████████████| (146578/146578, 141 it/s) 2026-08-18 01:07:57 [INFO] Delaminator took 31m54.41305899s