+ '[' true '=' true ] + echo --payout + '[' true '=' true ] + echo --video + '[' false '=' true ] + echo --no-laser + '[' false '=' true ] + echo --no-sonar + /usr/local/bin/dataprep -v --result /working/result.json --payout --video --no-laser --no-sonar /working/f5d2780a-5aad-4325-8b5c-91acc5135c65 2026-10-06 21:54:17 [INFO] DataPrep 1.0.1 2026-10-06 21:54:17 [INFO] GUID f5d2780a-5aad-4325-8b5c-91acc5135c65 2026-10-06 21:54:17 [INFO] Preparing counter data... 2026-10-06 21:54:17 [INFO] Interpreting counter data as metric 2026-10-06 21:54:17 [INFO] Prepared counter data in 161.410355ms 2026-10-06 21:54:17 [INFO] Preparing video data... 2026-10-06 21:54:17 [INFO] Preparing camera 0 1% | | [0s:0s] 2% |█ | [0s:0s] 3% |█ | [0s:0s] 4% |██ | [0s:0s] 5% |███ | [0s:0s] 6% |███ | [0s:0s] 7% |████ | [0s:0s] 8% |████ | [0s:0s] 9% |█████ | [0s:0s] 10% |██████ | [0s:0s] 11% |██████ | [0s:0s] 12% |███████ | [0s:0s] 13% |████████ | [0s:0s] 14% |████████ | [0s:0s] 15% |█████████ | [0s:0s] 16% |█████████ | [0s:0s] 17% |██████████ | [0s:0s] 18% |███████████ | [0s:0s] 19% |███████████ | [0s:0s] 20% |████████████ | [0s:0s] 21% |█████████████ | [0s:0s] 22% |█████████████ | [0s:0s] 23% |██████████████ | [0s:0s] 24% |██████████████ | [0s:0s] 25% |███████████████ | [0s:0s] 26% |████████████████ | [0s:0s] 27% |████████████████ | [0s:0s] 28% |█████████████████ | [0s:0s] 29% |█████████████████ | [0s:0s] 30% |██████████████████ | [0s:0s] 31% |███████████████████ | [0s:0s] 32% |███████████████████ | [0s:0s] 33% |████████████████████ | [0s:0s] 34% |█████████████████████ | [0s:0s] 35% |█████████████████████ | [0s:0s] 36% |██████████████████████ | [0s:0s] 37% |██████████████████████ | [0s:0s] 38% |███████████████████████ | [0s:0s] 39% |████████████████████████ | [0s:0s] 40% |████████████████████████ | [0s:0s] 41% |█████████████████████████ | [0s:0s] 42% |██████████████████████████ | [0s:0s] 43% |██████████████████████████ | [0s:0s] 44% |███████████████████████████ | [0s:0s] 45% |███████████████████████████ | [0s:0s] 46% |████████████████████████████ | [0s:0s] 47% |█████████████████████████████ | [0s:0s] 48% |█████████████████████████████ | [0s:0s] 49% |██████████████████████████████ | [0s:0s] 50% |███████████████████████████████ | [0s:0s] 51% |███████████████████████████████ | [0s:0s] 52% |████████████████████████████████ | [0s:0s] 53% |████████████████████████████████ | [0s:0s] 54% |█████████████████████████████████ | [0s:0s] 55% |██████████████████████████████████ | [0s:0s] 56% |██████████████████████████████████ | [0s:0s] 57% |███████████████████████████████████ | [0s:0s] 58% |███████████████████████████████████ | [0s:0s] 59% |████████████████████████████████████ | [0s:0s] 60% |█████████████████████████████████████ | [0s:0s] 61% |█████████████████████████████████████ | [0s:0s] 62% |██████████████████████████████████████ | [0s:0s] 63% |███████████████████████████████████████ | [0s:0s] 64% |███████████████████████████████████████ | [0s:0s] 65% |████████████████████████████████████████ | [0s:0s] 66% |████████████████████████████████████████ | [0s:0s] 67% |█████████████████████████████████████████ | [0s:0s] 68% |██████████████████████████████████████████ | [0s:0s] 69% |██████████████████████████████████████████ | [0s:0s] 70% |███████████████████████████████████████████ | [0s:0s] 71% |████████████████████████████████████████████ | [0s:0s] 72% |████████████████████████████████████████████ | [0s:0s] 73% |█████████████████████████████████████████████ | [0s:0s] 74% |█████████████████████████████████████████████ | [0s:0s] 75% |██████████████████████████████████████████████ | [0s:0s] 76% |███████████████████████████████████████████████ | [0s:0s] 77% |███████████████████████████████████████████████ | [0s:0s] 78% |████████████████████████████████████████████████ | [0s:0s] 79% |████████████████████████████████████████████████ | [0s:0s] 80% |█████████████████████████████████████████████████ | [0s:0s] 81% |██████████████████████████████████████████████████ | [0s:0s] 82% |██████████████████████████████████████████████████ | [0s:0s] 83% |███████████████████████████████████████████████████ | [0s:0s] 84% |████████████████████████████████████████████████████ | [0s:0s] 85% |████████████████████████████████████████████████████ | [0s:0s] 86% |█████████████████████████████████████████████████████ | [0s:0s] 87% |█████████████████████████████████████████████████████ | [0s:0s] 88% |██████████████████████████████████████████████████████ | [0s:0s] 89% |███████████████████████████████████████████████████████ | [0s:0s] 90% |███████████████████████████████████████████████████████ | [0s:0s] 91% |████████████████████████████████████████████████████████ | [0s:0s] 92% |█████████████████████████████████████████████████████████ | [0s:0s] 93% |█████████████████████████████████████████████████████████ | [0s:0s] 94% |██████████████████████████████████████████████████████████ | [0s:0s] 95% |██████████████████████████████████████████████████████████ | [0s:0s] 96% |███████████████████████████████████████████████████████████ | [0s:0s] 97% |████████████████████████████████████████████████████████████ | [0s:0s] 98% |████████████████████████████████████████████████████████████ | [0s:0s] 99% |█████████████████████████████████████████████████████████████ | [0s:0s] 100% |██████████████████████████████████████████████████████████████| 0% | | (0/137576, 0 it/hr) [0s:0s] 0% | | (11/137576, 11 it/s) [0s:3h20m13s] 0.879x 0% | | (60/137576, 41 it/s) [1s:55m47s] 2.36x 0% | | (113/137576, 113 it/s) [1s:20m16s] 2.98x 0% | | (171/137576, 114 it/s) [2s:20m2s] 3.4x 0% | | (229/137576, 115 it/s) [2s:19m58s] 3.65x 0% | | (287/137576, 115 it/s) [3s:19m58s] 3.82x 0% | | (346/137576, 115 it/s) [3s:19m50s] 3.94x 0% | | (410/137576, 118 it/s) [4s:19m26s] 4.08x 0% | | (466/137576, 117 it/s) [4s:19m35s] 4.13x 0% | | (526/137576, 117 it/s) [5s:19m35s] 4.19x 0% | | (588/137576, 117 it/s) [5s:19m27s] 4.26x 0% | | (649/137576, 118 it/s) [6s:19m21s] 4.31x 0% | | (708/137576, 118 it/s) [6s:19m20s] 4.34x 0% | | (765/137576, 118 it/s) [7s:19m22s] 4.36x 0% | | (824/137576, 118 it/s) [7s:19m22s] 4.38x 0% | | (885/137576, 118 it/s) [8s:19m21s] 4.41x 0% | | (944/137576, 118 it/s) [8s:19m14s] 4.44x 0% | | (1004/137576, 119 it/s) [9s:19m9s] 4.45x 0% | | (1063/137576, 119 it/s) [9s:19m9s] 4.47x 0% | | (1125/137576, 119 it/s) [10s:19m3s] 4.49x 0% | | (1180/137576, 119 it/s) [10s:19m2s] 4.48x 0% | | (1240/137576, 119 it/s) [11s:19m4s] 4.5x 0% | | (1300/137576, 118 it/s) [11s:19m11s] 4.51x 0% | | (1363/137576, 120 it/s) [12s:18m57s] 4.53x 1% | | (1421/137576, 120 it/s) [12s:18m56s] 4.54x 1% | | (1478/137576, 119 it/s) [13s:19m2s] 4.54x 1% | | (1541/137576, 120 it/s) [13s:18m58s] 4.56x 1% | | (1603/137576, 120 it/s) [14s:18m50s] 4.57x 1% | | (1666/137576, 121 it/s) [14s:18m43s] 4.59x 1% | | (1726/137576, 121 it/s) [15s:18m43s] 4.59x 1% | | (1795/137576, 122 it/s) [15s:18m34s] 4.62x 1% | | (1855/137576, 122 it/s) [16s:18m33s] 4.63x 1% | | (1919/137576, 123 it/s) [16s:18m26s] 4.64x 1% | | (1979/137576, 123 it/s) [17s:18m22s] 4.65x 1% | | (2042/137576, 124 it/s) [17s:18m16s] 4.66x 1% | | (2107/137576, 124 it/s) [18s:18m16s] 4.67x 1% | | (2167/137576, 124 it/s) [18s:18m16s] 4.68x 1% | | (2227/137576, 124 it/s) [19s:18m15s] 4.68x 1% | | (2290/137576, 124 it/s) [19s:18m8s] 4.69x 1% | | (2351/137576, 124 it/s) [20s:18m11s] 4.69x 1% | | (2411/137576, 124 it/s) [20s:18m11s] 4.69x 1% | | (2475/137576, 124 it/s) [21s:18m10s] 4.7x 1% | | (2538/137576, 124 it/s) [21s:18m8s] 4.71x 1% | | (2600/137576, 124 it/s) [22s:18m7s] 4.72x 1% | | (2662/137576, 124 it/s) [22s:18m11s] 4.72x 1% | | (2728/137576, 125 it/s) [23s:18m0s] 4.74x 2% | | (2791/137576, 125 it/s) [23s:18m2s] 4.74x 2% | | (2853/137576, 125 it/s) [24s:18m1s] 4.75x 2% | | (2919/137576, 125 it/s) [24s:17m53s] 4.76x 2% | | (2982/137576, 125 it/s) [25s:17m52s] 4.76x 2% | | (3050/137576, 127 it/s) [25s:17m42s] 4.78x 2% | | (3115/137576, 127 it/s) [26s:17m36s] 4.78x 2% | | (3178/137576, 128 it/s) [26s:17m32s] 4.79x 2% | | (3237/137576, 127 it/s) [27s:17m37s] 4.79x 2% | | (3302/137576, 127 it/s) [28s:17m37s] 4.79x 2% | | (3369/137576, 128 it/s) [28s:17m31s] 4.8x 2% | | (3431/137576, 128 it/s) [29s:17m30s] 4.81x 2% | | (3497/137576, 128 it/s) [29s:17m27s] 4.81x 2% | | (3557/137576, 127 it/s) [30s:17m37s] 4.81x 2% | | (3620/137576, 127 it/s) [30s:17m36s] 4.82x 2% | | (3681/137576, 127 it/s) [31s:17m37s] 4.82x 2% | | (3746/137576, 127 it/s) [31s:17m37s] 4.82x 2% | | (3809/137576, 127 it/s) [32s:17m36s] 4.83x 2% | | (3875/137576, 127 it/s) [32s:17m31s] 4.83x 2% | | (3935/137576, 126 it/s) [33s:17m44s] 4.83x 2% | | (3995/137576, 125 it/s) [33s:17m52s] 4.83x 2% | | (4059/137576, 125 it/s) [34s:17m51s] 4.84x 2% | | (4123/137576, 126 it/s) [34s:17m41s] 4.84x 3% | | (4182/137576, 124 it/s) [35s:17m53s] 4.84x 3% | | (4246/137576, 124 it/s) [35s:17m53s] 4.84x 3% | | (4308/137576, 124 it/s) [36s:17m52s] 4.84x 3% | | (4371/137576, 125 it/s) [36s:17m47s] 4.85x 3% | | (4432/137576, 124 it/s) [37s:17m49s] 4.85x 3% | | (4497/137576, 124 it/s) [37s:17m49s] 4.85x 3% | | (4556/137576, 124 it/s) [38s:17m52s] 4.85x 3% | | (4618/137576, 124 it/s) [38s:17m51s] 4.85x 3% | | (4678/137576, 123 it/s) [39s:17m59s] 4.85x 3% | | (4740/137576, 123 it/s) [39s:17m59s] 4.85x 3% | | (4799/137576, 123 it/s) [40s:17m57s] 4.85x 3% | | (4866/137576, 123 it/s) [40s:17m57s] 4.86x 3% | | (4927/137576, 124 it/s) [41s:17m49s] 4.86x 3% | | (4998/137576, 125 it/s) [41s:17m36s] 4.87x 3% | | (5061/137576, 125 it/s) [42s:17m37s] 4.87x 3% | | (5126/137576, 127 it/s) [42s:17m27s] 4.87x 3% | | (5186/137576, 126 it/s) [43s:17m32s] 4.87x 3% | | (5251/137576, 126 it/s) [43s:17m28s] 4.88x 3% | | (5312/137576, 126 it/s) [44s:17m28s] 4.88x 3% | | (5375/137576, 126 it/s) [44s:17m25s] 4.88x 3% | | (5438/137576, 126 it/s) [45s:17m24s] 4.88x 3% | | (5503/137576, 127 it/s) [45s:17m20s] 4.88x 4% |█ | (5567/137576, 127 it/s) [46s:17m16s] 4.88x 4% |█ | (5629/137576, 128 it/s) [46s:17m13s] 4.89x 4% |█ | (5689/137576, 128 it/s) [47s:17m12s] 4.88x 4% |█ | (5752/137576, 127 it/s) [47s:17m16s] 4.89x 4% |█ | (5816/137576, 126 it/s) [48s:17m27s] 4.89x 4% |█ | (5879/137576, 126 it/s) [48s:17m27s] 4.89x 4% |█ | (5938/137576, 125 it/s) [49s:17m36s] 4.89x 4% |█ | (6007/137576, 126 it/s) [49s:17m21s] 4.89x 4% |█ | (6066/137576, 126 it/s) [50s:17m20s] 4.89x 4% |█ | (6133/137576, 126 it/s) [50s:17m22s] 4.9x 4% |█ | (6193/137576, 126 it/s) [51s:17m25s] 4.9x 4% |█ | (6253/137576, 126 it/s) [51s:17m25s] 4.9x 4% |█ | (6314/137576, 125 it/s) [52s:17m31s] 4.89x 4% |█ | (6374/137576, 124 it/s) [52s:17m37s] 4.89x 4% |█ | (6433/137576, 124 it/s) [53s:17m36s] 4.89x 4% |█ | (6501/137576, 124 it/s) [53s:17m33s] 4.9x 4% |█ | (6566/137576, 125 it/s) [54s:17m27s] 4.9x 4% |█ | (6627/137576, 124 it/s) [54s:17m32s] 4.9x 4% |█ | (6691/137576, 125 it/s) [55s:17m30s] 4.9x 4% |█ | (6756/137576, 126 it/s) [55s:17m20s] 4.9x 4% |█ | (6822/137576, 126 it/s) [56s:17m19s] 4.91x 5% |█ | (6879/137576, 124 it/s) [56s:17m30s] 4.9x 5% |█ | (6944/137576, 125 it/s) [57s:17m27s] 4.91x 5% |█ | (7006/137576, 125 it/s) [57s:17m22s] 4.91x 5% |█ | (7064/137576, 125 it/s) [58s:17m26s] 4.9x 5% |█ | (7123/137576, 125 it/s) [58s:17m27s] 4.9x 5% |█ | (7188/137576, 125 it/s) [59s:17m24s] 4.91x 5% |█ | (7249/137576, 124 it/s) [59s:17m30s] 4.91x 5% |█ | (7307/137576, 123 it/s) [1m0s:17m34s] 4.9x 5% |█ | (7369/137576, 123 it/s) [1m0s:17m34s] 4.9x 5% |█ | (7431/137576, 123 it/s) [1m1s:17m37s] 4.9x 5% |█ | (7493/137576, 122 it/s) [1m1s:17m41s] 4.9x 5% |█ | (7552/137576, 122 it/s) [1m2s:17m46s] 4.9x 5% |█ | (7614/137576, 121 it/s) [1m2s:17m51s] 4.9x 5% |█ | (7672/137576, 121 it/s) [1m3s:17m58s] 4.9x 5% |█ | (7733/137576, 121 it/s) [1m3s:17m52s] 4.9x 5% |█ | (7790/137576, 121 it/s) [1m4s:17m55s] 4.9x 5% |█ | (7848/137576, 119 it/s) [1m4s:18m7s] 4.9x 5% |█ | (7906/137576, 119 it/s) [1m5s:18m12s] 4.89x 5% |█ | (7966/137576, 119 it/s) [1m5s:18m7s] 4.89x 5% |█ | (8027/137576, 119 it/s) [1m6s:18m9s] 4.89x 5% |█ | (8083/137576, 118 it/s) [1m6s:18m19s] 4.89x 5% |█ | (8142/137576, 118 it/s) [1m7s:18m18s] 4.89x 5% |█ | (8204/137576, 118 it/s) [1m7s:18m18s] 4.89x 6% |█ | (8265/137576, 118 it/s) [1m8s:18m12s] 4.89x 6% |█ | (8332/137576, 118 it/s) [1m8s:18m11s] 4.89x 6% |█ | (8396/137576, 119 it/s) [1m9s:18m2s] 4.89x 6% |█ | (8457/137576, 120 it/s) [1m9s:17m55s] 4.89x 6% |█ | (8518/137576, 121 it/s) [1m10s:17m49s] 4.89x 6% |█ | (8580/137576, 121 it/s) [1m10s:17m41s] 4.89x 6% |█ | (8643/137576, 122 it/s) [1m11s:17m36s] 4.89x 6% |█ | (8703/137576, 122 it/s) [1m11s:17m37s] 4.89x 6% |█ | (8765/137576, 123 it/s) [1m12s:17m26s] 4.89x 6% |█ | (8825/137576, 123 it/s) [1m12s:17m25s] 4.89x 6% |█ | (8887/137576, 123 it/s) [1m13s:17m24s] 4.89x 6% |█ | (8944/137576, 123 it/s) [1m13s:17m28s] 4.89x 6% |█ | (9009/137576, 124 it/s) [1m14s:17m20s] 4.89x 6% |█ | (9067/137576, 122 it/s) [1m14s:17m33s] 4.89x 6% |█ | (9132/137576, 123 it/s) [1m15s:17m26s] 4.89x 6% |█ | (9193/137576, 123 it/s) [1m15s:17m26s] 4.89x 6% |█ | (9263/137576, 123 it/s) [1m16s:17m25s] 4.9x 6% |█ | (9330/137576, 124 it/s) [1m16s:17m13s] 4.9x 6% |█ | (9385/137576, 122 it/s) [1m17s:17m26s] 4.9x 6% |█ | (9449/137576, 123 it/s) [1m17s:17m19s] 4.9x 6% |█ | (9508/137576, 123 it/s) [1m18s:17m24s] 4.9x 6% |█ | (9568/137576, 123 it/s) [1m18s:17m21s] 4.9x 6% |█ | (9627/137576, 123 it/s) [1m19s:17m22s] 4.9x 7% |█ | (9688/137576, 123 it/s) [1m19s:17m22s] 4.9x 7% |█ | (9746/137576, 122 it/s) [1m20s:17m31s] 4.89x 7% |█ | (9804/137576, 122 it/s) [1m20s:17m31s] 4.89x 7% |█ | (9858/137576, 119 it/s) [1m21s:17m49s] 4.89x 7% |█ | (9918/137576, 119 it/s) [1m21s:17m49s] 4.89x 7% |█ | (9981/137576, 120 it/s) [1m22s:17m47s] 4.89x 7% |█ | (10040/137576, 118 it/s) [1m22s:18m4s] 4.89x 7% |█ | (10098/137576, 118 it/s) [1m23s:17m58s] 4.89x 7% |█ | (10155/137576, 118 it/s) [1m23s:17m58s] 4.88x 7% |█ | (10213/137576, 117 it/s) [1m24s:18m9s] 4.88x 7% |█ | (10275/137576, 117 it/s) [1m24s:18m3s] 4.88x 7% |█ | (10333/137576, 117 it/s) [1m25s:18m7s] 4.88x 7% |█ | (10396/137576, 118 it/s) [1m25s:17m58s] 4.88x 7% |█ | (10458/137576, 118 it/s) [1m26s:17m54s] 4.88x 7% |█ | (10520/137576, 119 it/s) [1m26s:17m46s] 4.88x 7% |█ | (10580/137576, 120 it/s) [1m27s:17m35s] 4.88x 7% |█ | (10637/137576, 120 it/s) [1m27s:17m34s] 4.88x 7% |█ | (10695/137576, 120 it/s) [1m28s:17m41s] 4.88x 7% |█ | (10756/137576, 120 it/s) [1m28s:17m37s] 4.88x 7% |█ | (10818/137576, 120 it/s) [1m29s:17m37s] 4.88x 7% |█ | (10875/137576, 120 it/s) [1m29s:17m33s] 4.88x 7% |█ | (10936/137576, 121 it/s) [1m30s:17m27s] 4.88x 7% |█ | (10996/137576, 120 it/s) [1m30s:17m30s] 4.88x 8% |██ | (11054/137576, 120 it/s) [1m31s:17m30s] 4.88x 8% |██ | (11113/137576, 121 it/s) [1m31s:17m28s] 4.88x 8% |██ | (11173/137576, 120 it/s) [1m32s:17m33s] 4.88x 8% |██ | (11236/137576, 120 it/s) [1m32s:17m30s] 4.88x 8% |██ | (11294/137576, 119 it/s) [1m33s:17m37s] 4.87x 8% |██ | (11355/137576, 120 it/s) [1m33s:17m34s] 4.87x 8% |██ | (11419/137576, 121 it/s) [1m34s:17m22s] 4.88x 8% |██ | (11479/137576, 121 it/s) [1m34s:17m23s] 4.88x 8% |██ | (11545/137576, 122 it/s) [1m35s:17m12s] 4.88x 8% |██ | (11607/137576, 122 it/s) [1m35s:17m10s] 4.88x 8% |██ | (11666/137576, 122 it/s) [1m36s:17m11s] 4.88x 8% |██ | (11728/137576, 123 it/s) [1m36s:17m5s] 4.88x 8% |██ | (11790/137576, 123 it/s) [1m37s:17m1s] 4.88x 8% |██ | (11848/137576, 122 it/s) [1m37s:17m9s] 4.88x 8% |██ | (11914/137576, 124 it/s) [1m38s:16m55s] 4.88x 8% |██ | (11975/137576, 124 it/s) [1m38s:16m55s] 4.88x 8% |██ | (12039/137576, 124 it/s) [1m39s:16m55s] 4.88x 8% |██ | (12095/137576, 123 it/s) [1m39s:17m1s] 4.88x 8% |██ | (12159/137576, 122 it/s) [1m40s:17m5s] 4.88x 8% |██ | (12220/137576, 122 it/s) [1m40s:17m4s] 4.88x 8% |██ | (12283/137576, 122 it/s) [1m41s:17m3s] 4.88x 8% |██ | (12350/137576, 124 it/s) [1m41s:16m49s] 4.88x 9% |██ | (12416/137576, 125 it/s) [1m42s:16m43s] 4.88x 9% |██ | (12480/137576, 125 it/s) [1m42s:16m40s] 4.88x 9% |██ | (12544/137576, 125 it/s) [1m43s:16m39s] 4.89x 9% |██ | (12610/137576, 127 it/s) [1m43s:16m27s] 4.89x 9% |██ | (12677/137576, 127 it/s) [1m44s:16m26s] 4.89x 9% |██ | (12743/137576, 128 it/s) [1m44s:16m17s] 4.89x 9% |██ | (12806/137576, 127 it/s) [1m45s:16m18s] 4.89x 9% |██ | (12874/137576, 130 it/s) [1m45s:16m0s] 4.89x 9% |██ | (12939/137576, 130 it/s) [1m46s:16m0s] 4.9x 9% |██ | (13005/137576, 130 it/s) [1m46s:15m56s] 4.9x 9% |██ | (13073/137576, 131 it/s) [1m47s:15m48s] 4.9x 9% |██ | (13140/137576, 131 it/s) [1m47s:15m47s] 4.9x 9% |██ | (13205/137576, 131 it/s) [1m48s:15m47s] 4.9x 9% |██ | (13275/137576, 132 it/s) [1m48s:15m41s] 4.91x 9% |██ | (13342/137576, 132 it/s) [1m49s:15m40s] 4.91x 9% |██ | (13405/137576, 132 it/s) [1m49s:15m38s] 4.91x 9% |██ | (13467/137576, 132 it/s) [1m50s:15m42s] 4.91x 9% |██ | (13538/137576, 132 it/s) [1m50s:15m42s] 4.91x 9% |██ | (13605/137576, 132 it/s) [1m51s:15m38s] 4.92x 9% |██ | (13672/137576, 132 it/s) [1m51s:15m37s] 4.92x 9% |██ | (13737/137576, 132 it/s) [1m52s:15m36s] 4.92x 10% |██ | (13802/137576, 133 it/s) [1m52s:15m32s] 4.92x 10% |██ | (13868/137576, 133 it/s) [1m53s:15m31s] 4.92x 10% |██ | (13933/137576, 132 it/s) [1m53s:15m34s] 4.92x 10% |██ | (14000/137576, 133 it/s) [1m54s:15m32s] 4.92x 10% |██ | (14065/137576, 132 it/s) [1m54s:15m35s] 4.93x 10% |██ | (14125/137576, 132 it/s) [1m55s:15m35s] 4.93x 10% |██ | (14191/137576, 131 it/s) [1m55s:15m39s] 4.93x 10% |██ | (14256/137576, 131 it/s) [1m56s:15m38s] 4.93x 10% |██ | (14320/137576, 130 it/s) [1m56s:15m45s] 4.93x 10% |██ | (14390/137576, 131 it/s) [1m57s:15m38s] 4.93x 10% |██ | (14454/137576, 132 it/s) [1m57s:15m34s] 4.93x 10% |██ | (14516/137576, 130 it/s) [1m58s:15m44s] 4.93x 10% |██ | (14584/137576, 131 it/s) [1m58s:15m41s] 4.93x 10% |██ | (14648/137576, 130 it/s) [1m59s:15m42s] 4.93x 10% |██ | (14715/137576, 131 it/s) [1m59s:15m40s] 4.94x 10% |██ | (14778/137576, 131 it/s) [2m0s:15m39s] 4.94x 10% |██ | (14844/137576, 130 it/s) [2m0s:15m42s] 4.94x 10% |██ | (14907/137576, 130 it/s) [2m1s:15m45s] 4.94x 10% |██ | (14969/137576, 130 it/s) [2m1s:15m44s] 4.94x 10% |██ | (15034/137576, 130 it/s) [2m2s:15m43s] 4.94x 10% |██ | (15100/137576, 130 it/s) [2m2s:15m41s] 4.94x 11% |██ | (15165/137576, 129 it/s) [2m3s:15m47s] 4.94x 11% |██ | (15231/137576, 130 it/s) [2m3s:15m44s] 4.94x 11% |██ | (15292/137576, 129 it/s) [2m4s:15m45s] 4.94x 11% |██ | (15356/137576, 129 it/s) [2m4s:15m50s] 4.94x 11% |██ | (15420/137576, 129 it/s) [2m5s:15m50s] 4.94x 11% |██ | (15486/137576, 129 it/s) [2m5s:15m47s] 4.95x 11% |██ | (15547/137576, 128 it/s) [2m6s:15m56s] 4.95x 11% |██ | (15615/137576, 128 it/s) [2m6s:15m50s] 4.95x 11% |██ | (15681/137576, 129 it/s) [2m7s:15m45s] 4.95x 11% |██ | (15740/137576, 128 it/s) [2m7s:15m52s] 4.95x 11% |██ | (15807/137576, 128 it/s) [2m8s:15m52s] 4.95x 11% |██ | (15874/137576, 128 it/s) [2m8s:15m49s] 4.95x 11% |██ | (15937/137576, 128 it/s) [2m9s:15m52s] 4.95x 11% |██ | (16003/137576, 128 it/s) [2m9s:15m51s] 4.95x 11% |██ | (16071/137576, 129 it/s) [2m10s:15m41s] 4.95x 11% |██ | (16132/137576, 129 it/s) [2m10s:15m44s] 4.95x 11% |██ | (16198/137576, 129 it/s) [2m11s:15m43s] 4.96x 11% |██ | (16266/137576, 130 it/s) [2m11s:15m32s] 4.96x 11% |██ | (16333/137576, 130 it/s) [2m12s:15m33s] 4.96x 11% |██ | (16403/137576, 131 it/s) [2m12s:15m27s] 4.96x 11% |██ | (16467/137576, 132 it/s) [2m13s:15m19s] 4.96x 12% |███ | (16531/137576, 132 it/s) [2m13s:15m19s] 4.96x 12% |███ | (16596/137576, 131 it/s) [2m14s:15m22s] 4.96x 12% |███ | (16659/137576, 131 it/s) [2m14s:15m21s] 4.96x 12% |███ | (16729/137576, 132 it/s) [2m15s:15m15s] 4.97x 12% |███ | (16789/137576, 130 it/s) [2m15s:15m27s] 4.96x 12% |███ | (16854/137576, 130 it/s) [2m16s:15m26s] 4.97x 12% |███ | (16920/137576, 131 it/s) [2m16s:15m19s] 4.97x 12% |███ | (16988/137576, 131 it/s) [2m17s:15m19s] 4.97x 12% |███ | (17052/137576, 131 it/s) [2m17s:15m19s] 4.97x 12% |███ | (17121/137576, 131 it/s) [2m18s:15m18s] 4.97x 12% |███ | (17190/137576, 131 it/s) [2m18s:15m15s] 4.97x 12% |███ | (17257/137576, 131 it/s) [2m19s:15m15s] 4.97x 12% |███ | (17324/137576, 131 it/s) [2m19s:15m18s] 4.98x 12% |███ | (17385/137576, 130 it/s) [2m20s:15m22s] 4.98x 12% |███ | (17447/137576, 130 it/s) [2m20s:15m25s] 4.98x 12% |███ | (17512/137576, 130 it/s) [2m21s:15m22s] 4.98x 12% |███ | (17579/137576, 130 it/s) [2m21s:15m25s] 4.98x 12% |███ | (17643/137576, 131 it/s) [2m22s:15m18s] 4.98x 12% |███ | (17711/137576, 131 it/s) [2m22s:15m14s] 4.98x 12% |███ | (17772/137576, 130 it/s) [2m23s:15m20s] 4.98x 12% |███ | (17836/137576, 129 it/s) [2m23s:15m28s] 4.98x 13% |███ | (17898/137576, 128 it/s) [2m24s:15m35s] 4.98x 13% |███ | (17965/137576, 128 it/s) [2m24s:15m34s] 4.98x 13% |███ | (18027/137576, 128 it/s) [2m25s:15m33s] 4.98x 13% |███ | (18094/137576, 129 it/s) [2m25s:15m25s] 4.98x 13% |███ | (18160/137576, 129 it/s) [2m26s:15m23s] 4.98x 13% |███ | (18224/137576, 129 it/s) [2m26s:15m23s] 4.98x 13% |███ | (18289/137576, 129 it/s) [2m27s:15m26s] 4.98x 13% |███ | (18349/137576, 128 it/s) [2m27s:15m32s] 4.98x 13% |███ | (18417/137576, 128 it/s) [2m28s:15m31s] 4.98x 13% |███ | (18483/137576, 128 it/s) [2m28s:15m32s] 4.99x 13% |███ | (18546/137576, 128 it/s) [2m29s:15m29s] 4.99x 13% |███ | (18611/137576, 128 it/s) [2m29s:15m27s] 4.99x 13% |███ | (18676/137576, 128 it/s) [2m30s:15m26s] 4.99x 13% |███ | (18734/137576, 128 it/s) [2m30s:15m26s] 4.99x 13% |███ | (18803/137576, 129 it/s) [2m31s:15m23s] 4.99x 13% |███ | (18865/137576, 129 it/s) [2m31s:15m22s] 4.99x 13% |███ | (18930/137576, 128 it/s) [2m32s:15m25s] 4.99x 13% |███ | (18995/137576, 128 it/s) [2m32s:15m25s] 4.99x 13% |███ | (19056/137576, 127 it/s) [2m33s:15m30s] 4.99x 13% |███ | (19122/137576, 127 it/s) [2m33s:15m30s] 4.99x 13% |███ | (19184/137576, 128 it/s) [2m34s:15m23s] 4.99x 13% |███ | (19247/137576, 127 it/s) [2m34s:15m28s] 4.99x 14% |███ | (19314/137576, 128 it/s) [2m35s:15m22s] 4.99x 14% |███ | (19379/137576, 128 it/s) [2m35s:15m21s] 4.99x 14% |███ | (19444/137576, 128 it/s) [2m36s:15m21s] 4.99x 14% |███ | (19509/137576, 128 it/s) [2m36s:15m20s] 4.99x 14% |███ | (19574/137576, 129 it/s) [2m37s:15m15s] 4.99x 14% |███ | (19642/137576, 129 it/s) [2m37s:15m16s] 4.99x 14% |███ | (19706/137576, 129 it/s) [2m38s:15m12s] 5x 14% |████ | (19771/137576, 129 it/s) [2m38s:15m11s] 5x 14% |████ | (19835/137576, 129 it/s) [2m39s:15m12s] 5x 14% |████ | (19900/137576, 129 it/s) [2m39s:15m12s] 5x 14% |████ | (19965/137576, 130 it/s) [2m40s:15m6s] 5x 14% |████ | (20030/137576, 130 it/s) [2m40s:15m5s] 5x 14% |████ | (20095/137576, 130 it/s) [2m41s:15m3s] 5x 14% |████ | (20163/137576, 130 it/s) [2m41s:15m3s] 5x 14% |████ | (20225/137576, 130 it/s) [2m42s:14m59s] 5x 14% |████ | (20291/137576, 130 it/s) [2m42s:15m0s] 5x 14% |████ | (20355/137576, 130 it/s) [2m43s:15m1s] 5x 14% |████ | (20417/137576, 129 it/s) [2m43s:15m5s] 5x 14% |████ | (20479/137576, 128 it/s) [2m44s:15m13s] 5x 14% |████ | (20542/137576, 128 it/s) [2m44s:15m14s] 5x 14% |████ | (20609/137576, 128 it/s) [2m45s:15m10s] 5x 15% |████ | (20670/137576, 128 it/s) [2m45s:15m14s] 5x 15% |████ | (20736/137576, 128 it/s) [2m46s:15m14s] 5x 15% |████ | (20798/137576, 128 it/s) [2m46s:15m14s] 5x 15% |████ | (20865/137576, 128 it/s) [2m47s:15m11s] 5x 15% |████ | (20929/137576, 128 it/s) [2m47s:15m12s] 5x 15% |████ | (20993/137576, 127 it/s) [2m48s:15m15s] 5x 15% |████ | (21056/137576, 127 it/s) [2m48s:15m16s] 5x 15% |████ | (21122/137576, 128 it/s) [2m49s:15m9s] 5x 15% |████ | (21185/137576, 128 it/s) [2m49s:15m9s] 5x 15% |████ | (21246/137576, 128 it/s) [2m50s:15m9s] 5x 15% |████ | (21308/137576, 128 it/s) [2m50s:15m8s] 5x 15% |████ | (21373/137576, 128 it/s) [2m51s:15m7s] 5x 15% |████ | (21434/137576, 127 it/s) [2m51s:15m15s] 5x 15% |████ | (21501/137576, 128 it/s) [2m52s:15m5s] 5.01x 15% |████ | (21564/137576, 128 it/s) [2m52s:15m7s] 5.01x 15% |███ | (21628/137576, 127 it/s) [2m53s:15m10s] 5.01x 15% |████ | (21694/137576, 128 it/s) [2m53s:15m7s] 5.01x 15% |████ | (21759/137576, 128 it/s) [2m54s:15m5s] 5.01x 15% |████ | (21822/137576, 128 it/s) [2m54s:15m5s] 5.01x 15% |████ | (21884/137576, 128 it/s) [2m55s:15m5s] 5.01x 15% |████ | (21949/137576, 127 it/s) [2m55s:15m7s] 5.01x 16% |████ | (22013/137576, 128 it/s) [2m56s:15m4s] 5.01x 16% |████ | (22077/137576, 128 it/s) [2m56s:15m3s] 5.01x 16% |████ | (22143/137576, 129 it/s) [2m57s:14m56s] 5.01x 16% |████ | (22215/137576, 130 it/s) [2m57s:14m48s] 5.01x 16% |████ | (22273/137576, 129 it/s) [2m58s:14m54s] 5.01x 16% |████ | (22338/137576, 129 it/s) [2m58s:14m53s] 5.01x 16% |████ | (22403/137576, 129 it/s) [2m59s:14m53s] 5.01x 16% |████ | (22466/137576, 128 it/s) [2m59s:14m56s] 5.01x 16% |████ | (22529/137576, 128 it/s) [3m0s:14m55s] 5.01x 16% |████ | (22596/137576, 129 it/s) [3m0s:14m51s] 5.01x 16% |████ | (22655/137576, 129 it/s) [3m1s:14m51s] 5.01x 16% |████ | (22715/137576, 128 it/s) [3m1s:14m57s] 5.01x 16% |████ | (22779/137576, 128 it/s) [3m2s:14m56s] 5.01x 16% |████ | (22844/137576, 128 it/s) [3m2s:14m55s] 5.01x 16% |████ | (22915/137576, 130 it/s) [3m3s:14m44s] 5.01x 16% |████ | (22979/137576, 129 it/s) [3m3s:14m47s] 5.01x 16% |████ | (23042/137576, 127 it/s) [3m4s:14m59s] 5.01x 16% |████ | (23107/137576, 129 it/s) [3m4s:14m49s] 5.01x 16% |████ | (23174/137576, 129 it/s) [3m5s:14m48s] 5.01x 16% |████ | (23244/137576, 129 it/s) [3m5s:14m43s] 5.02x 16% |████ | (23305/137576, 129 it/s) [3m6s:14m48s] 5.02x 16% |████ | (23371/137576, 129 it/s) [3m6s:14m47s] 5.02x 17% |████ | (23439/137576, 129 it/s) [3m7s:14m41s] 5.02x 17% |████ | (23503/137576, 129 it/s) [3m7s:14m42s] 5.02x 17% |████ | (23567/137576, 130 it/s) [3m8s:14m35s] 5.02x 17% |████ | (23634/137576, 131 it/s) [3m8s:14m32s] 5.02x 17% |████ | (23699/137576, 131 it/s) [3m9s:14m32s] 5.02x 17% |████ | (23760/137576, 129 it/s) [3m9s:14m42s] 5.02x 17% |████ | (23825/137576, 129 it/s) [3m10s:14m40s] 5.02x 17% |████ | (23890/137576, 130 it/s) [3m10s:14m37s] 5.02x 17% |████ | (23953/137576, 130 it/s) [3m11s:14m36s] 5.02x 17% |████ | (24016/137576, 129 it/s) [3m11s:14m38s] 5.02x 17% |████ | (24086/137576, 129 it/s) [3m12s:14m36s] 5.02x 17% |████ | (24145/137576, 129 it/s) [3m12s:14m39s] 5.02x 17% |████ | (24211/137576, 129 it/s) [3m13s:14m39s] 5.02x 17% |████ | (24278/137576, 129 it/s) [3m13s:14m39s] 5.02x 17% |████ | (24339/137576, 129 it/s) [3m14s:14m38s] 5.02x 17% |████ | (24401/137576, 128 it/s) [3m14s:14m41s] 5.02x 17% |████ | (24463/137576, 128 it/s) [3m15s:14m46s] 5.02x 17% |████ | (24529/137576, 128 it/s) [3m15s:14m42s] 5.02x 17% |████ | (24590/137576, 127 it/s) [3m16s:14m47s] 5.02x 17% |████ | (24650/137576, 126 it/s) [3m16s:14m54s] 5.02x 17% |████ | (24716/137576, 126 it/s) [3m17s:14m53s] 5.02x 18% |████ | (24782/137576, 127 it/s) [3m17s:14m48s] 5.02x 18% |████ | (24846/137576, 126 it/s) [3m18s:14m56s] 5.02x 18% |████ | (24908/137576, 126 it/s) [3m18s:14m51s] 5.02x 18% |████ | (24970/137576, 126 it/s) [3m19s:14m56s] 5.02x 18% |████ | (25032/137576, 125 it/s) [3m19s:14m58s] 5.02x 18% |████ | (25095/137576, 125 it/s) [3m20s:14m57s] 5.02x 18% |████ | (25161/137576, 125 it/s) [3m20s:14m56s] 5.02x 18% |████ | (25223/137576, 126 it/s) [3m21s:14m53s] 5.02x 18% |████ | (25282/137576, 124 it/s) [3m21s:15m3s] 5.02x 18% |████ | (25351/137576, 126 it/s) [3m22s:14m51s] 5.02x 18% |████ | (25412/137576, 126 it/s) [3m22s:14m51s] 5.02x 18% |████ | (25473/137576, 126 it/s) [3m23s:14m48s] 5.02x 18% |████ | (25536/137576, 126 it/s) [3m23s:14m52s] 5.02x 18% |████ | (25595/137576, 124 it/s) [3m24s:14m59s] 5.02x 18% |████ | (25659/137576, 124 it/s) [3m24s:14m59s] 5.02x 18% |████ | (25720/137576, 125 it/s) [3m25s:14m57s] 5.02x 18% |████ | (25786/137576, 125 it/s) [3m25s:14m51s] 5.02x 18% |████ | (25850/137576, 126 it/s) [3m26s:14m48s] 5.02x 18% |████ | (25914/137576, 126 it/s) [3m26s:14m48s] 5.02x 18% |████ | (25977/137576, 126 it/s) [3m27s:14m46s] 5.02x 18% |████ | (26041/137576, 126 it/s) [3m27s:14m46s] 5.02x 18% |████ | (26102/137576, 126 it/s) [3m28s:14m45s] 5.02x 19% |████ | (26163/137576, 126 it/s) [3m28s:14m41s] 5.02x 19% |████ | (26225/137576, 125 it/s) [3m29s:14m50s] 5.02x 19% |████ | (26291/137576, 126 it/s) [3m29s:14m43s] 5.02x 19% |████ | (26354/137576, 126 it/s) [3m30s:14m43s] 5.02x 19% |████ | (26415/137576, 126 it/s) [3m30s:14m43s] 5.02x 19% |████ | (26478/137576, 127 it/s) [3m31s:14m38s] 5.02x 19% |████ | (26541/137576, 127 it/s) [3m31s:14m37s] 5.02x 19% |████ | (26606/137576, 127 it/s) [3m32s:14m36s] 5.02x 19% |████ | (26667/137576, 126 it/s) [3m32s:14m40s] 5.02x 19% |████ | (26724/137576, 126 it/s) [3m33s:14m39s] 5.02x 19% |████ | (26791/137576, 126 it/s) [3m33s:14m41s] 5.02x 19% |████ | (26854/137576, 126 it/s) [3m34s:14m41s] 5.02x 19% |████ | (26915/137576, 125 it/s) [3m34s:14m45s] 5.02x 19% |████ | (26978/137576, 125 it/s) [3m35s:14m45s] 5.02x 19% |████ | (27042/137576, 125 it/s) [3m35s:14m41s] 5.02x 19% |████ | (27106/137576, 126 it/s) [3m36s:14m38s] 5.02x 19% |████ | (27171/137576, 126 it/s) [3m36s:14m39s] 5.02x 19% |████ | (27234/137576, 126 it/s) [3m37s:14m39s] 5.02x 19% |████ | (27298/137576, 126 it/s) [3m37s:14m36s] 5.02x 19% |████ | (27363/137576, 126 it/s) [3m38s:14m36s] 5.02x 19% |████ | (27428/137576, 126 it/s) [3m38s:14m31s] 5.02x 19% |████ | (27494/137576, 127 it/s) [3m39s:14m26s] 5.02x 20% |█████ | (27553/137576, 126 it/s) [3m39s:14m32s] 5.02x 20% |█████ | (27621/137576, 127 it/s) [3m40s:14m23s] 5.02x 20% |█████ | (27683/137576, 127 it/s) [3m40s:14m24s] 5.02x 20% |█████ | (27747/137576, 128 it/s) [3m41s:14m19s] 5.02x 20% |█████ | (27808/137576, 128 it/s) [3m41s:14m19s] 5.02x 20% |█████ | (27871/137576, 127 it/s) [3m42s:14m20s] 5.02x 20% |█████ | (27936/137576, 127 it/s) [3m42s:14m20s] 5.02x 20% |█████ | (28002/137576, 128 it/s) [3m43s:14m18s] 5.02x 20% |█████ | (28065/137576, 128 it/s) [3m43s:14m17s] 5.02x 20% |█████ | (28131/137576, 128 it/s) [3m44s:14m16s] 5.03x 20% |█████ | (28196/137576, 128 it/s) [3m44s:14m15s] 5.03x 20% |█████ | (28258/137576, 128 it/s) [3m45s:14m14s] 5.03x 20% |█████ | (28326/137576, 128 it/s) [3m45s:14m13s] 5.03x 20% |█████ | (28388/137576, 127 it/s) [3m46s:14m18s] 5.03x 20% |█████ | (28453/137576, 128 it/s) [3m46s:14m11s] 5.03x 20% |█████ | (28520/137576, 128 it/s) [3m47s:14m10s] 5.03x 20% |█████ | (28577/137576, 127 it/s) [3m47s:14m18s] 5.03x 20% |█████ | (28639/137576, 127 it/s) [3m48s:14m18s] 5.03x 20% |█████ | (28703/137576, 127 it/s) [3m48s:14m15s] 5.03x 20% |█████ | (28767/137576, 127 it/s) [3m49s:14m15s] 5.03x 20% |█████ | (28831/137576, 127 it/s) [3m49s:14m14s] 5.03x 20% |█████ | (28890/137576, 127 it/s) [3m50s:14m18s] 5.03x 21% |█████ | (28954/137576, 126 it/s) [3m50s:14m20s] 5.03x 21% |█████ | (29019/137576, 126 it/s) [3m51s:14m19s] 5.03x 21% |█████ | (29082/137576, 126 it/s) [3m51s:14m22s] 5.03x 21% |█████ | (29148/137576, 126 it/s) [3m52s:14m20s] 5.03x 21% |█████ | (29211/137576, 126 it/s) [3m52s:14m18s] 5.03x 21% |█████ | (29274/137576, 126 it/s) [3m53s:14m20s] 5.03x 21% |█████ | (29336/137576, 126 it/s) [3m53s:14m19s] 5.03x 21% |█████ | (29400/137576, 126 it/s) [3m54s:14m17s] 5.03x 21% |█████ | (29462/137576, 126 it/s) [3m54s:14m20s] 5.03x 21% |█████ | (29526/137576, 127 it/s) [3m55s:14m12s] 5.03x 21% |█████ | (29588/137576, 126 it/s) [3m55s:14m15s] 5.03x 21% |█████ | (29648/137576, 126 it/s) [3m56s:14m14s] 5.03x 21% |█████ | (29712/137576, 126 it/s) [3m56s:14m17s] 5.03x 21% |█████ | (29775/137576, 126 it/s) [3m57s:14m16s] 5.03x 21% |█████ | (29836/137576, 125 it/s) [3m57s:14m23s] 5.03x 21% |█████ | (29894/137576, 125 it/s) [3m58s:14m22s] 5.03x 21% |█████ | (29958/137576, 124 it/s) [3m58s:14m24s] 5.03x 21% |█████ | (30021/137576, 124 it/s) [3m59s:14m24s] 5.03x 21% |█████ | (30086/137576, 124 it/s) [3m59s:14m23s] 5.03x 21% |█████ | (30152/137576, 125 it/s) [4m0s:14m18s] 5.03x 21% |█████ | (30212/137576, 124 it/s) [4m0s:14m23s] 5.03x 22% |█████ | (30279/137576, 124 it/s) [4m1s:14m22s] 5.03x 22% |█████ | (30340/137576, 125 it/s) [4m1s:14m19s] 5.03x 22% |█████ | (30406/137576, 125 it/s) [4m2s:14m15s] 5.03x 22% |█████ | (30471/137576, 126 it/s) [4m2s:14m10s] 5.03x 22% |██████ | (30534/137576, 126 it/s) [4m3s:14m9s] 5.03x 22% |█████ | (30593/137576, 125 it/s) [4m3s:14m14s] 5.03x 22% |██████ | (30659/137576, 126 it/s) [4m4s:14m7s] 5.03x 22% |██████ | (30726/137576, 126 it/s) [4m4s:14m6s] 5.03x 22% |██████ | (30787/137576, 127 it/s) [4m5s:14m2s] 5.03x 22% |█████ | (30855/137576, 128 it/s) [4m5s:13m54s] 5.03x 22% |█████ | (30918/137576, 127 it/s) [4m6s:13m57s] 5.03x 22% |█████ | (30983/137576, 128 it/s) [4m6s:13m50s] 5.03x 22% |█████ | (31048/137576, 128 it/s) [4m7s:13m49s] 5.03x 22% |█████ | (31114/137576, 128 it/s) [4m7s:13m48s] 5.03x 22% |█████ | (31176/137576, 128 it/s) [4m8s:13m50s] 5.03x 22% |█████ | (31244/137576, 129 it/s) [4m8s:13m45s] 5.03x 22% |█████ | (31305/137576, 128 it/s) [4m9s:13m48s] 5.03x 22% |█████ | (31372/137576, 130 it/s) [4m9s:13m37s] 5.03x 22% |█████ | (31438/137576, 130 it/s) [4m10s:13m36s] 5.03x 22% |█████ | (31500/137576, 130 it/s) [4m10s:13m38s] 5.03x 22% |█████ | (31562/137576, 128 it/s) [4m11s:13m45s] 5.03x 22% |█████ | (31626/137576, 129 it/s) [4m11s:13m44s] 5.03x 23% |█████ | (31688/137576, 128 it/s) [4m12s:13m48s] 5.03x 23% |█████ | (31753/137576, 128 it/s) [4m12s:13m47s] 5.03x 23% |█████ | (31816/137576, 128 it/s) [4m13s:13m48s] 5.03x 23% |██████ | (31874/137576, 126 it/s) [4m13s:14m1s] 5.03x 23% |█████ | (31937/137576, 126 it/s) [4m14s:13m58s] 5.03x 23% |█████ | (32005/137576, 126 it/s) [4m14s:13m57s] 5.03x 23% |██████ | (32064/137576, 125 it/s) [4m15s:14m1s] 5.03x 23% |██████ | (32129/137576, 125 it/s) [4m15s:14m2s] 5.03x 23% |█████ | (32195/137576, 126 it/s) [4m16s:13m56s] 5.03x 23% |█████ | (32260/137576, 127 it/s) [4m16s:13m51s] 5.03x 23% |█████ | (32328/137576, 127 it/s) [4m17s:13m45s] 5.03x 23% |█████ | (32393/137576, 128 it/s) [4m17s:13m42s] 5.03x 23% |█████ | (32459/137576, 128 it/s) [4m18s:13m41s] 5.03x 23% |█████ | (32519/137576, 128 it/s) [4m18s:13m43s] 5.03x 23% |█████ | (32584/137576, 128 it/s) [4m19s:13m42s] 5.03x 23% |█████ | (32640/137576, 127 it/s) [4m19s:13m45s] 5.03x 23% |█████ | (32701/137576, 128 it/s) [4m20s:13m40s] 5.03x 23% |█████ | (32761/137576, 127 it/s) [4m20s:13m44s] 5.03x 23% |█████ | (32823/137576, 127 it/s) [4m21s:13m46s] 5.03x 23% |█████ | (32882/137576, 127 it/s) [4m21s:13m45s] 5.03x 23% |█████ | (32943/137576, 126 it/s) [4m22s:13m51s] 5.03x 23% |█████ | (33005/137576, 125 it/s) [4m22s:13m56s] 5.03x 24% |██████ | (33066/137576, 124 it/s) [4m23s:14m1s] 5.03x 24% |██████ | (33127/137576, 123 it/s) [4m23s:14m10s] 5.03x 24% |██████ | (33188/137576, 122 it/s) [4m24s:14m14s] 5.03x 24% |██████ | (33250/137576, 122 it/s) [4m24s:14m15s] 5.03x 24% |██████ | (33314/137576, 123 it/s) [4m25s:14m10s] 5.03x 24% |██████ | (33377/137576, 123 it/s) [4m25s:14m10s] 5.03x 24% |██████ | (33435/137576, 122 it/s) [4m26s:14m10s] 5.03x 24% |██████ | (33498/137576, 123 it/s) [4m26s:14m5s] 5.03x 24% |██████ | (33564/137576, 124 it/s) [4m27s:13m59s] 5.03x 24% |██████ | (33624/137576, 124 it/s) [4m27s:13m58s] 5.03x 24% |██████ | (33682/137576, 123 it/s) [4m28s:14m3s] 5.03x 24% |██████ | (33742/137576, 123 it/s) [4m28s:14m4s] 5.03x 24% |██████ | (33803/137576, 123 it/s) [4m29s:14m4s] 5.03x 24% |██████ | (33863/137576, 123 it/s) [4m29s:14m6s] 5.03x 24% |██████ | (33923/137576, 123 it/s) [4m30s:14m5s] 5.03x 24% |██████ | (33982/137576, 122 it/s) [4m30s:14m8s] 5.02x 24% |██████ | (34044/137576, 122 it/s) [4m31s:14m10s] 5.02x 24% |██████ | (34106/137576, 122 it/s) [4m31s:14m10s] 5.02x 24% |██████ | (34164/137576, 122 it/s) [4m32s:14m10s] 5.02x 24% |██████ | (34222/137576, 121 it/s) [4m32s:14m17s] 5.02x 24% |██████ | (34278/137576, 119 it/s) [4m33s:14m31s] 5.02x 24% |██████ | (34338/137576, 119 it/s) [4m33s:14m30s] 5.02x 24% |██████ | (34393/137576, 118 it/s) [4m34s:14m34s] 5.02x 25% |██████ | (34453/137576, 118 it/s) [4m34s:14m30s] 5.02x 25% |██████ | (34510/137576, 118 it/s) [4m35s:14m35s] 5.02x 25% |██████ | (34569/137576, 117 it/s) [4m35s:14m36s] 5.02x 25% |██████ | (34628/137576, 117 it/s) [4m36s:14m37s] 5.02x 25% |██████ | (34693/137576, 118 it/s) [4m36s:14m28s] 5.02x 25% |██████ | (34757/137576, 119 it/s) [4m37s:14m25s] 5.02x 25% |██████ | (34814/137576, 119 it/s) [4m37s:14m24s] 5.02x 25% |██████ | (34873/137576, 118 it/s) [4m38s:14m27s] 5.02x 25% |██████ | (34930/137576, 118 it/s) [4m38s:14m28s] 5.02x 25% |██████ | (34992/137576, 119 it/s) [4m39s:14m19s] 5.02x 25% |██████ | (35048/137576, 119 it/s) [4m39s:14m19s] 5.02x 25% |██████ | (35114/137576, 120 it/s) [4m40s:14m13s] 5.02x 25% |██████ | (35175/137576, 120 it/s) [4m40s:14m12s] 5.02x 25% |██████ | (35237/137576, 120 it/s) [4m41s:14m11s] 5.02x 25% |██████ | (35299/137576, 121 it/s) [4m41s:14m3s] 5.02x 25% |██████ | (35360/137576, 122 it/s) [4m42s:14m0s] 5.02x 25% |██████ | (35420/137576, 122 it/s) [4m42s:13m58s] 5.01x 25% |██████ | (35480/137576, 121 it/s) [4m43s:14m5s] 5.01x 25% |██████ | (35541/137576, 120 it/s) [4m43s:14m8s] 5.01x 25% |██████ | (35604/137576, 121 it/s) [4m44s:14m1s] 5.01x 25% |██████ | (35670/137576, 123 it/s) [4m44s:13m48s] 5.01x 25% |██████ | (35730/137576, 123 it/s) [4m45s:13m49s] 5.01x 26% |██████ | (35791/137576, 123 it/s) [4m45s:13m49s] 5.01x 26% |██████ | (35853/137576, 123 it/s) [4m46s:13m46s] 5.01x 26% |██████ | (35907/137576, 121 it/s) [4m46s:13m57s] 5.01x 26% |██████ | (35970/137576, 122 it/s) [4m47s:13m54s] 5.01x 26% |██████ | (36032/137576, 122 it/s) [4m47s:13m51s] 5.01x 26% |██████ | (36091/137576, 122 it/s) [4m48s:13m51s] 5.01x 26% |██████ | (36153/137576, 122 it/s) [4m48s:13m49s] 5.01x 26% |██████ | (36210/137576, 121 it/s) [4m49s:13m57s] 5.01x 26% |███████ | (36271/137576, 120 it/s) [4m49s:14m4s] 5.01x 26% |███████ | (36325/137576, 120 it/s) [4m50s:14m4s] 5.01x 26% |███████ | (36387/137576, 120 it/s) [4m50s:14m6s] 5.01x 26% |██████ | (36443/137576, 119 it/s) [4m51s:14m12s] 5.01x 26% |███████ | (36508/137576, 119 it/s) [4m51s:14m8s] 5.01x 26% |███████ | (36567/137576, 120 it/s) [4m52s:14m1s] 5.01x 26% |██████ | (36633/137576, 121 it/s) [4m53s:13m56s] 5.01x 26% |██████ | (36695/137576, 121 it/s) [4m53s:13m56s] 5.01x 26% |██████ | (36758/137576, 121 it/s) [4m54s:13m55s] 5.01x 26% |██████ | (36818/137576, 121 it/s) [4m54s:13m54s] 5.01x 26% |██████ | (36878/137576, 121 it/s) [4m55s:13m52s] 5.01x 26% |██████ | (36936/137576, 120 it/s) [4m55s:13m57s] 5.01x 26% |██████ | (36992/137576, 120 it/s) [4m56s:13m58s] 5.01x 26% |██████ | (37052/137576, 120 it/s) [4m56s:13m59s] 5.01x 26% |██████ | (37114/137576, 121 it/s) [4m57s:13m53s] 5.01x 27% |███████ | (37171/137576, 121 it/s) [4m57s:13m52s] 5.01x 27% |███████ | (37231/137576, 121 it/s) [4m58s:13m48s] 5x 27% |███████ | (37288/137576, 120 it/s) [4m58s:13m58s] 5x 27% |███████ | (37350/137576, 120 it/s) [4m59s:13m53s] 5x 27% |████████ | (37410/137576, 119 it/s) [4m59s:14m1s] 5x 27% |████████ | (37472/137576, 119 it/s) [5m0s:14m1s] 5x 27% |████████ | (37533/137576, 119 it/s) [5m0s:14m0s] 5x 27% |████████ | (37592/137576, 119 it/s) [5m1s:14m0s] 5x 27% |████████ | (37654/137576, 120 it/s) [5m1s:13m56s] 5x 27% |████████ | (37717/137576, 121 it/s) [5m2s:13m46s] 5x 27% |████████ | (37781/137576, 121 it/s) [5m2s:13m45s] 5x 27% |████████ | (37840/137576, 121 it/s) [5m3s:13m42s] 5x 27% |████████ | (37906/137576, 122 it/s) [5m3s:13m36s] 5x 27% |████████ | (37967/137576, 123 it/s) [5m4s:13m32s] 5x 27% |████████ | (38030/137576, 124 it/s) [5m4s:13m24s] 5x 27% |████████ | (38091/137576, 124 it/s) [5m5s:13m24s] 5x 27% |████████ | (38157/137576, 125 it/s) [5m5s:13m16s] 5x 27% |████████ | (38217/137576, 124 it/s) [5m6s:13m18s] 5x 27% |████████ | (38277/137576, 124 it/s) [5m6s:13m19s] 5x 27% |████████ | (38338/137576, 124 it/s) [5m7s:13m18s] 5x 27% |████████ | (38400/137576, 124 it/s) [5m7s:13m18s] 5x 27% |████████ | (38461/137576, 124 it/s) [5m8s:13m19s] 5x 28% |████████ | (38522/137576, 123 it/s) [5m8s:13m25s] 5x 28% |████████ | (38581/137576, 123 it/s) [5m9s:13m27s] 5x 28% |████████ | (38643/137576, 122 it/s) [5m9s:13m28s] 5x 28% |████████ | (38705/137576, 122 it/s) [5m10s:13m27s] 5x 28% |████████ | (38766/137576, 121 it/s) [5m10s:13m33s] 5x 28% |████████ | (38825/137576, 121 it/s) [5m11s:13m34s] 5x 28% |████████ | (38884/137576, 121 it/s) [5m11s:13m34s] 5x 28% |████████ | (38942/137576, 120 it/s) [5m12s:13m38s] 5x 28% |████████ | (39007/137576, 121 it/s) [5m12s:13m34s] 5x 28% |████████ | (39068/137576, 121 it/s) [5m13s:13m33s] 5x 28% |████████ | (39128/137576, 121 it/s) [5m13s:13m33s] 5x 28% |████████ | (39192/137576, 121 it/s) [5m14s:13m31s] 5x 28% |████████ | (39252/137576, 122 it/s) [5m14s:13m29s] 5x 28% |████████ | (39308/137576, 120 it/s) [5m15s:13m36s] 5x 28% |████████ | (39367/137576, 120 it/s) [5m15s:13m40s] 5x 28% |████████ | (39426/137576, 119 it/s) [5m16s:13m42s] 5x 28% |████████ | (39486/137576, 120 it/s) [5m16s:13m40s] 5x 28% |████████ | (39544/137576, 119 it/s) [5m17s:13m41s] 5x 28% |████████ | (39602/137576, 119 it/s) [5m17s:13m40s] 5x 28% |████████ | (39658/137576, 119 it/s) [5m18s:13m41s] 4.99x 28% |███████ | (39720/137576, 119 it/s) [5m18s:13m45s] 4.99x 28% |███████ | (39779/137576, 119 it/s) [5m19s:13m44s] 4.99x 28% |███████ | (39835/137576, 118 it/s) [5m19s:13m48s] 4.99x 28% |███████ | (39891/137576, 117 it/s) [5m20s:13m57s] 4.99x 29% |███████ | (39948/137576, 116 it/s) [5m20s:14m0s] 4.99x 29% |███████ | (40003/137576, 116 it/s) [5m21s:14m1s] 4.99x 29% |███████ | (40065/137576, 117 it/s) [5m21s:13m56s] 4.99x 29% |███████ | (40129/137576, 118 it/s) [5m22s:13m49s] 4.99x 29% |███████ | (40186/137576, 117 it/s) [5m22s:13m53s] 4.99x 29% |███████ | (40249/137576, 117 it/s) [5m23s:13m52s] 4.99x 29% |███████ | (40309/137576, 118 it/s) [5m23s:13m46s] 4.99x 29% |███████ | (40374/137576, 118 it/s) [5m24s:13m46s] 4.99x 29% |███████ | (40433/137576, 119 it/s) [5m24s:13m38s] 4.99x 29% |███████ | (40489/137576, 117 it/s) [5m25s:13m46s] 4.99x 29% |███████ | (40551/137576, 118 it/s) [5m25s:13m39s] 4.99x 29% |███████ | (40611/137576, 118 it/s) [5m26s:13m39s] 4.99x 29% |███████ | (40672/137576, 119 it/s) [5m26s:13m32s] 4.99x 29% |███████ | (40736/137576, 121 it/s) [5m27s:13m22s] 4.99x 29% |███████ | (40793/137576, 121 it/s) [5m27s:13m19s] 4.99x 29% |███████ | (40858/137576, 121 it/s) [5m28s:13m16s] 4.99x 29% |███████ | (40921/137576, 121 it/s) [5m28s:13m15s] 4.99x 29% |███████ | (40982/137576, 121 it/s) [5m29s:13m17s] 4.99x 29% |███████ | (41043/137576, 122 it/s) [5m29s:13m11s] 4.99x 29% |███████ | (41107/137576, 122 it/s) [5m30s:13m7s] 4.99x 29% |███████ | (41169/137576, 122 it/s) [5m30s:13m7s] 4.99x 29% |███████ | (41230/137576, 122 it/s) [5m31s:13m7s] 4.99x 30% |████████ | (41288/137576, 123 it/s) [5m31s:13m5s] 4.99x 30% |████████ | (41350/137576, 123 it/s) [5m32s:13m4s] 4.99x 30% |███████ | (41414/137576, 123 it/s) [5m32s:12m59s] 4.99x 30% |███████ | (41474/137576, 123 it/s) [5m33s:12m59s] 4.99x 30% |████████ | (41536/137576, 123 it/s) [5m33s:13m2s] 4.99x 30% |████████ | (41600/137576, 123 it/s) [5m34s:13m2s] 4.99x 30% |███████ | (41655/137576, 123 it/s) [5m34s:12m58s] 4.99x 30% |███████ | (41718/137576, 123 it/s) [5m35s:12m59s] 4.99x 30% |████████ | (41779/137576, 123 it/s) [5m35s:13m0s] 4.99x 30% |███████ | (41845/137576, 124 it/s) [5m36s:12m53s] 4.99x 30% |███████ | (41905/137576, 123 it/s) [5m36s:12m58s] 4.99x 30% |███████ | (41970/137576, 124 it/s) [5m37s:12m53s] 4.99x 30% |███████ | (42030/137576, 124 it/s) [5m37s:12m49s] 4.99x 30% |███████ | (42090/137576, 124 it/s) [5m38s:12m51s] 4.99x 30% |███████ | (42151/137576, 124 it/s) [5m38s:12m51s] 4.99x 30% |███████ | (42211/137576, 123 it/s) [5m39s:12m54s] 4.99x 30% |███████ | (42275/137576, 124 it/s) [5m39s:12m50s] 4.99x 30% |███████ | (42329/137576, 122 it/s) [5m40s:12m57s] 4.99x 30% |███████ | (42392/137576, 122 it/s) [5m40s:12m57s] 4.99x 30% |███████ | (42454/137576, 123 it/s) [5m41s:12m55s] 4.99x 30% |████████ | (42516/137576, 122 it/s) [5m41s:13m0s] 4.99x 30% |████████ | (42575/137576, 122 it/s) [5m42s:13m0s] 4.98x 30% |███████ | (42640/137576, 122 it/s) [5m42s:12m57s] 4.99x 31% |████████ | (42702/137576, 122 it/s) [5m43s:13m0s] 4.99x 31% |████████ | (42763/137576, 122 it/s) [5m43s:12m59s] 4.98x 31% |████████ | (42825/137576, 122 it/s) [5m44s:12m58s] 4.98x 31% |████████ | (42881/137576, 121 it/s) [5m44s:12m59s] 4.98x 31% |████████ | (42942/137576, 121 it/s) [5m45s:12m59s] 4.98x 31% |████████ | (43005/137576, 122 it/s) [5m45s:12m56s] 4.98x 31% |████████ | (43068/137576, 122 it/s) [5m46s:12m56s] 4.98x 31% |████████ | (43130/137576, 122 it/s) [5m46s:12m57s] 4.98x 31% |████████ | (43193/137576, 122 it/s) [5m47s:12m56s] 4.98x 31% |████████ | (43253/137576, 123 it/s) [5m47s:12m46s] 4.98x 31% |████████ | (43318/137576, 123 it/s) [5m48s:12m43s] 4.98x 31% |████████ | (43381/137576, 123 it/s) [5m48s:12m43s] 4.98x 31% |████████ | (43439/137576, 123 it/s) [5m49s:12m44s] 4.98x 31% |████████ | (43503/137576, 124 it/s) [5m49s:12m40s] 4.98x 31% |████████ | (43561/137576, 123 it/s) [5m50s:12m45s] 4.98x 31% |████████ | (43622/137576, 123 it/s) [5m50s:12m45s] 4.98x 31% |████████ | (43680/137576, 122 it/s) [5m51s:12m48s] 4.98x 31% |████████ | (43741/137576, 122 it/s) [5m51s:12m47s] 4.98x 31% |████████ | (43803/137576, 123 it/s) [5m52s:12m42s] 4.98x 31% |████████ | (43865/137576, 123 it/s) [5m52s:12m42s] 4.98x 31% |████████ | (43928/137576, 123 it/s) [5m53s:12m41s] 4.98x 31% |████████ | (43987/137576, 123 it/s) [5m53s:12m43s] 4.98x 32% |████████ | (44052/137576, 122 it/s) [5m54s:12m44s] 4.98x 32% |████████ | (44112/137576, 122 it/s) [5m54s:12m43s] 4.98x 32% |████████ | (44172/137576, 122 it/s) [5m55s:12m43s] 4.98x 32% |████████ | (44234/137576, 122 it/s) [5m55s:12m45s] 4.98x 32% |████████ | (44296/137576, 123 it/s) [5m56s:12m39s] 4.98x 32% |████████ | (44358/137576, 123 it/s) [5m56s:12m39s] 4.98x 32% |████████ | (44417/137576, 123 it/s) [5m57s:12m37s] 4.98x 32% |████████ | (44480/137576, 123 it/s) [5m57s:12m34s] 4.98x 32% |████████ | (44546/137576, 124 it/s) [5m58s:12m29s] 4.98x 32% |████████ | (44606/137576, 124 it/s) [5m58s:12m31s] 4.98x 32% |████████ | (44669/137576, 124 it/s) [5m59s:12m30s] 4.98x 32% |████████ | (44728/137576, 124 it/s) [5m59s:12m30s] 4.98x 32% |████████ | (44793/137576, 124 it/s) [6m0s:12m29s] 4.98x 32% |████████ | (44853/137576, 124 it/s) [6m0s:12m29s] 4.98x 32% |████████ | (44913/137576, 124 it/s) [6m1s:12m29s] 4.98x 32% |████████ | (44974/137576, 123 it/s) [6m1s:12m30s] 4.98x 32% |████████ | (45038/137576, 124 it/s) [6m2s:12m27s] 4.98x 32% |████████ | (45103/137576, 125 it/s) [6m2s:12m21s] 4.98x 32% |████████ | (45167/137576, 125 it/s) [6m3s:12m19s] 4.98x 32% |████████ | (45231/137576, 125 it/s) [6m3s:12m20s] 4.98x 32% |████████ | (45289/137576, 124 it/s) [6m4s:12m22s] 4.98x 32% |████████ | (45351/137576, 124 it/s) [6m4s:12m23s] 4.98x 33% |████████ | (45413/137576, 125 it/s) [6m5s:12m19s] 4.98x 33% |████████ | (45477/137576, 124 it/s) [6m5s:12m19s] 4.98x 33% |████████ | (45538/137576, 124 it/s) [6m6s:12m19s] 4.98x 33% |████████ | (45605/137576, 125 it/s) [6m6s:12m13s] 4.98x 33% |█████████ | (45672/137576, 127 it/s) [6m7s:12m5s] 4.98x 33% |█████████ | (45733/137576, 126 it/s) [6m7s:12m9s] 4.98x 33% |█████████ | (45797/137576, 126 it/s) [6m8s:12m9s] 4.98x 33% |█████████ | (45861/137576, 126 it/s) [6m8s:12m9s] 4.98x 33% |█████████ | (45927/137576, 126 it/s) [6m9s:12m7s] 4.98x 33% |█████████ | (45989/137576, 126 it/s) [6m9s:12m9s] 4.98x 33% |████████ | (46056/137576, 126 it/s) [6m10s:12m8s] 4.98x 33% |████████ | (46116/137576, 127 it/s) [6m10s:12m1s] 4.98x 33% |████████ | (46179/137576, 127 it/s) [6m11s:11m59s] 4.98x 33% |████████ | (46243/137576, 127 it/s) [6m11s:11m57s] 4.98x 33% |████████ | (46304/137576, 127 it/s) [6m12s:12m0s] 4.98x 33% |████████ | (46367/137576, 127 it/s) [6m12s:12m0s] 4.98x 33% |████████ | (46431/137576, 127 it/s) [6m13s:12m0s] 4.98x 33% |████████ | (46492/137576, 125 it/s) [6m13s:12m6s] 4.98x 33% |████████ | (46548/137576, 125 it/s) [6m14s:12m6s] 4.98x 33% |████████ | (46610/137576, 125 it/s) [6m14s:12m6s] 4.98x 33% |████████ | (46670/137576, 124 it/s) [6m15s:12m11s] 4.98x 33% |████████ | (46731/137576, 123 it/s) [6m15s:12m16s] 4.98x 34% |████████ | (46793/137576, 123 it/s) [6m16s:12m16s] 4.98x 34% |████████ | (46858/137576, 123 it/s) [6m16s:12m14s] 4.98x 34% |████████ | (46913/137576, 122 it/s) [6m17s:12m23s] 4.98x 34% |████████ | (46972/137576, 121 it/s) [6m17s:12m28s] 4.98x 34% |████████ | (47040/137576, 122 it/s) [6m18s:12m19s] 4.98x 34% |████████ | (47103/137576, 122 it/s) [6m18s:12m19s] 4.98x 34% |████████ | (47163/137576, 122 it/s) [6m19s:12m20s] 4.98x 34% |████████ | (47225/137576, 123 it/s) [6m19s:12m16s] 4.98x 34% |████████ | (47284/137576, 122 it/s) [6m20s:12m17s] 4.98x 34% |████████ | (47345/137576, 122 it/s) [6m20s:12m16s] 4.98x 34% |████████ | (47407/137576, 122 it/s) [6m21s:12m16s] 4.98x 34% |████████ | (47466/137576, 121 it/s) [6m21s:12m22s] 4.98x 34% |████████ | (47531/137576, 123 it/s) [6m22s:12m10s] 4.98x 34% |█████████ | (47593/137576, 124 it/s) [6m22s:12m6s] 4.98x 34% |████████ | (47656/137576, 123 it/s) [6m23s:12m11s] 4.98x 34% |████████ | (47718/137576, 123 it/s) [6m23s:12m12s] 4.98x 34% |█████████ | (47782/137576, 124 it/s) [6m24s:12m7s] 4.98x 34% |█████████ | (47840/137576, 124 it/s) [6m24s:12m6s] 4.98x 34% |█████████ | (47902/137576, 123 it/s) [6m25s:12m8s] 4.98x 34% |█████████ | (47960/137576, 123 it/s) [6m25s:12m8s] 4.98x 34% |█████████ | (48020/137576, 123 it/s) [6m26s:12m9s] 4.98x 34% |█████████ | (48083/137576, 123 it/s) [6m26s:12m7s] 4.98x 34% |█████████ | (48144/137576, 123 it/s) [6m27s:12m4s] 4.98x 35% |█████████ | (48199/137576, 123 it/s) [6m27s:12m4s] 4.98x 35% |█████████ | (48266/137576, 123 it/s) [6m28s:12m8s] 4.98x 35% |█████████ | (48326/137576, 122 it/s) [6m28s:12m10s] 4.98x 35% |█████████ | (48386/137576, 122 it/s) [6m29s:12m13s] 4.98x 35% |█████████ | (48447/137576, 122 it/s) [6m29s:12m13s] 4.98x 35% |█████████ | (48508/137576, 121 it/s) [6m30s:12m13s] 4.98x 35% |█████████ | (48571/137576, 121 it/s) [6m30s:12m14s] 4.98x 35% |█████████ | (48632/137576, 121 it/s) [6m31s:12m12s] 4.98x 35% |█████████ | (48698/137576, 123 it/s) [6m31s:12m2s] 4.98x 35% |█████████ | (48758/137576, 123 it/s) [6m32s:12m2s] 4.98x 35% |█████████ | (48819/137576, 122 it/s) [6m32s:12m4s] 4.98x 35% |█████████ | (48877/137576, 122 it/s) [6m33s:12m7s] 4.98x 35% |█████████ | (48939/137576, 122 it/s) [6m33s:12m6s] 4.98x 35% |█████████ | (48995/137576, 122 it/s) [6m34s:12m5s] 4.98x 35% |█████████ | (49052/137576, 121 it/s) [6m34s:12m9s] 4.98x 35% |█████████ | (49116/137576, 122 it/s) [6m35s:12m4s] 4.98x 35% |█████████ | (49179/137576, 122 it/s) [6m35s:12m4s] 4.98x 35% |█████████ | (49238/137576, 122 it/s) [6m36s:12m3s] 4.98x 35% |█████████ | (49299/137576, 122 it/s) [6m36s:12m5s] 4.98x 35% |█████████ | (49357/137576, 121 it/s) [6m37s:12m8s] 4.98x 35% |█████████ | (49417/137576, 120 it/s) [6m37s:12m14s] 4.98x 35% |█████████ | (49481/137576, 121 it/s) [6m38s:12m9s] 4.98x 36% |█████████ | (49539/137576, 120 it/s) [6m38s:12m13s] 4.98x 36% |█████████ | (49598/137576, 120 it/s) [6m39s:12m12s] 4.98x 36% |█████████ | (49662/137576, 121 it/s) [6m39s:12m6s] 4.98x 36% |█████████ | (49716/137576, 119 it/s) [6m40s:12m16s] 4.97x 36% |█████████ | (49779/137576, 120 it/s) [6m40s:12m8s] 4.97x 36% |█████████ | (49839/137576, 120 it/s) [6m41s:12m8s] 4.97x 36% |█████████ | (49900/137576, 120 it/s) [6m41s:12m10s] 4.97x 36% |█████████ | (49961/137576, 120 it/s) [6m42s:12m10s] 4.97x 36% |█████████ | (50021/137576, 120 it/s) [6m42s:12m11s] 4.97x 36% |█████████ | (50082/137576, 120 it/s) [6m43s:12m7s] 4.97x 36% |█████████ | (50141/137576, 120 it/s) [6m43s:12m8s] 4.97x 36% |█████████ | (50205/137576, 120 it/s) [6m44s:12m7s] 4.97x 36% |█████████ | (50266/137576, 121 it/s) [6m44s:12m3s] 4.97x 36% |█████████ | (50328/137576, 121 it/s) [6m45s:12m3s] 4.97x 36% |█████████ | (50386/137576, 120 it/s) [6m45s:12m4s] 4.97x 36% |█████████ | (50451/137576, 123 it/s) [6m46s:11m51s] 4.97x 36% |█████████ | (50510/137576, 122 it/s) [6m46s:11m54s] 4.97x 36% |█████████ | (50573/137576, 122 it/s) [6m47s:11m51s] 4.97x 36% |█████████ | (50634/137576, 122 it/s) [6m47s:11m51s] 4.97x 36% |█████████ | (50689/137576, 121 it/s) [6m48s:11m56s] 4.97x 36% |█████████ | (50749/137576, 121 it/s) [6m48s:11m57s] 4.97x 36% |█████████ | (50807/137576, 121 it/s) [6m49s:11m57s] 4.97x 36% |█████████ | (50868/137576, 120 it/s) [6m49s:12m0s] 4.97x 37% |█████████ | (50919/137576, 118 it/s) [6m50s:12m12s] 4.97x 37% |█████████ | (50981/137576, 118 it/s) [6m50s:12m11s] 4.97x 37% |█████████ | (51043/137576, 119 it/s) [6m51s:12m8s] 4.97x 37% |█████████ | (51103/137576, 118 it/s) [6m51s:12m14s] 4.97x 37% |█████████ | (51159/137576, 117 it/s) [6m52s:12m18s] 4.97x 37% |█████████ | (51221/137576, 117 it/s) [6m52s:12m17s] 4.97x 37% |█████████ | (51287/137576, 117 it/s) [6m53s:12m15s] 4.97x 37% |█████████ | (51351/137576, 118 it/s) [6m53s:12m11s] 4.97x 37% |█████████ | (51411/137576, 118 it/s) [6m54s:12m10s] 4.97x 37% |█████████ | (51478/137576, 120 it/s) [6m54s:11m59s] 4.97x 37% |█████████ | (51534/137576, 119 it/s) [6m55s:12m4s] 4.97x 37% |█████████ | (51601/137576, 121 it/s) [6m55s:11m53s] 4.97x 37% |█████████ | (51659/137576, 120 it/s) [6m56s:11m56s] 4.97x 37% 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38% |██████████ | (52702/137576, 123 it/s) [7m4s:11m31s] 4.97x 38% |██████████ | (52765/137576, 123 it/s) [7m5s:11m29s] 4.97x 38% |██████████ | (52823/137576, 122 it/s) [7m5s:11m33s] 4.97x 38% |██████████ | (52885/137576, 122 it/s) [7m6s:11m35s] 4.97x 38% |██████████ | (52945/137576, 122 it/s) [7m6s:11m35s] 4.97x 38% |██████████ | (53005/137576, 121 it/s) [7m7s:11m40s] 4.97x 38% |██████████ | (53065/137576, 122 it/s) [7m7s:11m32s] 4.97x 38% |██████████ | (53122/137576, 121 it/s) [7m8s:11m40s] 4.97x 38% |██████████ | (53183/137576, 119 it/s) [7m8s:11m46s] 4.97x 38% |██████████ | (53245/137576, 120 it/s) [7m9s:11m42s] 4.97x 38% |██████████ | (53306/137576, 120 it/s) [7m9s:11m39s] 4.97x 38% |█████████ | (53362/137576, 119 it/s) [7m10s:11m47s] 4.97x 38% |█████████ | (53424/137576, 120 it/s) [7m10s:11m41s] 4.97x 38% |█████████ | (53484/137576, 119 it/s) [7m11s:11m44s] 4.97x 38% |█████████ | (53545/137576, 119 it/s) [7m11s:11m43s] 4.97x 38% |█████████ | (53607/137576, 120 it/s) [7m12s:11m40s] 4.97x 39% |██████████ | (53668/137576, 120 it/s) [7m12s:11m39s] 4.97x 39% |██████████ | (53724/137576, 119 it/s) [7m13s:11m43s] 4.97x 39% |██████████ | (53787/137576, 119 it/s) [7m13s:11m42s] 4.97x 39% |██████████ | (53851/137576, 121 it/s) [7m14s:11m34s] 4.97x 39% |██████████ | (53914/137576, 121 it/s) [7m14s:11m31s] 4.97x 39% |██████████ | (53978/137576, 121 it/s) [7m15s:11m29s] 4.97x 39% |██████████ | (54042/137576, 121 it/s) [7m15s:11m28s] 4.97x 39% |██████████ | (54104/137576, 122 it/s) [7m16s:11m25s] 4.97x 39% |██████████ | (54169/137576, 124 it/s) [7m16s:11m14s] 4.97x 39% |██████████ | (54231/137576, 124 it/s) [7m17s:11m14s] 4.97x 39% |██████████ | (54291/137576, 124 it/s) [7m17s:11m13s] 4.97x 39% |██████████ | (54352/137576, 123 it/s) [7m18s:11m14s] 4.97x 39% |██████████ | (54414/137576, 123 it/s) [7m18s:11m13s] 4.97x 39% |██████████ | (54475/137576, 124 it/s) [7m19s:11m12s] 4.97x 39% |██████████ | (54535/137576, 124 it/s) [7m19s:11m8s] 4.97x 39% |██████████ | 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(67269/137576, 126 it/s) [9m0s:9m16s] 4.98x 48% |█████████████ | (67329/137576, 125 it/s) [9m1s:9m20s] 4.98x 48% |█████████████ | (67395/137576, 126 it/s) [9m1s:9m16s] 4.98x 49% |█████████████ | (67453/137576, 124 it/s) [9m2s:9m23s] 4.98x 49% |█████████████ | (67512/137576, 124 it/s) [9m2s:9m26s] 4.98x 49% |█████████████ | (67570/137576, 123 it/s) [9m3s:9m31s] 4.98x 49% |█████████████ | (67631/137576, 122 it/s) [9m3s:9m32s] 4.98x 49% |█████████████ | (67689/137576, 122 it/s) [9m4s:9m31s] 4.98x 49% |█████████████ | (67751/137576, 121 it/s) [9m4s:9m35s] 4.98x 49% |█████████████ | (67814/137576, 122 it/s) [9m5s:9m33s] 4.98x 49% |█████████████ | (67876/137576, 122 it/s) [9m5s:9m33s] 4.98x 49% |█████████████ | (67936/137576, 121 it/s) [9m6s:9m34s] 4.98x 49% |█████████████ | (68001/137576, 122 it/s) [9m6s:9m31s] 4.98x 49% |█████████████ | (68063/137576, 122 it/s) [9m7s:9m28s] 4.98x 49% |█████████████ | (68125/137576, 121 it/s) [9m7s:9m31s] 4.98x 49% |█████████████ | (68189/137576, 123 it/s) [9m8s:9m25s] 4.98x 49% |█████████████ | (68252/137576, 123 it/s) [9m9s:9m21s] 4.98x 49% |█████████████ | (68318/137576, 125 it/s) [9m9s:9m14s] 4.98x 49% |█████████████ | (68377/137576, 125 it/s) [9m10s:9m13s] 4.98x 49% |█████████████ | (68441/137576, 125 it/s) [9m10s:9m12s] 4.98x 49% |█████████████ | (68505/137576, 126 it/s) [9m11s:9m8s] 4.98x 49% |█████████████ | (68566/137576, 126 it/s) [9m11s:9m9s] 4.98x 49% |█████████████ | (68630/137576, 126 it/s) [9m12s:9m9s] 4.98x 49% |█████████████ | (68691/137576, 126 it/s) [9m12s:9m7s] 4.98x 49% |█████████████ | (68750/137576, 125 it/s) [9m13s:9m11s] 4.98x 50% |█████████████ | (68813/137576, 125 it/s) [9m13s:9m10s] 4.98x 50% |██████████████ | (68876/137576, 125 it/s) [9m14s:9m9s] 4.98x 50% |█████████████ | (68937/137576, 124 it/s) [9m14s:9m11s] 4.98x 50% |█████████████ | (68998/137576, 124 it/s) [9m15s:9m11s] 4.98x 50% |█████████████ | (69061/137576, 124 it/s) [9m15s:9m11s] 4.98x 50% |█████████████ | (69126/137576, 124 it/s) [9m16s:9m11s] 4.98x 50% |██████████████ | (69189/137576, 124 it/s) [9m16s:9m9s] 4.98x 50% |██████████████ | (69255/137576, 125 it/s) [9m17s:9m7s] 4.98x 50% |██████████████ | (69318/137576, 125 it/s) [9m17s:9m4s] 4.98x 50% |██████████████ | (69382/137576, 126 it/s) [9m18s:9m3s] 4.98x 50% |█████████████ | (69445/137576, 126 it/s) [9m18s:8m59s] 4.98x 50% |█████████████ | (69508/137576, 126 it/s) [9m19s:8m58s] 4.98x 50% |█████████████ | (69574/137576, 127 it/s) [9m19s:8m55s] 4.98x 50% |█████████████ | (69639/137576, 127 it/s) [9m20s:8m55s] 4.98x 50% |█████████████ | (69705/137576, 128 it/s) [9m20s:8m50s] 4.98x 50% |█████████████ | (69766/137576, 128 it/s) [9m21s:8m51s] 4.98x 50% |█████████████ | (69831/137576, 128 it/s) [9m21s:8m51s] 4.98x 50% |█████████████ | (69894/137576, 128 it/s) [9m22s:8m50s] 4.98x 50% |█████████████ | (69958/137576, 128 it/s) [9m22s:8m49s] 4.98x 50% |█████████████ | (70026/137576, 128 it/s) [9m23s:8m47s] 4.98x 50% |█████████████ | (70088/137576, 128 it/s) [9m23s:8m47s] 4.98x 50% |█████████████ | (70149/137576, 128 it/s) [9m24s:8m47s] 4.98x 51% |█████████████ | (70214/137576, 128 it/s) [9m24s:8m47s] 4.98x 51% |█████████████ | (70277/137576, 128 it/s) [9m25s:8m46s] 4.98x 51% |█████████████ | (70340/137576, 128 it/s) [9m25s:8m46s] 4.98x 51% |█████████████ | (70403/137576, 128 it/s) [9m26s:8m45s] 4.98x 51% |█████████████ | (70465/137576, 127 it/s) [9m26s:8m48s] 4.98x 51% |█████████████ | (70529/137576, 127 it/s) [9m27s:8m48s] 4.98x 51% |█████████████ | (70592/137576, 127 it/s) [9m27s:8m47s] 4.98x 51% |█████████████ | (70655/137576, 127 it/s) [9m28s:8m46s] 4.98x 51% |█████████████ | (70712/137576, 126 it/s) [9m28s:8m49s] 4.98x 51% |█████████████ | (70776/137576, 126 it/s) [9m29s:8m49s] 4.98x 51% |█████████████ | (70836/137576, 125 it/s) [9m29s:8m55s] 4.98x 51% |█████████████ | (70904/137576, 125 it/s) [9m30s:8m54s] 4.98x 51% |█████████████ | (70968/137576, 125 it/s) [9m30s:8m51s] 4.98x 51% |█████████████ | (71027/137576, 125 it/s) [9m31s:8m53s] 4.98x 51% 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53% |██████████████ | (72974/137576, 126 it/s) [9m46s:8m33s] 4.98x 53% |██████████████ | (73038/137576, 127 it/s) [9m47s:8m28s] 4.98x 53% |██████████████ | (73103/137576, 128 it/s) [9m47s:8m25s] 4.98x 53% |██████████████ | (73165/137576, 128 it/s) [9m48s:8m25s] 4.98x 53% |██████████████ | (73231/137576, 128 it/s) [9m48s:8m24s] 4.98x 53% |██████████████ | (73293/137576, 127 it/s) [9m49s:8m26s] 4.98x 53% |██████████████ | (73356/137576, 127 it/s) [9m49s:8m25s] 4.98x 53% |██████████████ | (73421/137576, 127 it/s) [9m50s:8m24s] 4.98x 53% |██████████████ | (73483/137576, 127 it/s) [9m50s:8m23s] 4.98x 53% |██████████████ | (73548/137576, 127 it/s) [9m51s:8m22s] 4.98x 53% |██████████████ | (73610/137576, 127 it/s) [9m51s:8m22s] 4.98x 53% |██████████████ | (73672/137576, 128 it/s) [9m52s:8m19s] 4.98x 53% |██████████████ | (73731/137576, 126 it/s) [9m52s:8m27s] 4.98x 53% |██████████████ | (73798/137576, 127 it/s) [9m53s:8m23s] 4.98x 53% |██████████████ | (73862/137576, 127 it/s) [9m53s:8m23s] 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[10m1s:8m15s] 4.98x 54% |██████████████ | (74890/137576, 127 it/s) [10m1s:8m14s] 4.98x 54% |██████████████ | (74950/137576, 127 it/s) [10m2s:8m13s] 4.98x 54% |██████████████ | (75012/137576, 127 it/s) [10m2s:8m13s] 4.98x 54% |██████████████ | (75076/137576, 127 it/s) [10m3s:8m12s] 4.98x 54% |██████████████ | (75135/137576, 126 it/s) [10m3s:8m13s] 4.98x 54% |██████████████ | (75198/137576, 126 it/s) [10m4s:8m13s] 4.98x 54% |██████████████ | (75262/137576, 126 it/s) [10m4s:8m12s] 4.98x 54% |██████████████ | (75322/137576, 125 it/s) [10m5s:8m16s] 4.98x 54% |██████████████ | (75381/137576, 125 it/s) [10m5s:8m17s] 4.98x 54% |██████████████ | (75439/137576, 125 it/s) [10m6s:8m17s] 4.98x 54% |██████████████ | (75504/137576, 125 it/s) [10m6s:8m17s] 4.98x 54% |██████████████ | (75563/137576, 125 it/s) [10m7s:8m16s] 4.98x 54% |██████████████ | (75630/137576, 124 it/s) [10m7s:8m19s] 4.98x 55% |██████████████ | (75689/137576, 124 it/s) [10m8s:8m18s] 4.98x 55% |██████████████ | (75753/137576, 124 it/s) [10m8s:8m19s] 4.98x 55% |██████████████ | (75820/137576, 125 it/s) [10m9s:8m15s] 4.98x 55% |██████████████ | (75884/137576, 125 it/s) [10m9s:8m15s] 4.98x 55% |██████████████ | (75954/137576, 126 it/s) [10m10s:8m8s] 4.98x 55% |██████████████ | (76014/137576, 126 it/s) [10m10s:8m9s] 4.98x 55% |██████████████ | (76078/137576, 126 it/s) [10m11s:8m7s] 4.98x 55% |██████████████ | (76140/137576, 126 it/s) [10m11s:8m6s] 4.98x 55% |██████████████ | (76200/137576, 126 it/s) [10m12s:8m5s] 4.98x 55% |██████████████ | (76261/137576, 126 it/s) [10m12s:8m5s] 4.98x 55% |██████████████ | (76325/137576, 126 it/s) [10m13s:8m4s] 4.98x 55% |██████████████ | (76386/137576, 126 it/s) [10m13s:8m4s] 4.98x 55% |██████████████ | (76450/137576, 126 it/s) [10m14s:8m5s] 4.98x 55% |██████████████ | (76507/137576, 124 it/s) [10m14s:8m11s] 4.98x 55% |██████████████ | (76569/137576, 124 it/s) [10m15s:8m11s] 4.98x 55% |██████████████ | (76629/137576, 123 it/s) [10m15s:8m17s] 4.98x 55% |██████████████ | (76693/137576, 123 it/s) [10m16s:8m13s] 4.98x 55% |██████████████ | (76759/137576, 124 it/s) [10m16s:8m11s] 4.98x 55% |██████████████ | (76819/137576, 123 it/s) [10m17s:8m12s] 4.98x 55% |██████████████ | (76882/137576, 124 it/s) [10m17s:8m9s] 4.98x 55% |██████████████ | (76941/137576, 124 it/s) [10m18s:8m10s] 4.98x 55% |██████████████ | (77003/137576, 123 it/s) [10m18s:8m11s] 4.98x 56% |███████████████ | (77070/137576, 124 it/s) [10m19s:8m6s] 4.98x 56% |███████████████ | (77132/137576, 124 it/s) [10m19s:8m7s] 4.98x 56% |███████████████ | (77198/137576, 124 it/s) [10m20s:8m7s] 4.98x 56% |███████████████ | (77261/137576, 126 it/s) [10m20s:8m0s] 4.98x 56% |███████████████ | (77321/137576, 125 it/s) [10m21s:8m0s] 4.98x 56% |███████████████ | (77385/137576, 125 it/s) [10m21s:8m0s] 4.98x 56% |███████████████ | (77447/137576, 125 it/s) [10m22s:8m0s] 4.98x 56% |███████████████ | (77511/137576, 125 it/s) [10m22s:8m2s] 4.98x 56% |███████████████ | (77571/137576, 125 it/s) [10m23s:8m1s] 4.98x 56% |███████████████ | (77633/137576, 125 it/s) [10m23s:8m0s] 4.98x 56% |██████████████ | (77701/137576, 126 it/s) [10m24s:7m55s] 4.98x 56% |██████████████ | (77765/137576, 127 it/s) [10m24s:7m51s] 4.98x 56% |██████████████ | (77830/137576, 127 it/s) [10m25s:7m51s] 4.98x 56% |██████████████ | (77890/137576, 127 it/s) [10m25s:7m50s] 4.98x 56% |██████████████ | (77953/137576, 126 it/s) [10m26s:7m52s] 4.98x 56% |██████████████ | (78007/137576, 125 it/s) [10m26s:7m58s] 4.98x 56% |██████████████ | (78073/137576, 125 it/s) [10m27s:7m56s] 4.98x 56% |██████████████ | (78135/137576, 125 it/s) [10m27s:7m54s] 4.98x 56% |██████████████ | (78195/137576, 125 it/s) [10m28s:7m56s] 4.98x 56% |██████████████ | (78256/137576, 124 it/s) [10m28s:7m57s] 4.98x 56% |██████████████ | (78317/137576, 124 it/s) [10m29s:7m57s] 4.98x 56% |███████████████ | (78375/137576, 122 it/s) [10m29s:8m4s] 4.98x 57% |███████████████ | (78440/137576, 122 it/s) [10m30s:8m3s] 4.98x 57% |███████████████ | (78503/137576, 122 it/s) [10m30s:8m2s] 4.98x 57% |███████████████ | (78567/137576, 122 it/s) [10m31s:8m1s] 4.98x 57% |███████████████ | (78631/137576, 122 it/s) [10m31s:8m1s] 4.98x 57% |██████████████ | (78695/137576, 125 it/s) [10m32s:7m52s] 4.98x 57% |██████████████ | (78758/137576, 124 it/s) [10m32s:7m54s] 4.98x 57% |██████████████ | (78818/137576, 124 it/s) [10m33s:7m55s] 4.98x 57% |██████████████ | (78881/137576, 124 it/s) [10m33s:7m53s] 4.98x 57% |██████████████ | (78942/137576, 124 it/s) [10m34s:7m52s] 4.98x 57% |██████████████ | (79006/137576, 124 it/s) [10m34s:7m50s] 4.98x 57% |██████████████ | (79070/137576, 125 it/s) [10m35s:7m48s] 4.98x 57% |██████████████ | (79133/137576, 126 it/s) [10m35s:7m44s] 4.98x 57% |██████████████ | (79198/137576, 126 it/s) [10m36s:7m43s] 4.98x 57% |██████████████ | (79259/137576, 126 it/s) [10m36s:7m44s] 4.98x 57% |██████████████ | (79330/137576, 127 it/s) [10m37s:7m37s] 4.98x 57% |██████████████ | (79391/137576, 127 it/s) [10m37s:7m39s] 4.98x 57% |██████████████ | (79457/137576, 127 it/s) [10m38s:7m37s] 4.98x 57% |██████████████ | (79518/137576, 127 it/s) [10m38s:7m38s] 4.98x 57% |██████████████ | (79583/137576, 127 it/s) [10m39s:7m37s] 4.98x 57% |██████████████ | (79650/137576, 128 it/s) [10m39s:7m33s] 4.98x 57% |██████████████ | (79714/137576, 128 it/s) [10m40s:7m32s] 4.98x 57% |██████████████ | (79778/137576, 128 it/s) [10m40s:7m30s] 4.98x 58% |███████████████ | (79843/137576, 128 it/s) [10m41s:7m30s] 4.98x 58% |███████████████ | (79910/137576, 129 it/s) [10m41s:7m28s] 4.98x 58% |███████████████ | (79973/137576, 129 it/s) [10m42s:7m27s] 4.98x 58% |███████████████ | (80038/137576, 129 it/s) [10m42s:7m26s] 4.99x 58% |███████████████ | (80102/137576, 129 it/s) [10m43s:7m25s] 4.99x 58% |███████████████ | (80166/137576, 128 it/s) [10m43s:7m29s] 4.99x 58% |███████████████ | (80233/137576, 129 it/s) [10m44s:7m24s] 4.99x 58% |███████████████ | (80295/137576, 129 it/s) [10m44s:7m24s] 4.99x 58% |███████████████ | (80356/137576, 128 it/s) [10m45s:7m26s] 4.99x 58% |███████████████ | (80421/137576, 129 it/s) [10m45s:7m23s] 4.99x 58% |███████████████ | (80488/137576, 129 it/s) [10m46s:7m23s] 4.99x 58% |███████████████ | (80552/137576, 129 it/s) [10m46s:7m22s] 4.99x 58% |███████████████ | (80614/137576, 129 it/s) [10m47s:7m22s] 4.99x 58% |███████████████ | (80672/137576, 128 it/s) [10m47s:7m24s] 4.99x 58% |███████████████ | (80734/137576, 128 it/s) [10m48s:7m25s] 4.99x 58% |███████████████ | (80801/137576, 128 it/s) [10m48s:7m24s] 4.99x 58% |███████████████ | (80859/137576, 128 it/s) [10m49s:7m24s] 4.99x 58% |███████████████ | (80926/137576, 127 it/s) [10m49s:7m24s] 4.99x 58% |███████████████ | (80987/137576, 127 it/s) [10m50s:7m26s] 4.99x 58% |███████████████ | (81052/137576, 127 it/s) [10m50s:7m25s] 4.99x 58% |███████████████ | (81116/137576, 126 it/s) [10m51s:7m26s] 4.99x 59% |███████████████ | (81179/137576, 126 it/s) [10m51s:7m26s] 4.99x 59% |███████████████ | (81240/137576, 126 it/s) [10m52s:7m25s] 4.99x 59% |███████████████ | (81304/137576, 126 it/s) [10m52s:7m25s] 4.99x 59% |███████████████ | (81368/137576, 126 it/s) [10m53s:7m26s] 4.99x 59% |███████████████ | (81434/137576, 127 it/s) [10m53s:7m21s] 4.99x 59% |███████████████ | (81494/137576, 127 it/s) [10m54s:7m22s] 4.99x 59% |███████████████ | (81557/137576, 126 it/s) [10m54s:7m24s] 4.99x 59% |███████████████ | (81616/137576, 125 it/s) [10m55s:7m26s] 4.99x 59% |███████████████ | (81679/137576, 126 it/s) [10m55s:7m24s] 4.99x 59% |███████████████ | (81742/137576, 125 it/s) [10m56s:7m25s] 4.99x 59% |███████████████ | (81806/137576, 125 it/s) [10m56s:7m24s] 4.99x 59% |███████████████ | (81867/137576, 125 it/s) [10m57s:7m25s] 4.99x 59% |███████████████ | (81935/137576, 126 it/s) [10m57s:7m20s] 4.99x 59% |███████████████ | (81994/137576, 125 it/s) [10m58s:7m23s] 4.99x 59% |███████████████ | (82056/137576, 125 it/s) [10m58s:7m22s] 4.99x 59% |███████████████ | (82123/137576, 125 it/s) [10m59s:7m21s] 4.99x 59% |███████████████ | (82182/137576, 124 it/s) [10m59s:7m26s] 4.99x 59% |███████████████ | (82243/137576, 124 it/s) [11m0s:7m25s] 4.99x 59% |███████████████ | (82309/137576, 124 it/s) [11m0s:7m24s] 4.99x 59% |███████████████ | (82367/137576, 124 it/s) [11m1s:7m25s] 4.99x 59% |███████████████ | (82431/137576, 125 it/s) [11m1s:7m20s] 4.99x 59% |███████████████ | (82491/137576, 124 it/s) [11m2s:7m22s] 4.99x 60% |████████████████ | (82551/137576, 124 it/s) [11m2s:7m24s] 4.99x 60% |████████████████ | (82613/137576, 124 it/s) [11m3s:7m24s] 4.99x 60% |████████████████ | (82674/137576, 122 it/s) [11m3s:7m28s] 4.99x 60% |████████████████ | (82735/137576, 123 it/s) [11m4s:7m26s] 4.99x 60% |████████████████ | (82798/137576, 122 it/s) [11m4s:7m27s] 4.99x 60% |████████████████ | (82863/137576, 122 it/s) [11m5s:7m27s] 4.99x 60% |████████████████ | (82924/137576, 123 it/s) [11m5s:7m23s] 4.99x 60% |████████████████ | (82990/137576, 124 it/s) [11m6s:7m19s] 4.99x 60% |████████████████ | (83051/137576, 124 it/s) [11m6s:7m20s] 4.99x 60% |████████████████ | (83111/137576, 123 it/s) [11m7s:7m22s] 4.99x 60% |████████████████ | (83175/137576, 123 it/s) [11m7s:7m22s] 4.99x 60% |████████████████ | (83242/137576, 124 it/s) [11m8s:7m17s] 4.99x 60% |████████████████ | (83298/137576, 123 it/s) [11m8s:7m20s] 4.99x 60% |████████████████ | (83359/137576, 123 it/s) [11m9s:7m20s] 4.99x 60% |████████████████ | (83428/137576, 125 it/s) [11m9s:7m14s] 4.99x 60% |███████████████ | (83492/137576, 125 it/s) [11m10s:7m11s] 4.99x 60% |███████████████ | (83555/137576, 125 it/s) [11m10s:7m10s] 4.99x 60% |███████████████ | (83618/137576, 125 it/s) [11m11s:7m10s] 4.99x 60% |███████████████ | (83682/137576, 125 it/s) [11m11s:7m11s] 4.99x 60% |████████████████ | (83746/137576, 126 it/s) [11m12s:7m8s] 4.99x 60% |████████████████ | (83807/137576, 126 it/s) [11m12s:7m7s] 4.99x 60% |████████████████ | (83871/137576, 126 it/s) [11m13s:7m7s] 4.99x 61% |████████████████ | (83931/137576, 126 it/s) [11m13s:7m4s] 4.99x 61% |████████████████ | (83992/137576, 126 it/s) [11m14s:7m4s] 4.99x 61% |████████████████ | (84055/137576, 126 it/s) [11m14s:7m3s] 4.99x 61% |████████████████ | (84122/137576, 126 it/s) [11m15s:7m5s] 4.99x 61% |████████████████ | (84182/137576, 125 it/s) [11m15s:7m8s] 4.99x 61% |████████████████ | (84244/137576, 124 it/s) [11m16s:7m8s] 4.99x 61% |████████████████ | (84307/137576, 124 it/s) [11m16s:7m7s] 4.99x 61% |████████████████ | (84371/137576, 125 it/s) [11m17s:7m7s] 4.99x 61% |████████████████ | (84432/137576, 124 it/s) [11m17s:7m8s] 4.99x 61% |████████████████ | (84495/137576, 124 it/s) [11m18s:7m8s] 4.99x 61% |████████████████ | (84557/137576, 124 it/s) [11m18s:7m7s] 4.99x 61% |████████████████ | (84622/137576, 124 it/s) [11m19s:7m6s] 4.99x 61% |████████████████ | (84683/137576, 124 it/s) [11m19s:7m4s] 4.99x 61% |████████████████ | (84749/137576, 126 it/s) [11m20s:7m0s] 4.99x 61% |███████████████ | (84815/137576, 126 it/s) [11m20s:6m59s] 4.99x 61% |███████████████ | (84881/137576, 127 it/s) [11m21s:6m55s] 4.99x 61% |███████████████ | (84949/137576, 128 it/s) [11m21s:6m50s] 4.99x 61% |███████████████ | (85013/137576, 128 it/s) [11m22s:6m49s] 4.99x 61% |███████████████ | (85081/137576, 130 it/s) [11m22s:6m44s] 4.99x 61% |███████████████ | (85146/137576, 130 it/s) [11m23s:6m42s] 4.99x 61% |███████████████ | (85208/137576, 130 it/s) [11m23s:6m42s] 4.99x 61% |███████████████ | (85275/137576, 130 it/s) [11m24s:6m40s] 4.99x 62% |████████████████ | (85336/137576, 130 it/s) [11m24s:6m40s] 4.99x 62% |████████████████ | (85402/137576, 131 it/s) [11m25s:6m38s] 4.99x 62% |████████████████ | (85465/137576, 130 it/s) [11m25s:6m39s] 4.99x 62% |████████████████ | (85532/137576, 130 it/s) [11m26s:6m39s] 4.99x 62% |████████████████ | (85591/137576, 130 it/s) [11m26s:6m38s] 4.99x 62% |████████████████ | (85657/137576, 130 it/s) [11m27s:6m40s] 4.99x 62% |████████████████ | (85727/137576, 130 it/s) [11m27s:6m39s] 4.99x 62% |████████████████ | (85791/137576, 130 it/s) [11m28s:6m39s] 4.99x 62% |████████████████ | (85852/137576, 130 it/s) [11m28s:6m39s] 4.99x 62% |████████████████ | (85912/137576, 129 it/s) [11m29s:6m41s] 4.99x 62% |████████████████ | (85971/137576, 129 it/s) [11m29s:6m40s] 4.99x 62% |████████████████ | (86037/137576, 128 it/s) [11m30s:6m43s] 4.99x 62% |████████████████ | (86105/137576, 128 it/s) [11m30s:6m41s] 4.99x 62% |████████████████ | (86167/137576, 128 it/s) [11m31s:6m40s] 4.99x 62% |████████████████ | (86229/137576, 127 it/s) [11m31s:6m43s] 4.99x 62% |████████████████ | (86297/137576, 127 it/s) [11m32s:6m42s] 4.99x 62% |████████████████ | (86364/137576, 128 it/s) [11m32s:6m39s] 4.99x 62% |████████████████ | (86427/137576, 128 it/s) [11m33s:6m39s] 4.99x 62% |████████████████ | (86489/137576, 127 it/s) [11m33s:6m41s] 4.99x 62% |████████████████ | (86556/137576, 128 it/s) [11m34s:6m38s] 4.99x 62% |████████████████ | (86621/137576, 128 it/s) [11m34s:6m38s] 4.99x 63% |████████████████ | (86687/137576, 128 it/s) [11m35s:6m38s] 4.99x 63% |████████████████ | (86754/137576, 129 it/s) [11m35s:6m33s] 4.99x 63% |████████████████ | (86817/137576, 129 it/s) [11m36s:6m33s] 4.99x 63% |████████████████ | (86885/137576, 130 it/s) [11m36s:6m31s] 4.99x 63% |████████████████ | (86951/137576, 129 it/s) [11m37s:6m32s] 4.99x 63% |████████████████ | (87018/137576, 129 it/s) [11m37s:6m31s] 4.99x 63% |████████████████ | (87082/137576, 130 it/s) [11m38s:6m28s] 4.99x 63% |████████████████ | (87146/137576, 130 it/s) [11m38s:6m27s] 4.99x 63% |████████████████ | (87205/137576, 129 it/s) [11m39s:6m31s] 4.99x 63% |████████████████ | (87269/137576, 129 it/s) [11m39s:6m30s] 4.99x 63% |████████████████ | (87330/137576, 129 it/s) [11m40s:6m30s] 4.99x 63% |████████████████ | (87391/137576, 129 it/s) [11m40s:6m30s] 4.99x 63% |████████████████ | (87459/137576, 129 it/s) [11m41s:6m29s] 4.99x 63% |████████████████ | (87520/137576, 128 it/s) [11m41s:6m30s] 4.99x 63% |████████████████ | (87579/137576, 127 it/s) [11m42s:6m34s] 4.99x 63% |████████████████ | (87640/137576, 126 it/s) [11m42s:6m37s] 4.99x 63% |████████████████ | (87702/137576, 126 it/s) [11m43s:6m36s] 4.99x 63% |████████████████ | (87766/137576, 125 it/s) [11m43s:6m38s] 4.99x 63% |████████████████ | (87832/137576, 125 it/s) [11m44s:6m37s] 4.99x 63% |████████████████ | (87896/137576, 125 it/s) [11m44s:6m37s] 4.99x 63% |████████████████ | (87961/137576, 125 it/s) [11m45s:6m37s] 4.99x 63% |████████████████ | (88023/137576, 125 it/s) [11m45s:6m37s] 4.99x 64% |████████████████ | (88087/137576, 126 it/s) [11m46s:6m34s] 4.99x 64% |████████████████ | (88154/137576, 126 it/s) [11m46s:6m31s] 4.99x 64% |████████████████ | (88215/137576, 126 it/s) [11m47s:6m31s] 4.99x 64% |████████████████ | (88279/137576, 126 it/s) [11m47s:6m31s] 4.99x 64% |████████████████ | (88345/137576, 126 it/s) [11m48s:6m30s] 4.99x 64% |████████████████ | (88413/137576, 128 it/s) [11m48s:6m25s] 4.99x 64% |████████████████ | (88475/137576, 128 it/s) [11m49s:6m24s] 4.99x 64% |████████████████ | (88538/137576, 128 it/s) [11m49s:6m23s] 4.99x 64% |████████████████ | (88599/137576, 127 it/s) [11m50s:6m24s] 4.99x 64% |████████████████ | (88662/137576, 127 it/s) [11m50s:6m23s] 4.99x 64% |████████████████ | (88726/137576, 127 it/s) [11m51s:6m24s] 4.99x 64% |████████████████ | (88790/137576, 127 it/s) [11m51s:6m24s] 4.99x 64% |████████████████ | (88855/137576, 128 it/s) [11m52s:6m21s] 4.99x 64% |████████████████ | (88917/137576, 128 it/s) [11m52s:6m21s] 4.99x 64% |████████████████ | (88980/137576, 127 it/s) [11m53s:6m21s] 4.99x 64% |████████████████ | (89043/137576, 126 it/s) [11m53s:6m23s] 4.99x 64% |████████████████ | (89103/137576, 126 it/s) [11m54s:6m23s] 4.99x 64% |████████████████ | (89175/137576, 128 it/s) [11m54s:6m18s] 4.99x 64% |████████████████ | (89242/137576, 128 it/s) [11m55s:6m18s] 4.99x 64% |████████████████ | (89309/137576, 129 it/s) [11m55s:6m15s] 4.99x 64% |████████████████ | (89373/137576, 129 it/s) [11m56s:6m14s] 4.99x 65% |████████████████ | (89435/137576, 129 it/s) [11m56s:6m13s] 4.99x 65% |████████████████ | (89496/137576, 129 it/s) [11m57s:6m14s] 4.99x 65% |████████████████ | (89558/137576, 129 it/s) [11m57s:6m13s] 4.99x 65% |████████████████ | (89622/137576, 128 it/s) [11m58s:6m13s] 4.99x 65% |████████████████ | (89686/137576, 128 it/s) [11m58s:6m13s] 4.99x 65% |████████████████ | (89748/137576, 128 it/s) [11m59s:6m13s] 4.99x 65% |████████████████ | (89811/137576, 128 it/s) [11m59s:6m12s] 4.99x 65% |█████████████████ | (89879/137576, 129 it/s) [12m0s:6m10s] 4.99x 65% |██████████████████ | (89942/137576, 129 it/s) [12m0s:6m8s] 4.99x 65% |██████████████████ | (89999/137576, 129 it/s) [12m1s:6m8s] 4.99x 65% |█████████████████ | (90063/137576, 127 it/s) [12m1s:6m14s] 4.99x 65% |█████████████████ | (90127/137576, 127 it/s) [12m2s:6m14s] 4.99x 65% |█████████████████ | (90191/137576, 126 it/s) [12m2s:6m15s] 4.99x 65% |█████████████████ | (90254/137576, 125 it/s) [12m3s:6m17s] 4.99x 65% |█████████████████ | (90316/137576, 125 it/s) [12m3s:6m16s] 4.99x 65% |█████████████████ | (90383/137576, 127 it/s) [12m4s:6m12s] 4.99x 65% |█████████████████ | (90445/137576, 126 it/s) [12m4s:6m13s] 4.99x 65% |█████████████████ | (90508/137576, 126 it/s) [12m5s:6m13s] 4.99x 65% |█████████████████ | (90568/137576, 126 it/s) [12m5s:6m12s] 4.99x 65% |█████████████████ | (90624/137576, 125 it/s) [12m6s:6m14s] 4.99x 65% |█████████████████ | (90682/137576, 125 it/s) [12m6s:6m14s] 4.99x 65% |█████████████████ | (90747/137576, 124 it/s) [12m7s:6m16s] 4.99x 66% |█████████████████ | (90810/137576, 125 it/s) [12m7s:6m15s] 4.99x 66% |█████████████████ | (90872/137576, 125 it/s) [12m8s:6m14s] 4.99x 66% |█████████████████ | (90941/137576, 126 it/s) [12m8s:6m10s] 4.99x 66% |█████████████████ | (91009/137576, 126 it/s) [12m9s:6m10s] 4.99x 66% |██████████████████ | (91078/137576, 127 it/s) [12m9s:6m6s] 5x 66% |███████████████████ | (91148/137576, 129 it/s) [12m10s:6m1s] 5x 66% |███████████████████ | (91216/137576, 129 it/s) [12m10s:6m0s] 5x 66% |███████████████████ | (91277/137576, 129 it/s) [12m11s:6m0s] 5x 66% |███████████████████ | (91340/137576, 129 it/s) [12m11s:5m59s] 5x 66% |███████████████████ | (91405/137576, 129 it/s) [12m12s:5m59s] 5x 66% |███████████████████ | (91473/137576, 130 it/s) [12m12s:5m53s] 5x 66% |███████████████████ | (91537/137576, 131 it/s) [12m13s:5m52s] 5x 66% |███████████████████ | (91601/137576, 131 it/s) [12m13s:5m51s] 5x 66% |███████████████████ | (91665/137576, 131 it/s) [12m14s:5m50s] 5x 66% |███████████████████ | (91728/137576, 131 it/s) [12m14s:5m50s] 5x 66% |███████████████████ | (91789/137576, 131 it/s) [12m15s:5m49s] 5x 66% |███████████████████ | (91856/137576, 131 it/s) [12m15s:5m49s] 5x 66% |███████████████████ | (91917/137576, 130 it/s) [12m16s:5m51s] 5x 66% |███████████████████ | (91983/137576, 130 it/s) [12m16s:5m51s] 5x 66% |███████████████████ | (92049/137576, 129 it/s) [12m17s:5m53s] 5x 66% |███████████████████ | (92106/137576, 126 it/s) [12m17s:5m59s] 5x 66% |███████████████████ | (92168/137576, 127 it/s) [12m18s:5m58s] 5x 67% |███████████████████ | (92234/137576, 127 it/s) [12m18s:5m56s] 5x 67% |███████████████████ | (92296/137576, 126 it/s) [12m19s:5m58s] 5x 67% |███████████████████ | (92358/137576, 126 it/s) [12m19s:5m58s] 5x 67% |███████████████████ | (92421/137576, 126 it/s) [12m20s:5m58s] 5x 67% |███████████████████ | (92483/137576, 126 it/s) [12m20s:5m58s] 5x 67% |███████████████████ | (92544/137576, 125 it/s) [12m21s:5m59s] 5x 67% |████████████████████ | (92605/137576, 124 it/s) [12m21s:6m2s] 5x 67% |████████████████████ | (92670/137576, 124 it/s) [12m22s:6m2s] 5x 67% |███████████████████ | (92737/137576, 126 it/s) [12m22s:5m56s] 5x 67% |███████████████████ | (92801/137576, 126 it/s) [12m23s:5m55s] 5x 67% |███████████████████ | (92867/137576, 127 it/s) [12m23s:5m53s] 5x 67% |███████████████████ | (92930/137576, 126 it/s) [12m24s:5m54s] 5x 67% |███████████████████ | (92995/137576, 127 it/s) [12m24s:5m52s] 5x 67% |███████████████████ | (93058/137576, 127 it/s) [12m25s:5m51s] 5x 67% |███████████████████ | (93124/137576, 127 it/s) [12m25s:5m50s] 5x 67% |███████████████████ | (93189/137576, 127 it/s) [12m26s:5m48s] 5x 67% |███████████████████ | (93255/137576, 128 it/s) [12m26s:5m46s] 5x 67% |███████████████████ | (93316/137576, 128 it/s) [12m27s:5m46s] 5x 67% |███████████████████ | (93379/137576, 128 it/s) [12m27s:5m45s] 5x 67% |███████████████████ | (93444/137576, 129 it/s) [12m28s:5m43s] 5x 67% |███████████████████ | (93510/137576, 129 it/s) [12m28s:5m42s] 5x 68% |███████████████████ | (93574/137576, 128 it/s) [12m29s:5m43s] 5x 68% |███████████████████ | (93634/137576, 127 it/s) [12m29s:5m45s] 5x 68% |███████████████████ | (93697/137576, 127 it/s) [12m30s:5m45s] 5x 68% |███████████████████ | (93761/137576, 127 it/s) [12m30s:5m44s] 5x 68% |███████████████████ | (93825/137576, 127 it/s) [12m31s:5m44s] 5x 68% |███████████████████ | (93892/137576, 128 it/s) [12m31s:5m41s] 5x 68% |███████████████████ | (93957/137576, 128 it/s) [12m32s:5m41s] 5x 68% |███████████████████ | (94027/137576, 129 it/s) [12m32s:5m38s] 5x 68% |███████████████████ | (94091/137576, 129 it/s) [12m33s:5m36s] 5x 68% |███████████████████ | (94150/137576, 128 it/s) [12m33s:5m38s] 5x 68% |███████████████████ | (94214/137576, 128 it/s) [12m34s:5m39s] 5x 68% |███████████████████ | (94281/137576, 128 it/s) [12m34s:5m37s] 5x 68% |███████████████████ | (94344/137576, 129 it/s) [12m35s:5m35s] 5x 68% |███████████████████ | (94407/137576, 129 it/s) [12m35s:5m34s] 5x 68% |███████████████████ | (94469/137576, 129 it/s) [12m36s:5m35s] 5x 68% |███████████████████ | (94535/137576, 128 it/s) [12m36s:5m35s] 5x 68% |███████████████████ | (94600/137576, 128 it/s) [12m37s:5m34s] 5x 68% |███████████████████ | (94663/137576, 127 it/s) [12m37s:5m38s] 5x 68% |███████████████████ | (94728/137576, 127 it/s) [12m38s:5m36s] 5x 68% |███████████████████ | (94792/137576, 128 it/s) [12m38s:5m33s] 5x 68% |███████████████████ | (94854/137576, 128 it/s) [12m39s:5m34s] 5x 68% |███████████████████ | (94927/137576, 129 it/s) [12m39s:5m30s] 5x 69% |████████████████████ | (94989/137576, 129 it/s) [12m40s:5m30s] 5x 69% |████████████████████ | (95055/137576, 129 it/s) [12m40s:5m29s] 5x 69% |████████████████████ | (95122/137576, 130 it/s) [12m41s:5m26s] 5x 69% |████████████████████ | (95190/137576, 131 it/s) [12m41s:5m23s] 5x 69% |████████████████████ | (95254/137576, 131 it/s) [12m42s:5m23s] 5x 69% |████████████████████ | (95314/137576, 130 it/s) [12m42s:5m25s] 5x 69% |████████████████████ | (95382/137576, 130 it/s) [12m43s:5m25s] 5x 69% |████████████████████ | (95449/137576, 131 it/s) [12m43s:5m22s] 5x 69% |████████████████████ | (95514/137576, 131 it/s) [12m44s:5m22s] 5x 69% |████████████████████ | (95577/137576, 130 it/s) [12m44s:5m22s] 5x 69% |████████████████████ | (95638/137576, 130 it/s) [12m45s:5m23s] 5x 69% |████████████████████ | (95706/137576, 131 it/s) [12m45s:5m19s] 5x 69% |████████████████████ | (95768/137576, 129 it/s) [12m46s:5m24s] 5x 69% |████████████████████ | (95835/137576, 129 it/s) [12m46s:5m22s] 5x 69% |████████████████████ | (95903/137576, 129 it/s) [12m47s:5m22s] 5x 69% |████████████████████ | (95967/137576, 129 it/s) [12m47s:5m21s] 5x 69% |████████████████████ | (96034/137576, 129 it/s) [12m48s:5m22s] 5x 69% |████████████████████ | (96102/137576, 130 it/s) [12m48s:5m19s] 5x 69% |████████████████████ | (96163/137576, 130 it/s) [12m49s:5m19s] 5x 69% |████████████████████ | (96228/137576, 130 it/s) [12m49s:5m17s] 5x 69% |████████████████████ | (96295/137576, 130 it/s) [12m50s:5m16s] 5x 70% |████████████████████ | (96360/137576, 130 it/s) [12m50s:5m16s] 5x 70% |████████████████████ | (96424/137576, 130 it/s) [12m51s:5m16s] 5x 70% |████████████████████ | (96487/137576, 130 it/s) [12m51s:5m16s] 5x 70% |████████████████████ | (96554/137576, 130 it/s) [12m52s:5m15s] 5x 70% |████████████████████ | (96622/137576, 131 it/s) [12m52s:5m11s] 5x 70% |████████████████████ | (96687/137576, 131 it/s) [12m53s:5m12s] 5x 70% |████████████████████ | (96751/137576, 131 it/s) [12m53s:5m12s] 5x 70% 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|██████████████████████ | (97712/137576, 129 it/s) [13m1s:5m9s] 5x 71% |██████████████████████ | (97779/137576, 129 it/s) [13m1s:5m8s] 5.01x 71% |███████████████████ | (97843/137576, 129 it/s) [13m2s:5m7s] 5.01x 71% |███████████████████ | (97908/137576, 129 it/s) [13m2s:5m7s] 5.01x 71% |███████████████████ | (97974/137576, 130 it/s) [13m3s:5m5s] 5.01x 71% |███████████████████ | (98038/137576, 130 it/s) [13m3s:5m4s] 5.01x 71% |███████████████████ | (98107/137576, 131 it/s) [13m4s:5m2s] 5.01x 71% |███████████████████ | (98170/137576, 131 it/s) [13m4s:5m1s] 5.01x 71% |███████████████████ | (98235/137576, 130 it/s) [13m5s:5m1s] 5.01x 71% |███████████████████ | (98300/137576, 130 it/s) [13m5s:5m1s] 5.01x 71% |███████████████████ | (98363/137576, 130 it/s) [13m6s:5m1s] 5.01x 71% |███████████████████ | (98429/137576, 130 it/s) [13m6s:5m1s] 5.01x 71% |███████████████████ | (98498/137576, 131 it/s) [13m7s:4m58s] 5.01x 71% |███████████████████ | (98560/137576, 130 it/s) [13m7s:4m59s] 5.01x 71% |███████████████████ | (98621/137576, 130 it/s) [13m8s:4m58s] 5.01x 71% |███████████████████ | (98686/137576, 130 it/s) [13m8s:4m59s] 5.01x 71% |███████████████████ | (98747/137576, 130 it/s) [13m9s:4m58s] 5.01x 71% |███████████████████ | (98815/137576, 130 it/s) [13m9s:4m59s] 5.01x 71% |██████████████████ | (98879/137576, 130 it/s) [13m10s:4m58s] 5.01x 71% |███████████████████ | (98944/137576, 129 it/s) [13m10s:5m0s] 5.01x 71% |███████████████████ | (99004/137576, 128 it/s) [13m11s:5m1s] 5.01x 72% |███████████████████ | (99070/137576, 128 it/s) [13m11s:5m1s] 5.01x 72% |███████████████████ | (99135/137576, 128 it/s) [13m12s:5m0s] 5.01x 72% |██████████████████ | (99203/137576, 129 it/s) [13m12s:4m57s] 5.01x 72% |██████████████████ | (99264/137576, 128 it/s) [13m13s:4m59s] 5.01x 72% |███████████████████ | (99329/137576, 127 it/s) [13m13s:5m0s] 5.01x 72% |███████████████████ | (99390/137576, 127 it/s) [13m14s:5m0s] 5.01x 72% |██████████████████ | (99455/137576, 127 it/s) [13m14s:4m59s] 5.01x 72% |██████████████████ | (99521/137576, 128 it/s) [13m15s:4m57s] 5.01x 72% |██████████████████ | (99589/137576, 128 it/s) [13m15s:4m57s] 5.01x 72% |██████████████████ | (99654/137576, 128 it/s) [13m16s:4m55s] 5.01x 72% |██████████████████ | (99718/137576, 128 it/s) [13m16s:4m55s] 5.01x 72% |██████████████████ | (99787/137576, 130 it/s) [13m17s:4m51s] 5.01x 72% |██████████████████ | (99850/137576, 129 it/s) [13m17s:4m51s] 5.01x 72% |██████████████████ | (99916/137576, 129 it/s) [13m18s:4m51s] 5.01x 72% |██████████████████ | (99982/137576, 129 it/s) [13m18s:4m51s] 5.01x 72% |██████████████████ | (100048/137576, 130 it/s) [13m19s:4m48s] 5.01x 72% |██████████████████ | (100110/137576, 129 it/s) [13m19s:4m49s] 5.01x 72% |██████████████████ | (100175/137576, 130 it/s) [13m20s:4m47s] 5.01x 72% |██████████████████ | (100239/137576, 130 it/s) [13m20s:4m46s] 5.01x 72% |██████████████████ | (100301/137576, 130 it/s) [13m21s:4m47s] 5.01x 72% |██████████████████ | (100368/137576, 130 it/s) [13m21s:4m46s] 5.01x 73% |██████████████████ | (100436/137576, 130 it/s) [13m22s:4m45s] 5.01x 73% |██████████████████ | (100505/137576, 131 it/s) [13m22s:4m42s] 5.01x 73% |██████████████████ | (100568/137576, 131 it/s) [13m23s:4m42s] 5.01x 73% |██████████████████ | (100636/137576, 131 it/s) [13m23s:4m42s] 5.01x 73% |██████████████████ | (100699/137576, 131 it/s) [13m24s:4m42s] 5.01x 73% |██████████████████ | (100764/137576, 130 it/s) [13m24s:4m42s] 5.01x 73% |██████████████████ | (100828/137576, 130 it/s) [13m25s:4m42s] 5.01x 73% |██████████████████ | (100894/137576, 130 it/s) [13m25s:4m42s] 5.01x 73% |██████████████████ | (100962/137576, 131 it/s) [13m26s:4m39s] 5.01x 73% |██████████████████ | (101025/137576, 131 it/s) [13m26s:4m40s] 5.01x 73% |██████████████████ | (101088/137576, 130 it/s) [13m27s:4m39s] 5.01x 73% |██████████████████ | (101156/137576, 130 it/s) [13m27s:4m39s] 5.01x 73% |██████████████████ | (101221/137576, 130 it/s) [13m28s:4m38s] 5.01x 73% |██████████████████ | (101287/137576, 130 it/s) [13m28s:4m39s] 5.01x 73% |██████████████████ | (101347/137576, 128 it/s) [13m29s:4m42s] 5.01x 73% |██████████████████ | (101412/137576, 128 it/s) [13m29s:4m42s] 5.01x 73% |██████████████████ | (101477/137576, 129 it/s) [13m30s:4m40s] 5.01x 73% |██████████████████ | (101543/137576, 129 it/s) [13m30s:4m39s] 5.01x 73% |██████████████████ | (101607/137576, 129 it/s) [13m31s:4m39s] 5.01x 73% |██████████████████ | (101670/137576, 128 it/s) [13m31s:4m40s] 5.01x 73% |██████████████████ | (101733/137576, 128 it/s) [13m32s:4m40s] 5.01x 73% |██████████████████ | (101794/137576, 128 it/s) [13m32s:4m40s] 5.01x 74% |██████████████████ | (101857/137576, 127 it/s) [13m33s:4m41s] 5.01x 74% |██████████████████ | (101918/137576, 126 it/s) [13m33s:4m43s] 5.01x 74% |██████████████████ | (101984/137576, 127 it/s) [13m34s:4m40s] 5.01x 74% |██████████████████ | (102045/137576, 126 it/s) [13m34s:4m41s] 5.01x 74% |██████████████████ | (102110/137576, 126 it/s) [13m35s:4m41s] 5.01x 74% |██████████████████ | (102172/137576, 125 it/s) [13m35s:4m42s] 5.01x 74% |██████████████████ | (102235/137576, 125 it/s) [13m36s:4m41s] 5.01x 74% |██████████████████ | (102301/137576, 126 it/s) [13m36s:4m40s] 5.01x 74% |██████████████████ | (102365/137576, 126 it/s) [13m37s:4m40s] 5.01x 74% |██████████████████ | (102434/137576, 127 it/s) [13m37s:4m36s] 5.01x 74% |██████████████████ | (102499/137576, 127 it/s) [13m38s:4m36s] 5.01x 74% |██████████████████ | (102563/137576, 128 it/s) [13m38s:4m34s] 5.01x 74% |██████████████████ | (102629/137576, 128 it/s) [13m39s:4m32s] 5.01x 74% |██████████████████ | (102694/137576, 128 it/s) [13m39s:4m32s] 5.01x 74% |██████████████████ | (102758/137576, 129 it/s) [13m40s:4m29s] 5.01x 74% |██████████████████ | (102822/137576, 129 it/s) [13m40s:4m30s] 5.01x 74% |██████████████████ | (102885/137576, 129 it/s) [13m41s:4m29s] 5.01x 74% |██████████████████ | (102949/137576, 129 it/s) [13m41s:4m28s] 5.01x 74% |██████████████████ | (103012/137576, 129 it/s) [13m42s:4m28s] 5.01x 74% |██████████████████ | (103072/137576, 129 it/s) [13m42s:4m27s] 5.01x 74% |██████████████████ | (103131/137576, 128 it/s) [13m43s:4m28s] 5.01x 75% |██████████████████ | (103195/137576, 128 it/s) [13m43s:4m28s] 5.01x 75% |██████████████████ | (103262/137576, 129 it/s) [13m44s:4m26s] 5.01x 75% |██████████████████ | (103326/137576, 128 it/s) [13m44s:4m28s] 5.01x 75% |██████████████████ | (103388/137576, 127 it/s) [13m45s:4m28s] 5.01x 75% |██████████████████ | (103452/137576, 127 it/s) [13m45s:4m28s] 5.01x 75% |██████████████████ | (103521/137576, 128 it/s) [13m46s:4m26s] 5.01x 75% |██████████████████ | (103583/137576, 127 it/s) [13m46s:4m26s] 5.01x 75% |██████████████████ | (103646/137576, 127 it/s) [13m47s:4m26s] 5.01x 75% |██████████████████ | (103709/137576, 127 it/s) [13m47s:4m25s] 5.01x 75% |██████████████████ | (103776/137576, 129 it/s) [13m48s:4m22s] 5.01x 75% |██████████████████ | (103841/137576, 129 it/s) [13m48s:4m21s] 5.01x 75% |██████████████████ | (103904/137576, 128 it/s) [13m49s:4m22s] 5.01x 75% |██████████████████ | (103966/137576, 128 it/s) [13m49s:4m22s] 5.01x 75% |██████████████████ | (104033/137576, 129 it/s) [13m50s:4m20s] 5.01x 75% |██████████████████ | (104094/137576, 128 it/s) [13m50s:4m21s] 5.01x 75% |██████████████████ | (104161/137576, 128 it/s) [13m51s:4m21s] 5.01x 75% |██████████████████ | (104227/137576, 129 it/s) [13m51s:4m19s] 5.01x 75% |██████████████████ | (104296/137576, 130 it/s) [13m52s:4m16s] 5.01x 75% |██████████████████ | (104364/137576, 131 it/s) [13m52s:4m14s] 5.01x 75% |██████████████████ | (104428/137576, 130 it/s) [13m53s:4m14s] 5.01x 75% |██████████████████ | (104496/137576, 130 it/s) [13m53s:4m14s] 5.01x 76% |███████████████████ | (104558/137576, 130 it/s) [13m54s:4m13s] 5.01x 76% |███████████████████ | (104624/137576, 131 it/s) [13m54s:4m12s] 5.01x 76% |███████████████████ | (104686/137576, 131 it/s) [13m55s:4m11s] 5.01x 76% |███████████████████ | (104748/137576, 131 it/s) [13m55s:4m11s] 5.01x 76% |███████████████████ | (104816/137576, 131 it/s) [13m56s:4m10s] 5.01x 76% |███████████████████ | (104880/137576, 131 it/s) [13m56s:4m10s] 5.01x 76% |███████████████████ | (104947/137576, 132 it/s) [13m57s:4m7s] 5.02x 76% |███████████████████ | (105010/137576, 132 it/s) [13m57s:4m7s] 5.02x 76% |███████████████████ | (105078/137576, 131 it/s) [13m58s:4m7s] 5.02x 76% |███████████████████ | (105140/137576, 131 it/s) [13m59s:4m8s] 5.02x 76% |███████████████████ | (105204/137576, 130 it/s) [13m59s:4m9s] 5.02x 76% |████████████████████ | (105271/137576, 129 it/s) [14m0s:4m9s] 5.02x 76% |███████████████████ | (105331/137576, 129 it/s) [14m0s:4m10s] 5.02x 76% |███████████████████ | (105390/137576, 129 it/s) [14m1s:4m10s] 5.02x 76% |████████████████████ | (105459/137576, 128 it/s) [14m1s:4m9s] 5.02x 76% |████████████████████ | (105524/137576, 128 it/s) [14m2s:4m9s] 5.02x 76% |███████████████████ | (105583/137576, 128 it/s) [14m2s:4m10s] 5.02x 76% |███████████████████ | (105651/137576, 128 it/s) [14m3s:4m10s] 5.02x 76% |███████████████████ | (105715/137576, 127 it/s) [14m3s:4m10s] 5.02x 76% |███████████████████ | (105779/137576, 127 it/s) [14m4s:4m10s] 5.02x 76% |███████████████████ | (105838/137576, 126 it/s) [14m4s:4m12s] 5.02x 76% |███████████████████ | (105906/137576, 126 it/s) [14m5s:4m11s] 5.02x 77% |████████████████████ | (105971/137576, 127 it/s) [14m5s:4m9s] 5.02x 77% |████████████████████ | (106033/137576, 126 it/s) [14m6s:4m9s] 5.02x 77% |████████████████████ | (106096/137576, 126 it/s) [14m6s:4m10s] 5.02x 77% |████████████████████ | (106161/137576, 126 it/s) [14m7s:4m8s] 5.02x 77% |████████████████████ | (106225/137576, 126 it/s) [14m7s:4m7s] 5.02x 77% |████████████████████ | (106291/137576, 127 it/s) [14m8s:4m7s] 5.02x 77% |████████████████████ | (106352/137576, 126 it/s) [14m8s:4m8s] 5.02x 77% |████████████████████ | (106418/137576, 127 it/s) [14m9s:4m4s] 5.02x 77% |████████████████████ | (106483/137576, 127 it/s) [14m9s:4m4s] 5.02x 77% 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128 it/s) [14m16s:3m55s] 5.02x 78% |███████████████████ | (107447/137576, 129 it/s) [14m17s:3m53s] 5.02x 78% |███████████████████ | (107512/137576, 129 it/s) [14m17s:3m52s] 5.02x 78% |███████████████████ | (107577/137576, 129 it/s) [14m18s:3m52s] 5.02x 78% |███████████████████ | (107635/137576, 128 it/s) [14m18s:3m54s] 5.02x 78% |███████████████████ | (107699/137576, 128 it/s) [14m19s:3m53s] 5.02x 78% |███████████████████ | (107760/137576, 127 it/s) [14m19s:3m54s] 5.02x 78% |███████████████████ | (107823/137576, 127 it/s) [14m20s:3m54s] 5.02x 78% |███████████████████ | (107890/137576, 127 it/s) [14m20s:3m53s] 5.02x 78% |███████████████████ | (107954/137576, 127 it/s) [14m21s:3m52s] 5.02x 78% |███████████████████ | (108014/137576, 127 it/s) [14m21s:3m52s] 5.02x 78% |███████████████████ | (108075/137576, 126 it/s) [14m22s:3m55s] 5.02x 78% |███████████████████ | (108138/137576, 125 it/s) [14m22s:3m55s] 5.02x 78% |███████████████████ | (108206/137576, 126 it/s) [14m23s:3m53s] 5.02x 78% |███████████████████ | (108269/137576, 127 it/s) [14m23s:3m51s] 5.02x 78% |███████████████████ | (108330/137576, 126 it/s) [14m24s:3m52s] 5.02x 78% |███████████████████ | (108388/137576, 125 it/s) [14m24s:3m52s] 5.02x 78% |███████████████████ | (108452/137576, 126 it/s) [14m25s:3m51s] 5.02x 78% |███████████████████ | (108516/137576, 125 it/s) [14m25s:3m52s] 5.02x 78% |███████████████████ | (108588/137576, 127 it/s) [14m26s:3m49s] 5.02x 78% |███████████████████ | (108651/137576, 127 it/s) [14m26s:3m47s] 5.02x 79% |███████████████████ | (108713/137576, 127 it/s) [14m27s:3m47s] 5.02x 79% |███████████████████ | (108768/137576, 127 it/s) [14m27s:3m47s] 5.01x 79% |███████████████████ | (108768/137576, 127 it/s) [14m28s:3m47s] 5.01x 79% |███████████████████ | (108827/137576, 120 it/s) [14m28s:3m59s] 5.01x 79% |████████████████████ | (108892/137576, 119 it/s) [14m29s:4m0s] 5.01x 79% |███████████████████ | (108956/137576, 120 it/s) [14m29s:3m59s] 5.01x 79% |████████████████████ | (109014/137576, 119 it/s) [14m30s:4m0s] 5.01x 79% |███████████████████ | (109082/137576, 121 it/s) [14m30s:3m55s] 5.01x 79% |███████████████████ | (109141/137576, 120 it/s) [14m31s:3m56s] 5.01x 79% |███████████████████ | (109205/137576, 120 it/s) [14m31s:3m56s] 5.01x 79% |███████████████████ | (109270/137576, 119 it/s) [14m32s:3m58s] 5.01x 79% |███████████████████ | (109337/137576, 119 it/s) [14m32s:3m58s] 5.01x 79% |███████████████████ | (109398/137576, 119 it/s) [14m33s:3m57s] 5.01x 79% |███████████████████ | (109463/137576, 120 it/s) [14m33s:3m54s] 5.01x 79% |███████████████████ | (109528/137576, 127 it/s) [14m34s:3m40s] 5.02x 79% |███████████████████ | (109591/137576, 127 it/s) [14m34s:3m40s] 5.02x 79% |███████████████████ | (109652/137576, 126 it/s) [14m35s:3m41s] 5.01x 79% |███████████████████ | (109719/137576, 128 it/s) [14m35s:3m37s] 5.02x 79% |███████████████████ | (109780/137576, 127 it/s) [14m36s:3m39s] 5.02x 79% |███████████████████ | (109851/137576, 129 it/s) [14m36s:3m35s] 5.02x 79% |███████████████████ | (109912/137576, 129 it/s) [14m37s:3m34s] 5.02x 79% |███████████████████ | (109975/137576, 129 it/s) [14m37s:3m34s] 5.02x 79% |███████████████████ | (110037/137576, 129 it/s) [14m38s:3m34s] 5.02x 80% |████████████████████ | (110105/137576, 129 it/s) [14m38s:3m33s] 5.02x 80% |████████████████████ | (110166/137576, 128 it/s) [14m39s:3m34s] 5.02x 80% |████████████████████ | (110232/137576, 128 it/s) [14m39s:3m33s] 5.02x 80% |████████████████████ | (110300/137576, 129 it/s) [14m40s:3m31s] 5.02x 80% |████████████████████ | (110365/137576, 129 it/s) [14m40s:3m30s] 5.02x 80% |████████████████████ | (110428/137576, 130 it/s) [14m41s:3m29s] 5.02x 80% |████████████████████ | (110493/137576, 130 it/s) [14m41s:3m29s] 5.02x 80% |████████████████████ | (110557/137576, 129 it/s) [14m42s:3m29s] 5.02x 80% |████████████████████ | (110626/137576, 131 it/s) [14m42s:3m26s] 5.02x 80% |████████████████████ | (110687/137576, 129 it/s) [14m43s:3m29s] 5.02x 80% |████████████████████ | (110750/137576, 129 it/s) [14m43s:3m28s] 5.02x 80% |████████████████████ | (110816/137576, 129 it/s) [14m44s:3m27s] 5.02x 80% |████████████████████ | (110882/137576, 129 it/s) [14m44s:3m27s] 5.02x 80% |████████████████████ | (110948/137576, 130 it/s) [14m45s:3m24s] 5.02x 80% |████████████████████ | (111013/137576, 130 it/s) [14m45s:3m24s] 5.02x 80% |████████████████████ | (111079/137576, 129 it/s) [14m46s:3m24s] 5.02x 80% |████████████████████ | (111145/137576, 130 it/s) [14m46s:3m24s] 5.02x 80% |████████████████████ | (111208/137576, 130 it/s) [14m47s:3m23s] 5.02x 80% |████████████████████ | (111274/137576, 130 it/s) [14m47s:3m22s] 5.02x 80% |████████████████████ | (111333/137576, 129 it/s) [14m48s:3m23s] 5.02x 80% |████████████████████ | (111398/137576, 128 it/s) [14m48s:3m24s] 5.02x 81% |████████████████████ | (111462/137576, 129 it/s) [14m49s:3m22s] 5.02x 81% |████████████████████ | (111521/137576, 129 it/s) [14m49s:3m22s] 5.02x 81% |████████████████████ | (111584/137576, 129 it/s) [14m50s:3m22s] 5.02x 81% |████████████████████ | (111645/137576, 129 it/s) [14m50s:3m21s] 5.02x 81% |████████████████████ | (111709/137576, 128 it/s) [14m51s:3m22s] 5.02x 81% |████████████████████ | (111772/137576, 127 it/s) [14m51s:3m22s] 5.02x 81% |████████████████████ | (111834/137576, 127 it/s) [14m52s:3m23s] 5.02x 81% |████████████████████ | (111902/137576, 127 it/s) [14m52s:3m22s] 5.02x 81% |████████████████████ | (111964/137576, 127 it/s) [14m53s:3m22s] 5.02x 81% |████████████████████ | (112026/137576, 126 it/s) [14m53s:3m23s] 5.02x 81% |████████████████████ | (112090/137576, 126 it/s) [14m54s:3m22s] 5.02x 81% |████████████████████ | (112154/137576, 126 it/s) [14m54s:3m22s] 5.02x 81% |████████████████████ | (112217/137576, 126 it/s) [14m55s:3m21s] 5.02x 81% |████████████████████ | (112280/137576, 126 it/s) [14m55s:3m21s] 5.02x 81% |████████████████████ | (112343/137576, 125 it/s) [14m56s:3m21s] 5.02x 81% |████████████████████ | (112405/137576, 125 it/s) [14m56s:3m20s] 5.02x 81% |████████████████████ | (112467/137576, 126 it/s) [14m57s:3m19s] 5.02x 81% |████████████████████ | (112530/137576, 126 it/s) [14m57s:3m19s] 5.02x 81% |████████████████████ | (112591/137576, 125 it/s) [14m58s:3m19s] 5.02x 81% |████████████████████ | (112662/137576, 127 it/s) [14m58s:3m15s] 5.02x 81% |████████████████████ | (112726/137576, 127 it/s) [14m59s:3m15s] 5.02x 81% |████████████████████ | (112785/137576, 126 it/s) [14m59s:3m16s] 5.02x 82% |█████████████████████ | (112852/137576, 127 it/s) [15m0s:3m14s] 5.02x 82% |█████████████████████ | (112917/137576, 127 it/s) [15m0s:3m13s] 5.02x 82% |█████████████████████ | (112979/137576, 127 it/s) [15m1s:3m13s] 5.02x 82% |█████████████████████ | (113043/137576, 127 it/s) [15m1s:3m12s] 5.02x 82% |█████████████████████ | (113112/137576, 127 it/s) [15m2s:3m11s] 5.02x 82% |█████████████████████ | (113177/137576, 128 it/s) [15m2s:3m10s] 5.02x 82% |██████████████████████ | (113246/137576, 130 it/s) [15m3s:3m7s] 5.02x 82% |██████████████████████ | (113331/137576, 134 it/s) [15m3s:3m0s] 5.02x 82% |█████████████████████ | (113443/137576, 143 it/s) [15m4s:2m49s] 5.02x 82% |█████████████████████ | (113573/137576, 156 it/s) [15m4s:2m34s] 5.02x 82% |█████████████████████ | (113716/137576, 173 it/s) [15m5s:2m18s] 5.03x 82% |██████████████████████ | (113857/137576, 187 it/s) [15m5s:2m6s] 5.03x 82% |█████████████████████ | (114004/137576, 204 it/s) [15m6s:1m55s] 5.04x 82% |█████████████████████ | (114148/137576, 220 it/s) [15m6s:1m46s] 5.04x 83% |█████████████████████ | (114288/137576, 220 it/s) [15m7s:1m45s] 5.04x 83% |█████████████████████ | (114433/137576, 236 it/s) [15m7s:1m38s] 5.05x 83% |█████████████████████ | (114577/137576, 251 it/s) [15m8s:1m31s] 5.05x 83% |█████████████████████ | (114723/137576, 251 it/s) [15m8s:1m30s] 5.05x 83% |█████████████████████ | (114864/137576, 266 it/s) [15m9s:1m25s] 5.06x 83% |█████████████████████ | (115007/137576, 278 it/s) [15m9s:1m21s] 5.06x 83% |████████████████████ | (115141/137576, 278 it/s) [15m10s:1m20s] 5.06x 83% |████████████████████ | (115279/137576, 283 it/s) [15m10s:1m18s] 5.07x 83% |████████████████████ | (115417/137576, 284 it/s) [15m11s:1m17s] 5.07x 83% |████████████████████ | (115555/137576, 283 it/s) [15m11s:1m17s] 5.07x 84% |█████████████████████ | (115689/137576, 282 it/s) [15m12s:1m17s] 5.08x 84% |█████████████████████ | (115817/137576, 278 it/s) [15m12s:1m18s] 5.08x 84% |█████████████████████ | (115945/137576, 278 it/s) [15m13s:1m17s] 5.08x 84% |█████████████████████ | (116079/137576, 275 it/s) [15m13s:1m18s] 5.08x 84% |█████████████████████ | (116216/137576, 274 it/s) [15m14s:1m17s] 5.09x 84% |█████████████████████ | (116344/137576, 271 it/s) [15m14s:1m18s] 5.09x 84% |█████████████████████ | (116483/137576, 271 it/s) [15m15s:1m17s] 5.09x 84% |█████████████████████ | (116624/137576, 270 it/s) [15m15s:1m17s] 5.1x 84% |█████████████████████ | (116762/137576, 269 it/s) [15m16s:1m17s] 5.1x 84% |█████████████████████ | (116904/137576, 269 it/s) [15m16s:1m16s] 5.1x 85% |██████████████████████ | (117047/137576, 271 it/s) [15m17s:1m15s] 5.11x 85% |█████████████████████ | (117186/137576, 271 it/s) [15m17s:1m15s] 5.11x 85% |█████████████████████ | (117328/137576, 272 it/s) [15m18s:1m14s] 5.11x 85% |█████████████████████ | (117472/137576, 274 it/s) [15m18s:1m13s] 5.12x 85% |█████████████████████ | (117614/137576, 277 it/s) [15m19s:1m12s] 5.12x 85% |█████████████████████ | (117757/137576, 279 it/s) [15m19s:1m11s] 5.12x 85% |█████████████████████ | (117901/137576, 280 it/s) [15m20s:1m10s] 5.13x 85% |██████████████████████ | (118042/137576, 280 it/s) [15m20s:1m9s] 5.13x 85% |██████████████████████ | (118185/137576, 283 it/s) [15m21s:1m8s] 5.13x 86% |██████████████████████ | (118328/137576, 284 it/s) [15m21s:1m7s] 5.14x 86% |██████████████████████ | (118467/137576, 284 it/s) [15m22s:1m7s] 5.14x 86% |██████████████████████ | (118610/137576, 284 it/s) [15m22s:1m6s] 5.14x 86% |██████████████████████ | (118752/137576, 285 it/s) [15m23s:1m6s] 5.15x 86% |██████████████████████ | (118891/137576, 285 it/s) [15m23s:1m5s] 5.15x 86% |██████████████████████ | (119027/137576, 284 it/s) [15m24s:1m5s] 5.15x 86% |██████████████████████ | (119169/137576, 284 it/s) [15m24s:1m4s] 5.16x 86% |██████████████████████ | (119313/137576, 284 it/s) [15m25s:1m4s] 5.16x 86% |██████████████████████ | (119457/137576, 284 it/s) [15m25s:1m3s] 5.16x 86% |██████████████████████ | (119601/137576, 284 it/s) [15m26s:1m3s] 5.17x 87% |██████████████████████ | (119742/137576, 284 it/s) [15m26s:1m2s] 5.17x 87% |██████████████████████ | (119885/137576, 284 it/s) [15m27s:1m2s] 5.17x 87% |██████████████████████ | (120027/137576, 284 it/s) [15m27s:1m1s] 5.18x 87% |██████████████████████ | (120168/137576, 284 it/s) [15m28s:1m1s] 5.18x 87% |██████████████████████ | (120307/137576, 283 it/s) [15m28s:1m0s] 5.18x 87% |██████████████████████ | (120452/137576, 284 it/s) [15m29s:1m0s] 5.19x 87% |███████████████████████ | (120592/137576, 284 it/s) [15m29s:59s] 5.19x 87% |███████████████████████ | (120733/137576, 284 it/s) [15m30s:59s] 5.19x 87% |███████████████████████ | (120875/137576, 283 it/s) [15m30s:58s] 5.2x 87% |████████████████████████ | (121018/137576, 283 it/s) [15m31s:58s] 5.2x 88% |████████████████████████ | (121163/137576, 283 it/s) [15m31s:57s] 5.2x 88% |████████████████████████ | (121288/137576, 282 it/s) [15m32s:57s] 5.21x 88% |███████████████████████ | (121431/137576, 282 it/s) [15m32s:57s] 5.21x 88% |███████████████████████ | (121574/137576, 282 it/s) [15m33s:56s] 5.21x 88% |███████████████████████ | (121714/137576, 282 it/s) [15m33s:56s] 5.22x 88% |███████████████████████ | (121857/137576, 282 it/s) [15m34s:55s] 5.22x 88% |███████████████████████ | (121999/137576, 283 it/s) [15m34s:55s] 5.22x 88% |███████████████████████ | (122128/137576, 275 it/s) [15m35s:56s] 5.23x 88% |███████████████████████ | (122263/137576, 274 it/s) [15m35s:55s] 5.23x 88% |███████████████████████ | (122400/137576, 273 it/s) [15m36s:55s] 5.23x 89% |████████████████████████ | (122532/137576, 271 it/s) [15m36s:55s] 5.23x 89% |████████████████████████ | (122667/137576, 270 it/s) [15m37s:55s] 5.24x 89% |████████████████████████ | (122803/137576, 270 it/s) [15m37s:54s] 5.24x 89% |████████████████████████ | (122940/137576, 269 it/s) [15m38s:54s] 5.24x 89% |████████████████████████ | (123080/137576, 268 it/s) [15m38s:54s] 5.25x 89% |████████████████████████ | (123216/137576, 268 it/s) [15m39s:53s] 5.25x 89% |████████████████████████ | (123356/137576, 267 it/s) [15m39s:53s] 5.25x 89% |████████████████████████ | (123489/137576, 272 it/s) [15m40s:51s] 5.26x 89% |████████████████████████ | (123623/137576, 272 it/s) [15m40s:51s] 5.26x 89% |████████████████████████ | (123750/137576, 270 it/s) [15m41s:51s] 5.26x 90% |████████████████████████ | (123883/137576, 270 it/s) [15m41s:50s] 5.26x 90% |████████████████████████ | (124020/137576, 270 it/s) [15m42s:50s] 5.27x 90% |████████████████████████ | (124163/137576, 270 it/s) [15m42s:49s] 5.27x 90% |████████████████████████ | (124305/137576, 272 it/s) [15m43s:48s] 5.27x 90% |████████████████████████ | (124446/137576, 272 it/s) [15m43s:48s] 5.28x 90% |████████████████████████ | (124587/137576, 273 it/s) [15m44s:47s] 5.28x 90% |████████████████████████ | (124723/137576, 272 it/s) [15m44s:47s] 5.28x 90% |████████████████████████ | (124860/137576, 272 it/s) [15m45s:46s] 5.29x 90% |████████████████████████ | (125001/137576, 272 it/s) [15m45s:46s] 5.29x 90% |████████████████████████ | (125141/137576, 274 it/s) [15m46s:45s] 5.29x 91% |████████████████████████ | (125283/137576, 275 it/s) [15m46s:44s] 5.3x 91% |█████████████████████████ | (125425/137576, 278 it/s) [15m47s:43s] 5.3x 91% |█████████████████████████ | (125563/137576, 279 it/s) [15m47s:43s] 5.3x 91% |█████████████████████████ | (125699/137576, 279 it/s) [15m48s:42s] 5.31x 91% |████████████████████████ | (125831/137576, 279 it/s) [15m48s:42s] 5.31x 91% |████████████████████████ | (125965/137576, 277 it/s) [15m49s:41s] 5.31x 91% |████████████████████████ | (126101/137576, 276 it/s) [15m49s:41s] 5.31x 91% |████████████████████████ | (126237/137576, 276 it/s) [15m50s:41s] 5.32x 91% |████████████████████████ | (126378/137576, 277 it/s) [15m50s:40s] 5.32x 91% |████████████████████████ | (126514/137576, 276 it/s) [15m51s:40s] 5.32x 92% |████████████████████████ | (126650/137576, 275 it/s) [15m51s:39s] 5.33x 92% |████████████████████████ | (126785/137576, 274 it/s) [15m52s:39s] 5.33x 92% |████████████████████████ | (126922/137576, 273 it/s) [15m52s:39s] 5.33x 92% |████████████████████████ | (127060/137576, 273 it/s) [15m53s:38s] 5.33x 92% |████████████████████████ | (127190/137576, 271 it/s) [15m53s:38s] 5.34x 92% |████████████████████████ | (127328/137576, 272 it/s) [15m54s:37s] 5.34x 92% |████████████████████████ | (127462/137576, 272 it/s) [15m54s:37s] 5.34x 92% |████████████████████████ | (127600/137576, 272 it/s) [15m55s:36s] 5.35x 92% |████████████████████████ | (127737/137576, 273 it/s) [15m55s:36s] 5.35x 92% |████████████████████████ | (127874/137576, 272 it/s) [15m56s:35s] 5.35x 93% |█████████████████████████ | (128007/137576, 271 it/s) [15m56s:35s] 5.35x 93% |█████████████████████████ | (128139/137576, 270 it/s) [15m57s:34s] 5.36x 93% |█████████████████████████ | (128276/137576, 271 it/s) [15m57s:34s] 5.36x 93% |█████████████████████████ | (128404/137576, 269 it/s) [15m58s:34s] 5.36x 93% |█████████████████████████ | (128538/137576, 269 it/s) [15m58s:33s] 5.37x 93% |█████████████████████████ | (128673/137576, 268 it/s) [15m59s:33s] 5.37x 93% |█████████████████████████ | (128808/137576, 269 it/s) [15m59s:32s] 5.37x 93% |██████████████████████████ | (128943/137576, 269 it/s) [16m0s:32s] 5.37x 93% |██████████████████████████ | (129079/137576, 269 it/s) [16m0s:31s] 5.38x 93% |██████████████████████████ | (129217/137576, 269 it/s) [16m1s:31s] 5.38x 94% |██████████████████████████ | (129362/137576, 270 it/s) [16m1s:30s] 5.38x 94% |██████████████████████████ | (129502/137576, 272 it/s) [16m2s:29s] 5.39x 94% |██████████████████████████ | (129623/137576, 270 it/s) [16m2s:29s] 5.39x 94% |██████████████████████████ | (129760/137576, 270 it/s) [16m3s:28s] 5.39x 94% |██████████████████████████ | (129895/137576, 271 it/s) [16m3s:28s] 5.39x 94% |██████████████████████████ | (130032/137576, 272 it/s) [16m4s:27s] 5.4x 94% |███████████████████████████ | (130172/137576, 273 it/s) [16m4s:27s] 5.4x 94% |███████████████████████████ | (130309/137576, 273 it/s) [16m5s:26s] 5.4x 94% |███████████████████████████ | (130445/137576, 273 it/s) [16m5s:26s] 5.41x 94% |██████████████████████████ | (130577/137576, 272 it/s) [16m6s:25s] 5.41x 95% |██████████████████████████ | (130711/137576, 270 it/s) [16m6s:25s] 5.41x 95% |██████████████████████████ | (130847/137576, 270 it/s) [16m7s:24s] 5.41x 95% |██████████████████████████ | (130985/137576, 269 it/s) [16m7s:24s] 5.42x 95% |██████████████████████████ | (131123/137576, 273 it/s) [16m8s:23s] 5.42x 95% |██████████████████████████ | (131258/137576, 272 it/s) [16m8s:23s] 5.42x 95% |██████████████████████████ | (131397/137576, 273 it/s) [16m9s:22s] 5.43x 95% |██████████████████████████ | (131539/137576, 274 it/s) [16m9s:22s] 5.43x 95% |█████████████████████████ | (131681/137576, 274 it/s) [16m10s:21s] 5.43x 95% |█████████████████████████ | (131822/137576, 275 it/s) [16m10s:20s] 5.43x 95% |█████████████████████████ | (131960/137576, 275 it/s) [16m11s:20s] 5.44x 96% |█████████████████████████ | (132099/137576, 277 it/s) [16m11s:19s] 5.44x 96% |█████████████████████████ | (132238/137576, 278 it/s) [16m12s:19s] 5.44x 96% |█████████████████████████ | (132381/137576, 279 it/s) [16m12s:18s] 5.45x 96% |█████████████████████████ | (132518/137576, 279 it/s) [16m13s:18s] 5.45x 96% |█████████████████████████ | (132660/137576, 279 it/s) [16m13s:17s] 5.45x 96% |█████████████████████████ | (132800/137576, 280 it/s) [16m14s:17s] 5.45x 96% |█████████████████████████ | (132934/137576, 279 it/s) [16m14s:16s] 5.46x 96% |█████████████████████████ | (133075/137576, 279 it/s) [16m15s:16s] 5.46x 96% |█████████████████████████ | (133220/137576, 280 it/s) [16m15s:15s] 5.46x 96% |█████████████████████████ | (133365/137576, 280 it/s) [16m16s:15s] 5.47x 97% |██████████████████████████ | (133502/137576, 280 it/s) [16m16s:14s] 5.47x 97% |██████████████████████████ | (133645/137576, 281 it/s) [16m17s:14s] 5.47x 97% |██████████████████████████ | (133781/137576, 281 it/s) [16m17s:13s] 5.48x 97% |██████████████████████████ | (133928/137576, 281 it/s) [16m18s:12s] 5.48x 97% |██████████████████████████ | (134071/137576, 281 it/s) [16m18s:12s] 5.48x 97% |██████████████████████████ | (134213/137576, 282 it/s) [16m19s:11s] 5.48x 97% |██████████████████████████ | (134360/137576, 283 it/s) [16m19s:11s] 5.49x 97% |██████████████████████████ | (134499/137576, 283 it/s) [16m20s:10s] 5.49x 97% |██████████████████████████ | (134639/137576, 283 it/s) [16m20s:10s] 5.49x 97% |███████████████████████████ | (134777/137576, 283 it/s) [16m21s:9s] 5.5x 98% |████████████████████████████ | (134915/137576, 283 it/s) [16m21s:9s] 5.5x 98% |████████████████████████████ | (135056/137576, 283 it/s) [16m22s:8s] 5.5x 98% |████████████████████████████ | (135198/137576, 283 it/s) [16m22s:8s] 5.51x 98% |███████████████████████████ | (135336/137576, 282 it/s) [16m23s:7s] 5.51x 98% |███████████████████████████ | (135482/137576, 283 it/s) [16m23s:7s] 5.51x 98% |███████████████████████████ | (135623/137576, 283 it/s) [16m24s:6s] 5.51x 98% |███████████████████████████ | (135763/137576, 282 it/s) [16m24s:6s] 5.52x 98% |███████████████████████████ | (135908/137576, 282 it/s) [16m25s:5s] 5.52x 98% |███████████████████████████ | (136053/137576, 283 it/s) [16m25s:5s] 5.52x 98% |███████████████████████████ | (136199/137576, 284 it/s) [16m26s:4s] 5.53x 99% |███████████████████████████ | (136341/137576, 285 it/s) [16m26s:4s] 5.53x 99% |███████████████████████████ | (136479/137576, 284 it/s) [16m27s:3s] 5.53x 99% |███████████████████████████ | (136615/137576, 284 it/s) [16m27s:3s] 5.53x 99% |███████████████████████████ | (136756/137576, 284 it/s) [16m28s:2s] 5.54x 99% |███████████████████████████ | (136899/137576, 284 it/s) [16m28s:2s] 5.54x 99% |███████████████████████████ | (137022/137576, 283 it/s) [16m29s:1s] 5.54x 99% |███████████████████████████ | (137136/137576, 276 it/s) [16m29s:1s] 5.54x 99% |███████████████████████████ | (137241/137576, 269 it/s) [16m30s:1s] 5.55x 99% |███████████████████████████ | (137375/137576, 268 it/s) [16m30s:0s] 5.55x 99% |███████████████████████████ | (137504/137576, 265 it/s) [16m31s:0s] 5.55x 100% |████████████████████████████| (137576/137576, 139 it/s) 5.55x 100% |████████████████████████████| (137576/137576, 139 it/s)2026-10-06 22:10:49 [INFO] Prepared camera 0 in 16m31.902288862s 2026-10-06 22:10:49 [INFO] Preparing camera 1 1% | | [0s:0s] 2% |█ | [0s:0s] 3% |█ | [0s:0s] 4% |██ | [0s:0s] 5% |███ | [0s:0s] 6% |███ | [0s:0s] 7% |████ | [0s:0s] 8% |████ | [0s:0s] 9% |█████ | [0s:0s] 10% |██████ | [0s:0s] 11% |██████ | [0s:0s] 12% |███████ | [0s:0s] 13% |████████ | [0s:0s] 14% |████████ | [0s:0s] 15% |█████████ | [0s:0s] 16% |█████████ | [0s:0s] 17% |██████████ | [0s:0s] 18% |███████████ | [0s:0s] 19% |███████████ | [0s:0s] 20% |████████████ | [0s:0s] 21% |█████████████ | [0s:0s] 22% |█████████████ | [0s:0s] 23% |██████████████ | [0s:0s] 24% |██████████████ | [0s:0s] 25% |███████████████ | [0s:0s] 26% |████████████████ | [0s:0s] 27% |████████████████ | [0s:0s] 28% |█████████████████ | [0s:0s] 29% |█████████████████ | [0s:0s] 30% |██████████████████ | [0s:0s] 31% |███████████████████ | [0s:0s] 32% |███████████████████ | [0s:0s] 33% |████████████████████ | [0s:0s] 34% |█████████████████████ | [0s:0s] 35% |█████████████████████ | [0s:0s] 36% |██████████████████████ | [0s:0s] 37% |██████████████████████ | [0s:0s] 38% |███████████████████████ | [0s:0s] 39% |████████████████████████ | [0s:0s] 40% |████████████████████████ | [0s:0s] 41% |█████████████████████████ | [0s:0s] 42% |██████████████████████████ | [0s:0s] 43% |██████████████████████████ | [0s:0s] 44% |███████████████████████████ | [0s:0s] 45% |███████████████████████████ | [0s:0s] 46% |████████████████████████████ | [0s:0s] 47% |█████████████████████████████ | [0s:0s] 48% |█████████████████████████████ | [0s:0s] 49% |██████████████████████████████ | [0s:0s] 50% |███████████████████████████████ | [0s:0s] 51% |███████████████████████████████ | [0s:0s] 52% |████████████████████████████████ | [0s:0s] 53% |████████████████████████████████ | [0s:0s] 54% |█████████████████████████████████ | [0s:0s] 55% |██████████████████████████████████ | [0s:0s] 56% |██████████████████████████████████ | [0s:0s] 57% |███████████████████████████████████ | [0s:0s] 58% |███████████████████████████████████ | [0s:0s] 59% |████████████████████████████████████ | [0s:0s] 60% |█████████████████████████████████████ | [0s:0s] 61% |█████████████████████████████████████ | [0s:0s] 62% |██████████████████████████████████████ | [0s:0s] 63% |███████████████████████████████████████ | [0s:0s] 64% |███████████████████████████████████████ | [0s:0s] 65% |████████████████████████████████████████ | [0s:0s] 66% |████████████████████████████████████████ | [0s:0s] 67% |█████████████████████████████████████████ | [0s:0s] 68% |██████████████████████████████████████████ | [0s:0s] 69% |██████████████████████████████████████████ | [0s:0s] 70% |███████████████████████████████████████████ | [0s:0s] 71% |████████████████████████████████████████████ | [0s:0s] 72% |████████████████████████████████████████████ | [0s:0s] 73% |█████████████████████████████████████████████ | [0s:0s] 74% |█████████████████████████████████████████████ | [0s:0s] 75% |██████████████████████████████████████████████ | [0s:0s] 76% |███████████████████████████████████████████████ | [0s:0s] 77% |███████████████████████████████████████████████ | [0s:0s] 78% |████████████████████████████████████████████████ | [0s:0s] 79% |████████████████████████████████████████████████ | [0s:0s] 80% |█████████████████████████████████████████████████ | [0s:0s] 81% |██████████████████████████████████████████████████ | [0s:0s] 82% |██████████████████████████████████████████████████ | [0s:0s] 83% |███████████████████████████████████████████████████ | [0s:0s] 84% |████████████████████████████████████████████████████ | [0s:0s] 85% |████████████████████████████████████████████████████ | [0s:0s] 86% |█████████████████████████████████████████████████████ | [0s:0s] 87% |█████████████████████████████████████████████████████ | [0s:0s] 88% |██████████████████████████████████████████████████████ | [0s:0s] 89% |███████████████████████████████████████████████████████ | [0s:0s] 90% |███████████████████████████████████████████████████████ | [0s:0s] 91% |████████████████████████████████████████████████████████ | [0s:0s] 92% |█████████████████████████████████████████████████████████ | [0s:0s] 93% |█████████████████████████████████████████████████████████ | [0s:0s] 94% |██████████████████████████████████████████████████████████ | [0s:0s] 95% |██████████████████████████████████████████████████████████ | [0s:0s] 96% |███████████████████████████████████████████████████████████ | [0s:0s] 97% |████████████████████████████████████████████████████████████ | [0s:0s] 98% |████████████████████████████████████████████████████████████ | [0s:0s] 99% |█████████████████████████████████████████████████████████████ | [0s:0s] 100% |██████████████████████████████████████████████████████████████| 0% | | (0/137575, 0 it/hr) [0s:0s] 0% | | (59/137575, 70 it/s) [0s:32m47s] 4.64x 0% | | (197/137575, 392 it/s) [1s:5m50s] 7.82x 0% | | (332/137575, 331 it/s) [1s:6m54s] 8.81x 0% | | (471/137575, 313 it/s) [2s:7m17s] 9.39x 0% | | (610/137575, 304 it/s) [2s:7m29s] 9.75x 0% | | (752/137575, 300 it/s) [3s:7m35s] 10x 0% | | (889/137575, 296 it/s) [3s:7m41s] 10.1x 0% | | (1028/137575, 296 it/s) [4s:7m41s] 10.3x 0% | | (1164/137575, 293 it/s) [4s:7m45s] 10.3x 0% | | (1303/137575, 291 it/s) [5s:7m48s] 10.4x 1% | | (1441/137575, 289 it/s) [5s:7m50s] 10.5x 1% | | (1583/137575, 289 it/s) [6s:7m50s] 10.5x 1% | | (1721/137575, 288 it/s) [6s:7m51s] 10.6x 1% | | (1860/137575, 288 it/s) [7s:7m50s] 10.6x 1% | | (2005/137575, 278 it/s) [7s:8m8s] 10.7x 1% | | (2144/137575, 278 it/s) [8s:8m6s] 10.7x 1% | | (2286/137575, 279 it/s) [8s:8m5s] 10.7x 1% | | (2427/137575, 279 it/s) [9s:8m3s] 10.8x 1% | | (2567/137575, 279 it/s) [9s:8m3s] 10.8x 1% | | (2711/137575, 279 it/s) [10s:8m2s] 10.8x 2% | | (2852/137575, 280 it/s) [10s:8m0s] 10.9x 2% | | (2995/137575, 281 it/s) [11s:7m58s] 10.9x 2% | | (3134/137575, 281 it/s) [11s:7m58s] 10.9x 2% | | (3275/137575, 282 it/s) [12s:7m56s] 10.9x 2% | | (3414/137575, 282 it/s) [12s:7m56s] 10.9x 2% | | (3551/137575, 281 it/s) [13s:7m56s] 10.9x 2% | | (3690/137575, 281 it/s) [13s:7m56s] 10.9x 2% | | (3831/137575, 281 it/s) [14s:7m56s] 10.9x 2% | | (3967/137575, 281 it/s) [14s:7m56s] 10.9x 2% | | (4107/137575, 280 it/s) [15s:7m56s] 10.9x 3% | | (4247/137575, 280 it/s) [15s:7m55s] 11x 3% | | (4388/137575, 280 it/s) [16s:7m55s] 11x 3% | | (4531/137575, 280 it/s) [16s:7m55s] 11x 3% | | (4674/137575, 280 it/s) [17s:7m53s] 11x 3% | | (4817/137575, 281 it/s) [17s:7m53s] 11x 3% | | (4955/137575, 281 it/s) [18s:7m52s] 11x 3% | | (5099/137575, 281 it/s) [18s:7m51s] 11x 3% | | (5239/137575, 281 it/s) [19s:7m51s] 11x 3% | | (5379/137575, 281 it/s) [19s:7m50s] 11x 4% |█ | (5521/137575, 281 it/s) [20s:7m49s] 11x 4% |█ | (5661/137575, 282 it/s) [20s:7m48s] 11x 4% |█ | (5803/137575, 282 it/s) [21s:7m46s] 11x 4% |█ | (5946/137575, 283 it/s) [21s:7m45s] 11.1x 4% |█ | (6086/137575, 283 it/s) [22s:7m44s] 11.1x 4% |█ | (6227/137575, 283 it/s) [22s:7m44s] 11.1x 4% |█ | (6366/137575, 282 it/s) [23s:7m45s] 11.1x 4% |█ | (6509/137575, 282 it/s) [23s:7m45s] 11.1x 4% |█ | (6647/137575, 281 it/s) [24s:7m45s] 11.1x 4% |█ | (6791/137575, 282 it/s) [24s:7m43s] 11.1x 5% |█ | (6934/137575, 282 it/s) [25s:7m43s] 11.1x 5% |█ | (7078/137575, 283 it/s) [25s:7m41s] 11.1x 5% |█ | (7224/137575, 284 it/s) [26s:7m39s] 11.1x 5% |█ | (7357/137575, 282 it/s) [26s:7m41s] 11.1x 5% |█ | (7483/137575, 279 it/s) [27s:7m47s] 11.1x 5% |█ | (7610/137575, 276 it/s) [27s:7m51s] 11.1x 5% |█ | (7715/137575, 269 it/s) [28s:8m3s] 11x 5% |█ | (7845/137575, 267 it/s) [28s:8m5s] 11x 5% |█ | (7970/137575, 263 it/s) [29s:8m12s] 11x 5% |█ | (8107/137575, 263 it/s) [29s:8m11s] 11x 5% |█ | (8243/137575, 263 it/s) [30s:8m11s] 11x 6% |█ | (8383/137575, 262 it/s) [30s:8m12s] 11x 6% |█ | (8522/137575, 261 it/s) [31s:8m13s] 11x 6% |█ | (8661/137575, 260 it/s) [31s:8m16s] 11x 6% |█ | (8796/137575, 260 it/s) [32s:8m14s] 11x 6% |█ | (8941/137575, 264 it/s) [32s:8m7s] 11x 6% |█ | (9043/137575, 259 it/s) [33s:8m16s] 11x 6% |█ | (9169/137575, 263 it/s) [33s:8m7s] 10.9x 6% |█ | (9311/137575, 266 it/s) [34s:8m2s] 10.9x 6% |█ | (9455/137575, 269 it/s) [34s:7m55s] 11x 6% |█ | (9597/137575, 269 it/s) [35s:7m55s] 11x 7% |██ | (9738/137575, 270 it/s) [35s:7m52s] 11x 7% |██ | (9879/137575, 270 it/s) [36s:7m52s] 11x 7% |██ | (10020/137575, 271 it/s) [36s:7m51s] 11x 7% |██ | (10162/137575, 271 it/s) [37s:7m49s] 11x 7% |██ | (10302/137575, 271 it/s) [37s:7m49s] 11x 7% |██ | (10438/137575, 271 it/s) [38s:7m48s] 11x 7% |██ | (10572/137575, 271 it/s) [38s:7m48s] 11x 7% |██ | (10708/137575, 270 it/s) [39s:7m50s] 11x 7% |██ | (10850/137575, 278 it/s) [39s:7m36s] 11x 7% |██ | (10990/137575, 281 it/s) [40s:7m31s] 11x 8% |██ | (11130/137575, 280 it/s) [40s:7m31s] 11x 8% |██ | (11268/137575, 279 it/s) [41s:7m32s] 11x 8% |██ | (11412/137575, 279 it/s) [41s:7m31s] 11x 8% |██ | (11553/137575, 279 it/s) [42s:7m30s] 11x 8% |██ | (11695/137575, 280 it/s) [42s:7m30s] 11x 8% |██ | (11835/137575, 279 it/s) [43s:7m30s] 11x 8% |██ | (11979/137575, 280 it/s) [43s:7m28s] 11x 8% |██ | (12122/137575, 280 it/s) [44s:7m28s] 11x 8% |██ | (12265/137575, 282 it/s) [44s:7m25s] 11x 9% |██ | (12404/137575, 282 it/s) [45s:7m24s] 11x 9% |██ | (12543/137575, 282 it/s) [45s:7m23s] 11x 9% |██ | (12682/137575, 282 it/s) [46s:7m23s] 11x 9% |██ | (12823/137575, 282 it/s) [46s:7m22s] 11x 9% |██ | (12964/137575, 282 it/s) [47s:7m22s] 11x 9% |██ | (13102/137575, 282 it/s) [47s:7m22s] 11x 9% |██ | (13243/137575, 282 it/s) [48s:7m21s] 11x 9% |██ | (13382/137575, 282 it/s) [48s:7m20s] 11x 9% |██ | (13522/137575, 281 it/s) [49s:7m21s] 11x 9% |██ | (13662/137575, 281 it/s) [49s:7m21s] 11x 10% |███ | (13803/137575, 281 it/s) [50s:7m20s] 11x 10% |███ | (13941/137575, 281 it/s) [50s:7m19s] 11x 10% |███ | (14083/137575, 280 it/s) [51s:7m20s] 11x 10% |███ | (14222/137575, 279 it/s) [51s:7m21s] 11x 10% |███ | (14360/137575, 279 it/s) [52s:7m21s] 11x 10% |███ | (14502/137575, 280 it/s) [52s:7m19s] 11x 10% |███ | (14639/137575, 279 it/s) [53s:7m20s] 11x 10% |███ | (14781/137575, 280 it/s) [53s:7m19s] 11x 10% |███ | (14918/137575, 279 it/s) [54s:7m19s] 11x 10% |███ | (15061/137575, 280 it/s) [54s:7m18s] 11x 11% |███ | (15199/137575, 279 it/s) [55s:7m18s] 11x 11% |███ | (15337/137575, 279 it/s) [55s:7m18s] 11x 11% |███ | (15477/137575, 279 it/s) [56s:7m18s] 11x 11% |███ | (15616/137575, 279 it/s) [56s:7m17s] 11x 11% |███ | (15756/137575, 279 it/s) [57s:7m16s] 11x 11% |███ | (15894/137575, 278 it/s) [57s:7m17s] 11x 11% |███ | (16036/137575, 279 it/s) [58s:7m15s] 11.1x 11% |███ | (16174/137575, 278 it/s) [58s:7m16s] 11.1x 11% |███ | (16314/137575, 279 it/s) [59s:7m14s] 11.1x 11% |███ | (16454/137575, 278 it/s) [59s:7m15s] 11.1x 12% |███ | (16592/137575, 278 it/s) [1m0s:7m14s] 11.1x 12% |███ | (16722/137575, 277 it/s) [1m0s:7m16s] 11.1x 12% |███ | (16869/137575, 277 it/s) [1m1s:7m16s] 11.1x 12% |███ | (17008/137575, 277 it/s) [1m1s:7m14s] 11.1x 12% |███ | (17144/137575, 277 it/s) [1m2s:7m14s] 11.1x 12% |███ | (17284/137575, 277 it/s) [1m2s:7m14s] 11.1x 12% |███ | (17425/137575, 277 it/s) [1m3s:7m12s] 11.1x 12% |███ | (17561/137575, 276 it/s) [1m3s:7m14s] 11.1x 12% |███ | (17705/137575, 277 it/s) [1m4s:7m11s] 11.1x 12% |███ | (17843/137575, 277 it/s) [1m4s:7m12s] 11.1x 13% |███ | (17983/137575, 277 it/s) [1m5s:7m11s] 11.1x 13% |███ | (18115/137575, 276 it/s) [1m5s:7m13s] 11.1x 13% |███ | (18260/137575, 279 it/s) [1m6s:7m7s] 11.1x 13% |███ | (18399/137575, 278 it/s) [1m6s:7m8s] 11.1x 13% |███ | (18540/137575, 279 it/s) [1m7s:7m6s] 11.1x 13% |███ | (18679/137575, 279 it/s) [1m7s:7m6s] 11.1x 13% |███ | (18819/137575, 279 it/s) [1m8s:7m6s] 11.1x 13% |███ | (18957/137575, 279 it/s) [1m8s:7m5s] 11.1x 13% |███ | (19098/137575, 278 it/s) [1m9s:7m5s] 11.1x 13% |███ | (19234/137575, 278 it/s) [1m9s:7m5s] 11.1x 14% |███ | (19377/137575, 279 it/s) [1m10s:7m4s] 11.1x 14% |███ | (19517/137575, 279 it/s) [1m10s:7m3s] 11.1x 14% |███ | (19660/137575, 279 it/s) [1m11s:7m2s] 11.1x 14% |███ | (19801/137575, 281 it/s) [1m11s:6m59s] 11.1x 14% |███ | (19937/137575, 279 it/s) [1m12s:7m1s] 11.1x 14% |███ | (20079/137575, 280 it/s) [1m12s:7m0s] 11.1x 14% |███ | (20219/137575, 279 it/s) [1m13s:7m0s] 11.1x 14% |███ | (20344/137575, 277 it/s) [1m13s:7m3s] 11.1x 14% |███ | (20414/137575, 263 it/s) [1m14s:7m26s] 11x 14% |████ | (20483/137575, 249 it/s) [1m14s:7m50s] 11x 14% |████ | (20549/137575, 234 it/s) [1m15s:8m20s] 11x 14% |████ | (20612/137575, 218 it/s) [1m15s:8m55s] 10.9x 15% |████ | (20671/137575, 202 it/s) [1m16s:9m39s] 10.9x 15% |███ | (20735/137575, 186 it/s) [1m16s:10m26s] 10.8x 15% |███ | (20801/137575, 172 it/s) [1m17s:11m17s] 10.8x 15% |███ | (20860/137575, 172 it/s) [1m17s:11m17s] 10.8x 15% |███ | (20926/137575, 156 it/s) [1m18s:12m25s] 10.7x 15% |███ | (20986/137575, 156 it/s) [1m18s:12m25s] 10.7x 15% |███ | (21051/137575, 141 it/s) [1m19s:13m46s] 10.7x 15% |███ | (21110/137575, 128 it/s) [1m19s:15m11s] 10.6x 15% |███ | (21176/137575, 127 it/s) [1m20s:15m16s] 10.6x 15% |███ | (21241/137575, 126 it/s) [1m20s:15m21s] 10.5x 15% |███ | (21298/137575, 124 it/s) [1m21s:15m34s] 10.5x 15% |███ | (21362/137575, 125 it/s) [1m21s:15m32s] 10.5x 15% |███ | (21425/137575, 126 it/s) [1m22s:15m25s] 10.4x 15% |███ | (21486/137575, 126 it/s) [1m22s:15m24s] 10.4x 15% |███ | (21548/137575, 125 it/s) [1m23s:15m27s] 10.4x 15% |███ | (21610/137575, 124 it/s) [1m23s:15m32s] 10.3x 15% |███ | (21677/137575, 125 it/s) [1m24s:15m25s] 10.3x 15% |███ | (21736/137575, 125 it/s) [1m24s:15m30s] 10.3x 15% |███ | (21798/137575, 125 it/s) [1m25s:15m25s] 10.2x 15% |███ | (21857/137575, 124 it/s) [1m25s:15m35s] 10.2x 15% |███ | (21923/137575, 124 it/s) [1m26s:15m34s] 10.2x 15% |███ | (21989/137575, 124 it/s) [1m26s:15m33s] 10.2x 16% |████ | (22050/137575, 125 it/s) [1m27s:15m23s] 10.1x 16% |████ | (22113/137575, 125 it/s) [1m27s:15m24s] 10.1x 16% |████ | (22175/137575, 125 it/s) [1m28s:15m25s] 10.1x 16% |████ | (22237/137575, 125 it/s) [1m28s:15m25s] 10x 16% |████ | (22304/137575, 125 it/s) [1m29s:15m24s] 10x 16% |████ | (22366/137575, 125 it/s) [1m29s:15m20s] 9.99x 16% |████ | (22425/137575, 125 it/s) [1m30s:15m19s] 9.96x 16% |████ | (22493/137575, 124 it/s) [1m30s:15m24s] 9.93x 16% |████ | (22555/137575, 125 it/s) [1m31s:15m19s] 9.9x 16% |████ | (22616/137575, 125 it/s) [1m31s:15m20s] 9.88x 16% |████ | (22676/137575, 125 it/s) [1m32s:15m18s] 9.85x 16% |████ | (22735/137575, 125 it/s) [1m32s:15m18s] 9.82x 16% |████ | (22803/137575, 125 it/s) [1m33s:15m20s] 9.8x 16% |████ | (22863/137575, 124 it/s) [1m33s:15m25s] 9.77x 16% |████ | (22923/137575, 123 it/s) [1m34s:15m29s] 9.74x 16% |████ | (22985/137575, 123 it/s) [1m34s:15m29s] 9.72x 16% |████ | (23047/137575, 123 it/s) [1m35s:15m27s] 9.69x 16% |████ | (23112/137575, 124 it/s) [1m35s:15m22s] 9.67x 16% |████ | (23170/137575, 123 it/s) [1m36s:15m32s] 9.64x 16% |████ | (23231/137575, 123 it/s) [1m36s:15m31s] 9.62x 16% |████ | (23298/137575, 123 it/s) [1m37s:15m30s] 9.6x 16% |████ | (23357/137575, 122 it/s) [1m37s:15m33s] 9.57x 17% |████ | (23418/137575, 122 it/s) [1m38s:15m33s] 9.55x 17% |████ | (23481/137575, 122 it/s) [1m38s:15m32s] 9.53x 17% |████ | (23544/137575, 123 it/s) [1m39s:15m27s] 9.5x 17% |████ | (23606/137575, 123 it/s) [1m39s:15m29s] 9.48x 17% |████ | (23664/137575, 122 it/s) [1m40s:15m31s] 9.46x 17% |████ | (23728/137575, 123 it/s) [1m40s:15m25s] 9.43x 17% |████ | (23790/137575, 123 it/s) [1m41s:15m25s] 9.41x 17% |████ | (23851/137575, 122 it/s) [1m41s:15m30s] 9.39x 17% |████ | (23912/137575, 123 it/s) [1m42s:15m26s] 9.37x 17% |████ | (23972/137575, 123 it/s) [1m42s:15m25s] 9.35x 17% |████ | (24036/137575, 122 it/s) [1m43s:15m28s] 9.32x 17% |████ | (24098/137575, 123 it/s) [1m43s:15m24s] 9.3x 17% |████ | (24161/137575, 123 it/s) [1m44s:15m24s] 9.28x 17% |████ | (24223/137575, 123 it/s) [1m44s:15m21s] 9.26x 17% |████ | (24287/137575, 123 it/s) [1m45s:15m19s] 9.24x 17% |████ | (24349/137575, 123 it/s) [1m45s:15m18s] 9.22x 17% |████ | (24409/137575, 124 it/s) [1m46s:15m15s] 9.2x 17% |████ | (24470/137575, 123 it/s) [1m46s:15m19s] 9.18x 17% |████ | (24527/137575, 122 it/s) [1m47s:15m26s] 9.16x 17% |████ | (24590/137575, 122 it/s) [1m47s:15m22s] 9.14x 17% |████ | (24651/137575, 123 it/s) [1m48s:15m20s] 9.12x 17% |████ | (24716/137575, 123 it/s) [1m48s:15m15s] 9.1x 18% |████ | (24777/137575, 123 it/s) [1m49s:15m16s] 9.08x 18% |████ | (24836/137575, 123 it/s) [1m49s:15m15s] 9.06x 18% |████ | (24896/137575, 122 it/s) [1m50s:15m19s] 9.04x 18% |████ | (24956/137575, 122 it/s) [1m50s:15m25s] 9.02x 18% |████ | (25021/137575, 122 it/s) [1m51s:15m20s] 9.01x 18% |████ | (25084/137575, 123 it/s) [1m51s:15m15s] 8.99x 18% |████ | (25148/137575, 124 it/s) [1m52s:15m10s] 8.97x 18% |████ | (25207/137575, 124 it/s) [1m52s:15m6s] 8.95x 18% |████ | (25270/137575, 124 it/s) [1m53s:15m6s] 8.94x 18% |████ | (25335/137575, 125 it/s) [1m53s:15m0s] 8.92x 18% |████ | (25401/137575, 125 it/s) [1m54s:15m0s] 8.9x 18% |████ | (25465/137575, 125 it/s) [1m54s:14m59s] 8.89x 18% |████ | (25525/137575, 124 it/s) [1m55s:15m0s] 8.87x 18% |████ | (25586/137575, 125 it/s) [1m55s:14m57s] 8.85x 18% |████ | (25651/137575, 126 it/s) [1m56s:14m50s] 8.84x 18% |████ | (25712/137575, 126 it/s) [1m56s:14m50s] 8.82x 18% |████ | (25780/137575, 126 it/s) [1m57s:14m50s] 8.8x 18% |████ | (25844/137575, 126 it/s) [1m57s:14m49s] 8.79x 18% |████ | (25909/137575, 126 it/s) [1m58s:14m48s] 8.77x 18% |████ | (25975/137575, 126 it/s) [1m58s:14m45s] 8.76x 18% |████ | (26039/137575, 127 it/s) [1m59s:14m38s] 8.74x 18% |████ | (26102/137575, 127 it/s) [1m59s:14m37s] 8.73x 19% |█████ | (26169/137575, 128 it/s) [2m0s:14m33s] 8.71x 19% |█████ | (26232/137575, 127 it/s) [2m0s:14m36s] 8.7x 19% |█████ | (26291/137575, 127 it/s) [2m1s:14m36s] 8.68x 19% |█████ | (26361/137575, 129 it/s) [2m1s:14m24s] 8.67x 19% |█████ | (26421/137575, 129 it/s) [2m2s:14m24s] 8.65x 19% |█████ | (26488/137575, 128 it/s) [2m2s:14m24s] 8.64x 19% |█████ | (26551/137575, 128 it/s) [2m3s:14m26s] 8.62x 19% |█████ | (26619/137575, 129 it/s) [2m3s:14m19s] 8.61x 19% |█████ | (26681/137575, 128 it/s) [2m4s:14m24s] 8.6x 19% |█████ | (26738/137575, 128 it/s) [2m4s:14m24s] 8.58x 19% |█████ | (26802/137575, 128 it/s) [2m5s:14m28s] 8.57x 19% |█████ | (26867/137575, 128 it/s) [2m5s:14m25s] 8.55x 19% |█████ | (26933/137575, 128 it/s) [2m6s:14m26s] 8.54x 19% |█████ | (26999/137575, 128 it/s) [2m6s:14m21s] 8.53x 19% |█████ | (27062/137575, 128 it/s) [2m7s:14m21s] 8.51x 19% |█████ | (27129/137575, 129 it/s) [2m7s:14m12s] 8.5x 19% |█████ | (27188/137575, 127 it/s) [2m8s:14m26s] 8.49x 19% |█████ | (27250/137575, 127 it/s) [2m8s:14m28s] 8.47x 19% |█████ | (27315/137575, 127 it/s) [2m9s:14m25s] 8.46x 19% |█████ | (27376/137575, 126 it/s) [2m9s:14m34s] 8.45x 19% |████ | (27442/137575, 127 it/s) [2m10s:14m28s] 8.43x 19% |████ | (27501/137575, 127 it/s) [2m10s:14m28s] 8.42x 20% |█████ | (27564/137575, 127 it/s) [2m11s:14m27s] 8.41x 20% |█████ | (27628/137575, 127 it/s) [2m12s:14m28s] 8.39x 20% |█████ | (27690/137575, 126 it/s) [2m12s:14m32s] 8.38x 20% |█████ | (27755/137575, 126 it/s) [2m13s:14m34s] 8.37x 20% |█████ | (27816/137575, 126 it/s) [2m13s:14m33s] 8.36x 20% |█████ | (27882/137575, 125 it/s) [2m14s:14m34s] 8.34x 20% |█████ | (27946/137575, 126 it/s) [2m14s:14m27s] 8.33x 20% |█████ | (28008/137575, 126 it/s) [2m15s:14m26s] 8.32x 20% |█████ | (28070/137575, 126 it/s) [2m15s:14m30s] 8.31x 20% |█████ | (28130/137575, 126 it/s) [2m16s:14m31s] 8.29x 20% |█████ | (28193/137575, 125 it/s) [2m16s:14m34s] 8.28x 20% |█████ | (28257/137575, 126 it/s) [2m17s:14m30s] 8.27x 20% |█████ | (28319/137575, 126 it/s) [2m17s:14m29s] 8.26x 20% |█████ | (28382/137575, 125 it/s) [2m18s:14m31s] 8.25x 20% |█████ | (28441/137575, 125 it/s) [2m18s:14m35s] 8.23x 20% |█████ | (28503/137575, 124 it/s) [2m19s:14m38s] 8.22x 20% |█████ | (28566/137575, 124 it/s) [2m19s:14m39s] 8.21x 20% |█████ | (28628/137575, 124 it/s) [2m20s:14m41s] 8.2x 20% |█████ | (28695/137575, 125 it/s) [2m20s:14m34s] 8.19x 20% |█████ | (28749/137575, 123 it/s) [2m21s:14m46s] 8.17x 20% |█████ | (28792/137575, 123 it/s) [2m21s:14m45s] 8.16x 20% |█████ | (28834/137575, 119 it/s) [2m22s:15m11s] 8.14x 21% |█████ | (28899/137575, 120 it/s) [2m22s:15m6s] 8.13x 21% |█████ | (28959/137575, 119 it/s) [2m23s:15m12s] 8.12x 21% |█████ | (29023/137575, 119 it/s) [2m23s:15m12s] 8.11x 21% |█████ | (29082/137575, 119 it/s) [2m24s:15m13s] 8.1x 21% |█████ | (29149/137575, 120 it/s) [2m24s:15m0s] 8.09x 21% |█████ | (29212/137575, 121 it/s) [2m25s:14m59s] 8.08x 21% |█████ | (29271/137575, 120 it/s) [2m25s:15m4s] 8.06x 21% |█████ | (29336/137575, 120 it/s) [2m26s:15m4s] 8.05x 21% |█████ | (29400/137575, 120 it/s) [2m26s:14m59s] 8.04x 21% |█████ | (29467/137575, 120 it/s) [2m27s:14m59s] 8.03x 21% |█████ | (29529/137575, 120 it/s) [2m27s:14m58s] 8.02x 21% |█████ | (29589/137575, 122 it/s) [2m28s:14m47s] 8.01x 21% |█████ | (29651/137575, 122 it/s) [2m28s:14m46s] 8x 21% |██████ | (29711/137575, 125 it/s) [2m29s:14m20s] 7.99x 21% |█████ | (29774/137575, 125 it/s) [2m29s:14m19s] 7.98x 21% |█████ | (29839/137575, 125 it/s) [2m30s:14m20s] 7.97x 21% |█████ | (29898/137575, 125 it/s) [2m30s:14m19s] 7.96x 21% |█████ | (29960/137575, 125 it/s) [2m31s:14m18s] 7.95x 21% |█████ | (30022/137575, 125 it/s) [2m31s:14m17s] 7.94x 21% |█████ | (30089/137575, 126 it/s) [2m32s:14m13s] 7.93x 21% |█████ | (30152/137575, 125 it/s) [2m32s:14m18s] 7.92x 21% |█████ | (30216/137575, 126 it/s) [2m33s:14m15s] 7.91x 22% |█████ | (30274/137575, 126 it/s) [2m33s:14m14s] 7.9x 22% |█████ | (30339/137575, 126 it/s) [2m34s:14m10s] 7.9x 22% |█████ | (30400/137575, 125 it/s) [2m34s:14m15s] 7.89x 22% |█████ | (30464/137575, 125 it/s) [2m35s:14m18s] 7.88x 22% |█████ | (30528/137575, 125 it/s) [2m35s:14m14s] 7.87x 22% |█████ | (30585/137575, 125 it/s) [2m36s:14m13s] 7.86x 22% |█████ | (30646/137575, 125 it/s) [2m36s:14m16s] 7.85x 22% |█████ | (30714/137575, 126 it/s) [2m37s:14m10s] 7.84x 22% |█████ | (30776/137575, 126 it/s) [2m37s:14m9s] 7.83x 22% |█████ | (30837/137575, 126 it/s) [2m38s:14m8s] 7.82x 22% |█████ | (30901/137575, 126 it/s) [2m38s:14m7s] 7.81x 22% |█████ | (30965/137575, 126 it/s) [2m39s:14m7s] 7.8x 22% |██████ | (31027/137575, 126 it/s) [2m39s:14m8s] 7.79x 22% |█████ | (31089/137575, 125 it/s) [2m40s:14m10s] 7.79x 22% |█████ | (31155/137575, 126 it/s) [2m40s:14m4s] 7.78x 22% |█████ | (31219/137575, 127 it/s) [2m41s:13m59s] 7.77x 22% |█████ | (31283/137575, 127 it/s) [2m41s:13m59s] 7.76x 22% |█████ | (31346/137575, 126 it/s) [2m42s:13m59s] 7.75x 22% |█████ | (31408/137575, 127 it/s) [2m42s:13m55s] 7.74x 22% |█████ | (31470/137575, 126 it/s) [2m43s:14m3s] 7.74x 22% |█████ | (31530/137575, 126 it/s) [2m43s:14m4s] 7.73x 22% |█████ | (31592/137575, 126 it/s) [2m44s:14m4s] 7.72x 23% |██████ | (31652/137575, 125 it/s) [2m44s:14m8s] 7.71x 23% |██████ | (31714/137575, 125 it/s) [2m45s:14m7s] 7.7x 23% |██████ | (31775/137575, 125 it/s) [2m45s:14m8s] 7.69x 23% |██████ | (31843/137575, 125 it/s) [2m46s:14m5s] 7.69x 23% |██████ | (31906/137575, 125 it/s) [2m46s:14m6s] 7.68x 23% |██████ | (31968/137575, 125 it/s) [2m47s:14m5s] 7.67x 23% |██████ | (32038/137575, 125 it/s) [2m47s:14m2s] 7.66x 23% |██████ | (32100/137575, 125 it/s) [2m48s:14m3s] 7.65x 23% |█████ | (32167/137575, 126 it/s) [2m48s:13m55s] 7.65x 23% |██████ | (32225/137575, 125 it/s) [2m49s:14m0s] 7.64x 23% |█████ | (32288/137575, 126 it/s) [2m49s:13m55s] 7.63x 23% |█████ | (32355/137575, 127 it/s) [2m50s:13m47s] 7.62x 23% |█████ | (32421/137575, 128 it/s) [2m50s:13m41s] 7.62x 23% |█████ | (32487/137575, 129 it/s) [2m51s:13m35s] 7.61x 23% |█████ | (32543/137575, 129 it/s) [2m51s:13m34s] 7.6x 23% |██████ | (32603/137575, 127 it/s) [2m52s:13m46s] 7.59x 23% |█████ | (32668/137575, 127 it/s) [2m52s:13m43s] 7.59x 23% |█████ | (32734/137575, 127 it/s) [2m53s:13m43s] 7.58x 23% |█████ | (32799/137575, 128 it/s) [2m53s:13m39s] 7.57x 23% |█████ | (32867/137575, 128 it/s) [2m54s:13m37s] 7.57x 23% |█████ | (32929/137575, 129 it/s) [2m54s:13m32s] 7.56x 23% |█████ | (32994/137575, 129 it/s) [2m55s:13m32s] 7.55x 24% |██████ | (33058/137575, 129 it/s) [2m55s:13m29s] 7.55x 24% |██████ | (33119/137575, 128 it/s) [2m56s:13m36s] 7.54x 24% |██████ | (33182/137575, 127 it/s) [2m56s:13m40s] 7.53x 24% |██████ | (33246/137575, 127 it/s) [2m57s:13m41s] 7.52x 24% |██████ | (33309/137575, 128 it/s) [2m57s:13m35s] 7.52x 24% |██████ | (33373/137575, 128 it/s) [2m58s:13m36s] 7.51x 24% |██████ | (33437/137575, 127 it/s) [2m58s:13m37s] 7.5x 24% |██████ | (33503/137575, 128 it/s) [2m59s:13m35s] 7.5x 24% |██████ | (33566/137575, 127 it/s) [2m59s:13m40s] 7.49x 24% |██████ | (33633/137575, 128 it/s) [3m0s:13m33s] 7.48x 24% |██████ | (33701/137575, 128 it/s) [3m0s:13m29s] 7.48x 24% |██████ | (33767/137575, 128 it/s) [3m1s:13m28s] 7.47x 24% |██████ | (33827/137575, 129 it/s) [3m1s:13m25s] 7.46x 24% |██████ | (33895/137575, 130 it/s) [3m2s:13m18s] 7.46x 24% |██████ | (33954/137575, 129 it/s) [3m2s:13m24s] 7.45x 24% |██████ | (34018/137575, 129 it/s) [3m3s:13m23s] 7.45x 24% |██████ | (34079/137575, 128 it/s) [3m3s:13m26s] 7.44x 24% |██████ | (34143/137575, 128 it/s) [3m4s:13m26s] 7.43x 24% |██████ | (34208/137575, 128 it/s) [3m4s:13m27s] 7.43x 24% |██████ | (34272/137575, 128 it/s) [3m5s:13m26s] 7.42x 24% |██████ | (34336/137575, 128 it/s) [3m5s:13m29s] 7.41x 25% |██████ | (34402/137575, 127 it/s) [3m6s:13m31s] 7.41x 25% |██████ | (34466/137575, 127 it/s) [3m6s:13m29s] 7.4x 25% |███████ | (34531/137575, 127 it/s) [3m7s:13m33s] 7.39x 25% |██████ | (34594/137575, 127 it/s) [3m7s:13m33s] 7.39x 25% |██████ | (34662/137575, 128 it/s) [3m8s:13m24s] 7.38x 25% |██████ | (34727/137575, 128 it/s) [3m8s:13m23s] 7.38x 25% |██████ | (34786/137575, 128 it/s) [3m9s:13m25s] 7.37x 25% |██████ | (34847/137575, 128 it/s) [3m9s:13m25s] 7.36x 25% |██████ | (34910/137575, 128 it/s) [3m10s:13m23s] 7.36x 25% |██████ | (34973/137575, 128 it/s) [3m10s:13m23s] 7.35x 25% |██████ | (35037/137575, 128 it/s) [3m11s:13m23s] 7.35x 25% |██████ | (35097/137575, 128 it/s) [3m11s:13m23s] 7.34x 25% |██████ | (35159/137575, 127 it/s) [3m12s:13m26s] 7.33x 25% |██████ | (35221/137575, 127 it/s) [3m12s:13m28s] 7.33x 25% |██████ | (35283/137575, 127 it/s) [3m13s:13m28s] 7.32x 25% |██████ | (35348/137575, 126 it/s) [3m13s:13m30s] 7.31x 25% |██████ | (35413/137575, 126 it/s) [3m14s:13m28s] 7.31x 25% |██████ | (35475/137575, 126 it/s) [3m14s:13m31s] 7.3x 25% |██████ | (35534/137575, 126 it/s) [3m15s:13m31s] 7.3x 25% |██████ | (35594/137575, 125 it/s) [3m15s:13m38s] 7.29x 25% |██████ | (35655/137575, 124 it/s) [3m16s:13m39s] 7.28x 25% |██████ | (35717/137575, 124 it/s) [3m16s:13m39s] 7.28x 26% |██████ | (35779/137575, 124 it/s) [3m17s:13m40s] 7.27x 26% |██████ | (35840/137575, 124 it/s) [3m17s:13m43s] 7.27x 26% |██████ | (35902/137575, 124 it/s) [3m18s:13m41s] 7.26x 26% |██████ | (35965/137575, 124 it/s) [3m18s:13m40s] 7.25x 26% |██████ | (36033/137575, 125 it/s) [3m19s:13m33s] 7.25x 26% |██████ | (36094/137575, 124 it/s) [3m19s:13m38s] 7.24x 26% |██████ | (36151/137575, 123 it/s) [3m20s:13m44s] 7.24x 26% |██████ | (36208/137575, 122 it/s) [3m20s:13m47s] 7.23x 26% |██████ | (36267/137575, 122 it/s) [3m21s:13m49s] 7.22x 26% |██████ | (36333/137575, 123 it/s) [3m21s:13m44s] 7.22x 26% |██████ | (36401/137575, 123 it/s) [3m22s:13m44s] 7.21x 26% |██████ | (36457/137575, 123 it/s) [3m22s:13m43s] 7.21x 26% |██████ | (36519/137575, 123 it/s) [3m23s:13m43s] 7.2x 26% |███████ | (36583/137575, 123 it/s) [3m23s:13m40s] 7.2x 26% |███████ | (36645/137575, 123 it/s) [3m24s:13m39s] 7.19x 26% |██████ | (36713/137575, 124 it/s) [3m24s:13m35s] 7.19x 26% |██████ | (36773/137575, 123 it/s) [3m25s:13m38s] 7.18x 26% |██████ | (36836/137575, 122 it/s) [3m25s:13m44s] 7.18x 26% |██████ | (36899/137575, 123 it/s) [3m26s:13m41s] 7.17x 26% |██████ | (36966/137575, 125 it/s) [3m26s:13m27s] 7.17x 26% |██████ | (37032/137575, 125 it/s) [3m27s:13m27s] 7.16x 26% |██████ | (37092/137575, 126 it/s) [3m27s:13m18s] 7.16x 27% |███████ | (37153/137575, 126 it/s) [3m28s:13m15s] 7.15x 27% |███████ | (37220/137575, 127 it/s) [3m28s:13m13s] 7.15x 27% |███████ | (37279/137575, 126 it/s) [3m29s:13m16s] 7.14x 27% |███████ | (37344/137575, 126 it/s) [3m29s:13m13s] 7.14x 27% |███████ | (37408/137575, 126 it/s) [3m30s:13m13s] 7.13x 27% |███████ | (37474/137575, 126 it/s) [3m30s:13m13s] 7.13x 27% |███████ | (37543/137575, 128 it/s) [3m31s:13m3s] 7.12x 27% |███████ | (37605/137575, 127 it/s) [3m31s:13m4s] 7.12x 27% |███████ | (37671/137575, 127 it/s) [3m32s:13m3s] 7.11x 27% |███████ | (37735/137575, 128 it/s) [3m32s:13m0s] 7.11x 27% |███████ | (37798/137575, 127 it/s) [3m33s:13m4s] 7.1x 27% |███████ | (37859/137575, 127 it/s) [3m33s:13m4s] 7.1x 27% |███████ | (37922/137575, 127 it/s) [3m34s:13m5s] 7.09x 27% |███████ | (37988/137575, 128 it/s) [3m34s:12m58s] 7.09x 27% |███████ | (38045/137575, 128 it/s) [3m35s:12m57s] 7.08x 27% |███████ | (38108/137575, 127 it/s) [3m35s:13m5s] 7.08x 27% |███████ | (38173/137575, 128 it/s) [3m36s:12m58s] 7.07x 27% |███████ | (38234/137575, 127 it/s) [3m36s:13m3s] 7.07x 27% |███████ | (38297/137575, 127 it/s) [3m37s:13m3s] 7.06x 27% |███████ | (38358/137575, 126 it/s) [3m37s:13m4s] 7.06x 27% |███████ | (38418/137575, 125 it/s) [3m38s:13m13s] 7.05x 27% |███████ | (38480/137575, 125 it/s) [3m38s:13m13s] 7.05x 28% |███████ | (38540/137575, 124 it/s) [3m39s:13m19s] 7.04x 28% |███████ | (38602/137575, 124 it/s) [3m39s:13m20s] 7.04x 28% |███████ | (38662/137575, 123 it/s) [3m40s:13m22s] 7.03x 28% |███████ | (38724/137575, 122 it/s) [3m40s:13m27s] 7.03x 28% |███████ | (38784/137575, 122 it/s) [3m41s:13m27s] 7.02x 28% |███████ | (38844/137575, 122 it/s) [3m41s:13m27s] 7.02x 28% |███████ | (38904/137575, 121 it/s) [3m42s:13m32s] 7.01x 28% |███████ | (38963/137575, 121 it/s) [3m42s:13m31s] 7.01x 28% |███████ | (39023/137575, 121 it/s) [3m43s:13m33s] 7x 28% |████████ | (39088/137575, 122 it/s) [3m43s:13m29s] 7x 28% |████████ | (39147/137575, 122 it/s) [3m44s:13m29s] 6.99x 28% |███████ | (39212/137575, 122 it/s) [3m44s:13m25s] 6.99x 28% |███████ | (39275/137575, 122 it/s) [3m45s:13m24s] 6.99x 28% |███████ | (39333/137575, 122 it/s) [3m45s:13m26s] 6.98x 28% |███████ | (39394/137575, 122 it/s) [3m46s:13m26s] 6.98x 28% |███████ | (39457/137575, 122 it/s) [3m46s:13m22s] 6.97x 28% |███████ | (39523/137575, 123 it/s) [3m47s:13m16s] 6.97x 28% |███████ | (39585/137575, 124 it/s) [3m47s:13m12s] 6.96x 28% |███████ | (39645/137575, 124 it/s) [3m48s:13m12s] 6.96x 28% |███████ | (39704/137575, 123 it/s) [3m48s:13m12s] 6.95x 28% |███████ | (39769/137575, 123 it/s) [3m49s:13m12s] 6.95x 28% |███████ | (39831/137575, 123 it/s) [3m49s:13m11s] 6.95x 28% |███████ | (39890/137575, 123 it/s) [3m50s:13m12s] 6.94x 29% |███████ | (39944/137575, 121 it/s) [3m50s:13m24s] 6.94x 29% |███████ | (40008/137575, 123 it/s) [3m51s:13m16s] 6.93x 29% |███████ | (40072/137575, 123 it/s) [3m51s:13m15s] 6.93x 29% |███████ | (40142/137575, 124 it/s) [3m52s:13m7s] 6.92x 29% |███████ | (40202/137575, 123 it/s) [3m52s:13m10s] 6.92x 29% |███████ | (40255/137575, 121 it/s) [3m53s:13m26s] 6.91x 29% |███████ | (40313/137575, 120 it/s) [3m53s:13m31s] 6.91x 29% |███████ | (40372/137575, 120 it/s) [3m54s:13m32s] 6.9x 29% |███████ | (40438/137575, 121 it/s) [3m54s:13m22s] 6.9x 29% |███████ | (40497/137575, 120 it/s) [3m55s:13m29s] 6.9x 29% |███████ | (40556/137575, 120 it/s) [3m55s:13m29s] 6.89x 29% |███████ | (40617/137575, 120 it/s) [3m56s:13m29s] 6.89x 29% |███████ | (40674/137575, 120 it/s) [3m56s:13m24s] 6.88x 29% |███████ | (40741/137575, 121 it/s) [3m57s:13m20s] 6.88x 29% |███████ | (40798/137575, 121 it/s) [3m57s:13m19s] 6.87x 29% |███████ | (40865/137575, 120 it/s) [3m58s:13m25s] 6.87x 29% |███████ | (40930/137575, 121 it/s) [3m58s:13m18s] 6.87x 29% |███████ | (40999/137575, 124 it/s) [3m59s:12m57s] 6.87x 29% |███████ | (41061/137575, 125 it/s) [3m59s:12m52s] 6.86x 29% |███████ | (41127/137575, 126 it/s) [4m0s:12m43s] 6.86x 29% |███████ | (41196/137575, 127 it/s) [4m0s:12m39s] 6.86x 29% |███████ | (41260/137575, 127 it/s) [4m1s:12m39s] 6.85x 30% |████████ | (41328/137575, 128 it/s) [4m1s:12m29s] 6.85x 30% |████████ | (41392/137575, 128 it/s) [4m2s:12m29s] 6.84x 30% |████████ | (41455/137575, 129 it/s) [4m2s:12m25s] 6.84x 30% |████████ | (41521/137575, 129 it/s) [4m3s:12m24s] 6.84x 30% |████████ | (41584/137575, 130 it/s) [4m3s:12m15s] 6.83x 30% |████████ | (41653/137575, 130 it/s) [4m4s:12m15s] 6.83x 30% |████████ | (41713/137575, 130 it/s) [4m4s:12m17s] 6.83x 30% |████████ | (41780/137575, 131 it/s) [4m5s:12m11s] 6.82x 30% |████████ | (41843/137575, 131 it/s) [4m5s:12m13s] 6.82x 30% |████████ | (41908/137575, 130 it/s) [4m6s:12m17s] 6.82x 30% |████████ | (41976/137575, 131 it/s) [4m6s:12m10s] 6.81x 30% |████████ | (42044/137575, 131 it/s) [4m7s:12m9s] 6.81x 30% |████████ | (42107/137575, 131 it/s) [4m7s:12m9s] 6.81x 30% |████████ | (42168/137575, 129 it/s) [4m8s:12m18s] 6.8x 30% |████████ | (42234/137575, 129 it/s) [4m8s:12m17s] 6.8x 30% |████████ | (42299/137575, 129 it/s) [4m9s:12m17s] 6.8x 30% |████████ | (42364/137575, 129 it/s) [4m9s:12m15s] 6.79x 30% |███████ | (42432/137575, 130 it/s) [4m10s:12m11s] 6.79x 30% |███████ | (42494/137575, 130 it/s) [4m10s:12m10s] 6.79x 30% |███████ | (42560/137575, 130 it/s) [4m11s:12m11s] 6.78x 30% |███████ | (42624/137575, 129 it/s) [4m11s:12m13s] 6.78x 31% |████████ | (42693/137575, 131 it/s) [4m12s:12m5s] 6.78x 31% |████████ | (42762/137575, 131 it/s) [4m12s:12m1s] 6.78x 31% |████████ | (42831/137575, 131 it/s) [4m13s:12m1s] 6.77x 31% |████████ | (42899/137575, 132 it/s) [4m13s:11m59s] 6.77x 31% |████████ | (42961/137575, 131 it/s) [4m14s:12m3s] 6.77x 31% |████████ | (43028/137575, 132 it/s) [4m14s:11m55s] 6.77x 31% |████████ | (43093/137575, 132 it/s) [4m15s:11m55s] 6.76x 31% |████████ | (43156/137575, 132 it/s) [4m15s:11m57s] 6.76x 31% |████████ | (43221/137575, 131 it/s) [4m16s:11m59s] 6.76x 31% |████████ | (43285/137575, 131 it/s) [4m16s:11m59s] 6.75x 31% |████████ | (43350/137575, 131 it/s) [4m17s:11m57s] 6.75x 31% |████████ | (43417/137575, 131 it/s) [4m17s:11m59s] 6.75x 31% |████████ | (43484/137575, 131 it/s) [4m18s:12m0s] 6.74x 31% |████████ | (43554/137575, 131 it/s) [4m18s:11m58s] 6.74x 31% |████████ | (43619/137575, 131 it/s) [4m19s:11m55s] 6.74x 31% |████████ | (43683/137575, 131 it/s) [4m19s:11m57s] 6.74x 31% |████████ | (43749/137575, 131 it/s) [4m20s:11m56s] 6.73x 31% |████████ | (43814/137575, 131 it/s) [4m20s:11m53s] 6.73x 31% |████████ | (43887/137575, 133 it/s) [4m21s:11m44s] 6.73x 31% |████████ | (43950/137575, 133 it/s) [4m21s:11m44s] 6.72x 31% |████████ | (44017/137575, 133 it/s) [4m22s:11m42s] 6.72x 32% |████████ | (44080/137575, 132 it/s) [4m22s:11m46s] 6.72x 32% |████████ | (44151/137575, 133 it/s) [4m23s:11m41s] 6.72x 32% |████████ | (44216/137575, 133 it/s) [4m23s:11m41s] 6.71x 32% |████████ | (44291/137575, 133 it/s) [4m24s:11m40s] 6.71x 32% |████████ | (44354/137575, 133 it/s) [4m24s:11m42s] 6.71x 32% |████████ | (44422/137575, 134 it/s) [4m25s:11m37s] 6.71x 32% |████████ | (44483/137575, 134 it/s) [4m25s:11m37s] 6.7x 32% |████████ | (44550/137575, 133 it/s) [4m26s:11m38s] 6.7x 32% |████████ | (44615/137575, 133 it/s) [4m26s:11m38s] 6.7x 32% |████████ | (44681/137575, 133 it/s) [4m27s:11m37s] 6.7x 32% |████████ | (44748/137575, 133 it/s) [4m27s:11m36s] 6.69x 32% |████████ | (44817/137575, 132 it/s) [4m28s:11m41s] 6.69x 32% |████████ | (44882/137575, 133 it/s) [4m28s:11m38s] 6.69x 32% |████████ | (44941/137575, 131 it/s) [4m29s:11m46s] 6.68x 32% |████████ | (45005/137575, 131 it/s) [4m29s:11m45s] 6.68x 32% |████████ | (45072/137575, 131 it/s) [4m30s:11m45s] 6.68x 32% |████████ | (45139/137575, 131 it/s) [4m30s:11m48s] 6.68x 32% |████████ | (45201/137575, 129 it/s) [4m31s:11m57s] 6.67x 32% |████████ | (45264/137575, 129 it/s) [4m31s:11m56s] 6.67x 32% |████████ | (45331/137575, 129 it/s) [4m32s:11m53s] 6.67x 32% |████████ | (45395/137575, 129 it/s) [4m32s:11m53s] 6.66x 33% |████████ | (45461/137575, 129 it/s) [4m33s:11m55s] 6.66x 33% |████████ | (45526/137575, 129 it/s) [4m33s:11m54s] 6.66x 33% |████████ | (45594/137575, 129 it/s) [4m34s:11m51s] 6.66x 33% |████████ | (45660/137575, 129 it/s) [4m34s:11m53s] 6.65x 33% |████████ | (45734/137575, 131 it/s) [4m35s:11m43s] 6.65x 33% |████████ | (45796/137575, 131 it/s) [4m35s:11m39s] 6.65x 33% |████████ | (45864/137575, 132 it/s) [4m36s:11m34s] 6.65x 33% |████████ | (45927/137575, 131 it/s) [4m36s:11m38s] 6.65x 33% |████████ | (45995/137575, 133 it/s) [4m37s:11m30s] 6.64x 33% |████████ | (46061/137575, 133 it/s) [4m37s:11m29s] 6.64x 33% |████████ | (46123/137575, 132 it/s) [4m38s:11m32s] 6.64x 33% |████████ | (46192/137575, 133 it/s) [4m38s:11m26s] 6.64x 33% |████████ | (46256/137575, 132 it/s) [4m39s:11m30s] 6.63x 33% |████████ | (46320/137575, 132 it/s) [4m39s:11m30s] 6.63x 33% |████████ | (46388/137575, 132 it/s) [4m40s:11m29s] 6.63x 33% |████████ | (46451/137575, 130 it/s) [4m40s:11m40s] 6.63x 33% |████████ | (46511/137575, 130 it/s) [4m41s:11m42s] 6.62x 33% |████████ | (46577/137575, 129 it/s) [4m41s:11m44s] 6.62x 33% |████████ | (46640/137575, 129 it/s) [4m42s:11m43s] 6.62x 33% |████████ | (46706/137575, 129 it/s) [4m42s:11m45s] 6.61x 33% |████████ | (46764/137575, 127 it/s) [4m43s:11m53s] 6.61x 34% |████████ | (46828/137575, 128 it/s) [4m43s:11m50s] 6.61x 34% |████████ | (46897/137575, 128 it/s) [4m44s:11m50s] 6.61x 34% |████████ | (46957/137575, 128 it/s) [4m44s:11m50s] 6.6x 34% |█████████ | (47016/137575, 127 it/s) [4m45s:11m54s] 6.6x 34% |█████████ | (47077/137575, 126 it/s) [4m45s:11m59s] 6.6x 34% |█████████ | (47138/137575, 125 it/s) [4m46s:12m1s] 6.59x 34% |████████ | (47204/137575, 127 it/s) [4m46s:11m54s] 6.59x 34% |█████████ | (47264/137575, 125 it/s) [4m47s:12m0s] 6.59x 34% |█████████ | (47325/137575, 125 it/s) [4m47s:12m2s] 6.59x 34% |█████████ | (47387/137575, 124 it/s) [4m48s:12m6s] 6.58x 34% |████████ | (47451/137575, 125 it/s) [4m48s:11m59s] 6.58x 34% |█████████ | (47513/137575, 125 it/s) [4m49s:12m1s] 6.58x 34% |█████████ | (47578/137575, 124 it/s) [4m49s:12m4s] 6.57x 34% |█████████ | (47640/137575, 125 it/s) [4m50s:12m2s] 6.57x 34% |█████████ | (47701/137575, 125 it/s) [4m50s:12m1s] 6.57x 34% |████████ | (47764/137575, 125 it/s) [4m51s:11m58s] 6.57x 34% |████████ | (47832/137575, 125 it/s) [4m51s:11m56s] 6.56x 34% |████████ | (47899/137575, 127 it/s) [4m52s:11m47s] 6.56x 34% |████████ | (47962/137575, 127 it/s) [4m52s:11m44s] 6.56x 34% |████████ | (48025/137575, 127 it/s) [4m53s:11m44s] 6.56x 34% |████████ | (48091/137575, 128 it/s) [4m53s:11m40s] 6.55x 35% |█████████ | (48155/137575, 128 it/s) [4m54s:11m40s] 6.55x 35% |█████████ | (48214/137575, 127 it/s) [4m54s:11m43s] 6.55x 35% |█████████ | (48281/137575, 127 it/s) [4m55s:11m40s] 6.55x 35% |█████████ | (48342/137575, 127 it/s) [4m55s:11m40s] 6.54x 35% |█████████ | (48406/137575, 128 it/s) [4m56s:11m38s] 6.54x 35% |█████████ | (48470/137575, 128 it/s) [4m56s:11m35s] 6.54x 35% |█████████ | (48534/137575, 128 it/s) [4m57s:11m34s] 6.54x 35% |█████████ | (48604/137575, 129 it/s) [4m57s:11m29s] 6.54x 35% |█████████ | (48666/137575, 128 it/s) [4m58s:11m35s] 6.53x 35% |█████████ | (48727/137575, 127 it/s) [4m58s:11m41s] 6.53x 35% |█████████ | (48792/137575, 127 it/s) [4m59s:11m38s] 6.53x 35% |█████████ | (48853/137575, 126 it/s) [4m59s:11m42s] 6.53x 35% |█████████ | (48917/137575, 126 it/s) [5m0s:11m41s] 6.52x 35% |█████████ | (48981/137575, 127 it/s) [5m0s:11m35s] 6.52x 35% |█████████ | (49045/137575, 127 it/s) [5m1s:11m38s] 6.52x 35% |█████████ | (49111/137575, 127 it/s) [5m1s:11m38s] 6.52x 35% |█████████ | (49178/137575, 127 it/s) [5m2s:11m33s] 6.51x 35% |█████████ | (49240/137575, 127 it/s) [5m2s:11m35s] 6.51x 35% |█████████ | (49305/137575, 127 it/s) [5m3s:11m37s] 6.51x 35% |█████████ | (49366/137575, 126 it/s) [5m3s:11m38s] 6.51x 35% |█████████ | (49429/137575, 127 it/s) [5m4s:11m35s] 6.5x 35% |█████████ | (49490/137575, 127 it/s) [5m4s:11m35s] 6.5x 36% |██████████ | (49554/137575, 126 it/s) [5m5s:11m37s] 6.5x 36% |██████████ | (49613/137575, 126 it/s) [5m5s:11m39s] 6.5x 36% |██████████ | (49674/137575, 126 it/s) [5m6s:11m38s] 6.49x 36% |█████████ | (49735/137575, 125 it/s) [5m6s:11m41s] 6.49x 36% |█████████ | (49796/137575, 125 it/s) [5m7s:11m44s] 6.49x 36% |█████████ | (49861/137575, 125 it/s) [5m7s:11m42s] 6.49x 36% |█████████ | (49921/137575, 124 it/s) [5m8s:11m49s] 6.48x 36% |█████████ | (49983/137575, 124 it/s) [5m8s:11m48s] 6.48x 36% |█████████ | (50038/137575, 122 it/s) [5m9s:11m59s] 6.48x 36% |█████████ | (50101/137575, 122 it/s) [5m9s:11m56s] 6.48x 36% |█████████ | (50169/137575, 122 it/s) [5m10s:11m56s] 6.47x 36% |█████████ | (50228/137575, 122 it/s) [5m10s:11m54s] 6.47x 36% |█████████ | (50291/137575, 122 it/s) [5m11s:11m53s] 6.47x 36% |█████████ | (50354/137575, 123 it/s) [5m11s:11m48s] 6.47x 36% |█████████ | (50415/137575, 123 it/s) [5m12s:11m48s] 6.46x 36% |█████████ | (50480/137575, 123 it/s) [5m12s:11m48s] 6.46x 36% |█████████ | (50540/137575, 123 it/s) [5m13s:11m45s] 6.46x 36% |█████████ | (50607/137575, 124 it/s) [5m13s:11m42s] 6.46x 36% |█████████ | (50673/137575, 125 it/s) [5m14s:11m35s] 6.46x 36% |█████████ | (50736/137575, 125 it/s) [5m14s:11m33s] 6.45x 36% |█████████ | (50800/137575, 125 it/s) [5m15s:11m33s] 6.45x 36% |█████████ | (50863/137575, 127 it/s) [5m15s:11m23s] 6.45x 37% |█████████ | (50923/137575, 126 it/s) [5m16s:11m26s] 6.45x 37% |█████████ | (50990/137575, 127 it/s) [5m16s:11m22s] 6.44x 37% |█████████ | (51049/137575, 126 it/s) [5m17s:11m26s] 6.44x 37% |█████████ | (51110/137575, 126 it/s) [5m17s:11m27s] 6.44x 37% |█████████ | (51168/137575, 126 it/s) [5m18s:11m27s] 6.44x 37% |█████████ | (51232/137575, 126 it/s) [5m18s:11m26s] 6.43x 37% |█████████ | (51299/137575, 127 it/s) [5m19s:11m21s] 6.43x 37% |█████████ | (51360/137575, 125 it/s) [5m19s:11m27s] 6.43x 37% |█████████ | (51423/137575, 125 it/s) [5m20s:11m30s] 6.43x 37% |█████████ | (51491/137575, 126 it/s) [5m20s:11m24s] 6.43x 37% |█████████ | (51555/137575, 126 it/s) [5m21s:11m23s] 6.42x 37% |█████████ | (51617/137575, 126 it/s) [5m21s:11m23s] 6.42x 37% |█████████ | (51682/137575, 127 it/s) [5m22s:11m18s] 6.42x 37% |█████████ | (51744/137575, 126 it/s) [5m22s:11m23s] 6.42x 37% |█████████ | (51807/137575, 126 it/s) [5m23s:11m22s] 6.42x 37% |█████████ | (51875/137575, 127 it/s) [5m23s:11m14s] 6.41x 37% |█████████ | (51939/137575, 128 it/s) [5m24s:11m11s] 6.41x 37% |█████████ | (52000/137575, 128 it/s) [5m24s:11m10s] 6.41x 37% |█████████ | (52065/137575, 127 it/s) [5m25s:11m11s] 6.41x 37% |█████████ | (52124/137575, 127 it/s) [5m25s:11m13s] 6.4x 37% |██████████ | (52192/137575, 128 it/s) [5m26s:11m7s] 6.4x 37% |█████████ | (52256/137575, 127 it/s) [5m26s:11m11s] 6.4x 38% |██████████ | (52319/137575, 127 it/s) [5m27s:11m10s] 6.4x 38% |██████████ | (52382/137575, 127 it/s) [5m27s:11m12s] 6.4x 38% |██████████ | (52449/137575, 128 it/s) [5m28s:11m6s] 6.4x 38% |██████████ | (52512/137575, 127 it/s) [5m28s:11m9s] 6.39x 38% |██████████ | (52574/137575, 127 it/s) [5m29s:11m8s] 6.39x 38% |██████████ | (52637/137575, 127 it/s) [5m29s:11m9s] 6.39x 38% |██████████ | (52698/137575, 127 it/s) [5m30s:11m9s] 6.39x 38% |██████████ | (52763/137575, 127 it/s) [5m30s:11m9s] 6.39x 38% |██████████ | (52826/137575, 128 it/s) [5m31s:11m4s] 6.38x 38% |██████████ | (52888/137575, 128 it/s) [5m31s:11m4s] 6.38x 38% |█████████ | (52949/137575, 126 it/s) [5m32s:11m10s] 6.38x 38% |██████████ | (53013/137575, 126 it/s) [5m32s:11m9s] 6.38x 38% |█████████ | (53075/137575, 126 it/s) [5m33s:11m10s] 6.37x 38% |█████████ | (53136/137575, 126 it/s) [5m33s:11m10s] 6.37x 38% |█████████ | (53199/137575, 126 it/s) [5m34s:11m10s] 6.37x 38% |██████████ | (53269/137575, 127 it/s) [5m34s:11m6s] 6.37x 38% |██████████ | (53326/137575, 127 it/s) [5m35s:11m5s] 6.37x 38% |█████████ | (53385/137575, 126 it/s) [5m35s:11m10s] 6.36x 38% |██████████ | (53448/137575, 126 it/s) [5m36s:11m9s] 6.36x 38% |██████████ | (53514/137575, 127 it/s) [5m36s:11m3s] 6.36x 38% |██████████ | (53577/137575, 126 it/s) [5m37s:11m4s] 6.36x 38% |██████████ | (53642/137575, 127 it/s) [5m37s:11m2s] 6.36x 39% |██████████ | (53705/137575, 127 it/s) [5m38s:11m0s] 6.35x 39% |██████████ | (53764/137575, 126 it/s) [5m38s:11m5s] 6.35x 39% |██████████ | (53830/137575, 126 it/s) [5m39s:11m5s] 6.35x 39% |██████████ | (53895/137575, 127 it/s) [5m39s:11m1s] 6.35x 39% |██████████ | (53956/137575, 126 it/s) [5m40s:11m2s] 6.35x 39% |██████████ | (54018/137575, 126 it/s) [5m40s:11m1s] 6.34x 39% |██████████ | (54082/137575, 125 it/s) [5m41s:11m8s] 6.34x 39% |██████████ | (54145/137575, 125 it/s) [5m41s:11m7s] 6.34x 39% |██████████ | (54205/137575, 126 it/s) [5m42s:11m3s] 6.34x 39% |██████████ | (54273/137575, 127 it/s) [5m42s:10m57s] 6.34x 39% |██████████ | (54339/137575, 127 it/s) [5m43s:10m57s] 6.34x 39% |██████████ | (54400/137575, 127 it/s) [5m43s:10m57s] 6.33x 39% |██████████ | (54464/137575, 126 it/s) [5m44s:10m57s] 6.33x 39% |██████████ | (54526/137575, 126 it/s) [5m44s:11m1s] 6.33x 39% |██████████ | (54593/137575, 126 it/s) [5m45s:11m0s] 6.33x 39% |██████████ | (54653/137575, 126 it/s) [5m45s:10m59s] 6.33x 39% |██████████ | (54714/137575, 126 it/s) [5m46s:10m56s] 6.32x 39% |██████████ | (54778/137575, 126 it/s) [5m46s:10m57s] 6.32x 39% |██████████ | (54852/137575, 129 it/s) [5m47s:10m43s] 6.32x 39% |██████████ | (54916/137575, 129 it/s) [5m47s:10m43s] 6.32x 39% |██████████ | (54982/137575, 129 it/s) [5m48s:10m40s] 6.32x 40% |██████████ | (55051/137575, 130 it/s) [5m48s:10m32s] 6.32x 40% |██████████ | (55119/137575, 130 it/s) [5m49s:10m32s] 6.32x 40% |██████████ | (55179/137575, 130 it/s) [5m49s:10m31s] 6.31x 40% |██████████ | (55245/137575, 130 it/s) [5m50s:10m33s] 6.31x 40% |██████████ | (55312/137575, 131 it/s) [5m50s:10m29s] 6.31x 40% |██████████ | (55379/137575, 131 it/s) [5m51s:10m28s] 6.31x 40% |██████████ | (55441/137575, 132 it/s) [5m51s:10m24s] 6.31x 40% |██████████ | (55506/137575, 132 it/s) [5m52s:10m22s] 6.31x 40% |██████████ | (55572/137575, 132 it/s) [5m52s:10m22s] 6.3x 40% |██████████ | (55634/137575, 132 it/s) [5m53s:10m18s] 6.3x 40% |██████████ | (55703/137575, 133 it/s) [5m53s:10m13s] 6.3x 40% |██████████ | (55767/137575, 132 it/s) [5m54s:10m21s] 6.3x 40% |██████████ | (55838/137575, 133 it/s) [5m54s:10m16s] 6.3x 40% |██████████ | (55902/137575, 132 it/s) [5m55s:10m20s] 6.3x 40% |██████████ | (55967/137575, 131 it/s) [5m55s:10m23s] 6.3x 40% |██████████ | (56033/137575, 131 it/s) [5m56s:10m22s] 6.29x 40% |██████████ | (56095/137575, 131 it/s) [5m56s:10m21s] 6.29x 40% |██████████ | (56162/137575, 131 it/s) [5m57s:10m20s] 6.29x 40% |██████████ | (56227/137575, 131 it/s) [5m57s:10m19s] 6.29x 40% |██████████ | (56293/137575, 132 it/s) [5m58s:10m17s] 6.29x 40% |██████████ | (56359/137575, 132 it/s) [5m58s:10m15s] 6.29x 41% |██████████ | (56425/137575, 131 it/s) [5m59s:10m17s] 6.29x 41% |██████████ | (56490/137575, 131 it/s) [5m59s:10m16s] 6.28x 41% |███████████ | (56561/137575, 131 it/s) [6m0s:10m16s] 6.28x 41% |███████████ | (56620/137575, 131 it/s) [6m0s:10m20s] 6.28x 41% |███████████ | (56686/137575, 131 it/s) [6m1s:10m18s] 6.28x 41% |███████████ | (56749/137575, 131 it/s) [6m1s:10m19s] 6.28x 41% |███████████ | (56813/137575, 130 it/s) [6m2s:10m21s] 6.28x 41% |███████████ | (56877/137575, 130 it/s) [6m2s:10m22s] 6.27x 41% |███████████ | (56937/137575, 128 it/s) [6m3s:10m27s] 6.27x 41% |███████████ | (57002/137575, 128 it/s) [6m3s:10m28s] 6.27x 41% |███████████ | (57070/137575, 128 it/s) [6m4s:10m27s] 6.27x 41% |███████████ | (57131/137575, 128 it/s) [6m4s:10m29s] 6.27x 41% |███████████ | (57198/137575, 128 it/s) [6m5s:10m28s] 6.27x 41% |███████████ | (57266/137575, 129 it/s) [6m5s:10m24s] 6.27x 41% |███████████ | (57333/137575, 128 it/s) [6m6s:10m28s] 6.26x 41% |███████████ | (57398/137575, 129 it/s) [6m6s:10m21s] 6.26x 41% |███████████ | (57460/137575, 128 it/s) [6m7s:10m24s] 6.26x 41% |███████████ | (57526/137575, 129 it/s) [6m7s:10m21s] 6.26x 41% |███████████ | (57598/137575, 130 it/s) [6m8s:10m13s] 6.26x 41% |███████████ | (57662/137575, 130 it/s) [6m8s:10m12s] 6.26x 41% |███████████ | (57730/137575, 130 it/s) [6m9s:10m12s] 6.26x 42% |███████████ | (57792/137575, 131 it/s) [6m9s:10m6s] 6.25x 42% |███████████ | (57858/137575, 132 it/s) [6m10s:10m5s] 6.25x 42% |███████████ | (57922/137575, 132 it/s) [6m10s:10m4s] 6.25x 42% |███████████ | (57987/137575, 131 it/s) [6m11s:10m7s] 6.25x 42% |███████████ | (58054/137575, 131 it/s) [6m11s:10m7s] 6.25x 42% |███████████ | (58125/137575, 132 it/s) [6m12s:10m1s] 6.25x 42% |███████████ | (58188/137575, 132 it/s) [6m12s:10m1s] 6.25x 42% |███████████ | (58251/137575, 132 it/s) [6m13s:9m59s] 6.24x 42% |███████████ | (58317/137575, 132 it/s) [6m13s:9m59s] 6.24x 42% |███████████ | (58380/137575, 130 it/s) [6m14s:10m7s] 6.24x 42% |███████████ | (58447/137575, 131 it/s) [6m14s:10m4s] 6.24x 42% |███████████ | (58514/137575, 131 it/s) [6m15s:10m3s] 6.24x 42% |███████████ | (58579/137575, 131 it/s) [6m15s:10m2s] 6.24x 42% |███████████ | (58648/137575, 131 it/s) [6m16s:10m1s] 6.24x 42% |███████████ | (58709/137575, 131 it/s) [6m16s:10m2s] 6.24x 42% |███████████ | (58776/137575, 132 it/s) [6m17s:9m59s] 6.23x 42% |███████████ | (58844/137575, 132 it/s) [6m17s:9m55s] 6.23x 42% |███████████ | (58912/137575, 132 it/s) [6m18s:9m54s] 6.23x 42% |███████████ | (58979/137575, 132 it/s) [6m18s:9m56s] 6.23x 42% |███████████ | (59040/137575, 131 it/s) [6m19s:9m58s] 6.23x 42% |███████████ | (59102/137575, 131 it/s) [6m19s:9m58s] 6.23x 43% |███████████ | (59167/137575, 131 it/s) [6m20s:9m59s] 6.23x 43% |███████████ | (59232/137575, 131 it/s) [6m20s:9m57s] 6.22x 43% |███████████ | (59298/137575, 131 it/s) [6m21s:9m57s] 6.22x 43% |███████████ | (59365/137575, 131 it/s) [6m21s:9m55s] 6.22x 43% |███████████ | (59427/137575, 131 it/s) [6m22s:9m58s] 6.22x 43% |███████████ | (59492/137575, 130 it/s) [6m22s:9m59s] 6.22x 43% |███████████ | (59558/137575, 130 it/s) [6m23s:9m59s] 6.22x 43% |███████████ | (59623/137575, 130 it/s) [6m23s:10m0s] 6.22x 43% |███████████ | (59688/137575, 129 it/s) [6m24s:10m3s] 6.22x 43% |███████████ | (59754/137575, 129 it/s) [6m24s:10m4s] 6.21x 43% |███████████ | (59820/137575, 129 it/s) [6m25s:10m3s] 6.21x 43% |███████████ | (59887/137575, 130 it/s) [6m25s:9m57s] 6.21x 43% |███████████ | (59953/137575, 130 it/s) [6m26s:9m57s] 6.21x 43% |███████████ | (60019/137575, 131 it/s) [6m26s:9m54s] 6.21x 43% |███████████ | (60087/137575, 131 it/s) [6m27s:9m51s] 6.21x 43% |███████████ | (60154/137575, 131 it/s) [6m27s:9m49s] 6.21x 43% |███████████ | (60218/137575, 131 it/s) [6m28s:9m52s] 6.21x 43% |███████████ | (60278/137575, 130 it/s) [6m28s:9m53s] 6.2x 43% |████████████ | (60343/137575, 130 it/s) [6m29s:9m52s] 6.2x 43% |████████████ | (60406/137575, 130 it/s) [6m29s:9m52s] 6.2x 43% |████████████ | (60476/137575, 130 it/s) [6m30s:9m51s] 6.2x 44% |████████████ | (60546/137575, 132 it/s) [6m30s:9m45s] 6.2x 44% |████████████ | (60607/137575, 131 it/s) [6m31s:9m49s] 6.2x 44% |████████████ | (60671/137575, 131 it/s) [6m31s:9m48s] 6.2x 44% |████████████ | (60739/137575, 130 it/s) [6m32s:9m48s] 6.2x 44% |████████████ | (60804/137575, 130 it/s) [6m32s:9m49s] 6.19x 44% |███████████ | (60866/137575, 129 it/s) [6m33s:9m54s] 6.19x 44% |███████████ | (60933/137575, 129 it/s) [6m34s:9m53s] 6.19x 44% |███████████ | (61003/137575, 130 it/s) [6m34s:9m47s] 6.19x 44% |███████████ | (61069/137575, 131 it/s) [6m35s:9m41s] 6.19x 44% |███████████ | (61134/137575, 131 it/s) [6m35s:9m41s] 6.19x 44% |███████████ | (61198/137575, 131 it/s) [6m36s:9m42s] 6.19x 44% |███████████ | (61263/137575, 130 it/s) [6m36s:9m46s] 6.19x 44% |███████████ | (61330/137575, 131 it/s) [6m37s:9m41s] 6.18x 44% |███████████ | (61396/137575, 131 it/s) [6m37s:9m40s] 6.18x 44% |███████████ | (61463/137575, 132 it/s) [6m38s:9m38s] 6.18x 44% |███████████ | (61529/137575, 132 it/s) [6m38s:9m38s] 6.18x 44% |███████████ | (61595/137575, 132 it/s) [6m39s:9m34s] 6.18x 44% |███████████ | (61664/137575, 133 it/s) [6m39s:9m32s] 6.18x 44% |███████████ | (61733/137575, 133 it/s) [6m40s:9m31s] 6.18x 44% |███████████ | (61797/137575, 132 it/s) [6m40s:9m33s] 6.18x 44% |███████████ | (61865/137575, 133 it/s) [6m41s:9m31s] 6.18x 45% |████████████ | (61931/137575, 133 it/s) [6m41s:9m30s] 6.17x 45% |████████████ | (61998/137575, 133 it/s) [6m42s:9m27s] 6.17x 45% |████████████ | (62060/137575, 133 it/s) [6m42s:9m29s] 6.17x 45% |████████████ | (62126/137575, 133 it/s) [6m43s:9m29s] 6.17x 45% |████████████ | (62189/137575, 132 it/s) [6m43s:9m30s] 6.17x 45% |████████████ | (62255/137575, 132 it/s) [6m44s:9m30s] 6.17x 45% |████████████ | (62321/137575, 132 it/s) [6m44s:9m30s] 6.17x 45% |████████████ | (62384/137575, 131 it/s) [6m45s:9m32s] 6.17x 45% |████████████ | (62449/137575, 130 it/s) [6m45s:9m35s] 6.16x 45% |████████████ | (62515/137575, 130 it/s) [6m46s:9m35s] 6.16x 45% |████████████ | (62577/137575, 130 it/s) [6m46s:9m37s] 6.16x 45% |████████████ | (62642/137575, 130 it/s) [6m47s:9m36s] 6.16x 45% |████████████ | (62710/137575, 130 it/s) [6m47s:9m37s] 6.16x 45% |████████████ | (62775/137575, 130 it/s) [6m48s:9m37s] 6.16x 45% |████████████ | (62838/137575, 129 it/s) [6m48s:9m38s] 6.16x 45% |████████████ | (62900/137575, 128 it/s) [6m49s:9m42s] 6.16x 45% |████████████ | (62969/137575, 130 it/s) [6m49s:9m35s] 6.16x 45% |████████████ | (63037/137575, 130 it/s) [6m50s:9m32s] 6.15x 45% |████████████ | (63099/137575, 130 it/s) [6m50s:9m32s] 6.15x 45% |████████████ | (63166/137575, 130 it/s) [6m51s:9m32s] 6.15x 45% |████████████ | (63231/137575, 130 it/s) [6m51s:9m33s] 6.15x 46% |████████████ | (63294/137575, 130 it/s) [6m52s:9m32s] 6.15x 46% |████████████ | (63360/137575, 130 it/s) [6m52s:9m30s] 6.15x 46% |████████████ | (63428/137575, 131 it/s) [6m53s:9m27s] 6.15x 46% |████████████ | (63493/137575, 131 it/s) [6m53s:9m25s] 6.15x 46% |████████████ | (63559/137575, 131 it/s) [6m54s:9m25s] 6.15x 46% |████████████ | (63626/137575, 131 it/s) [6m54s:9m24s] 6.14x 46% |████████████ | (63690/137575, 131 it/s) [6m55s:9m24s] 6.14x 46% |████████████ | (63750/137575, 131 it/s) [6m55s:9m25s] 6.14x 46% |████████████ | (63818/137575, 132 it/s) [6m56s:9m19s] 6.14x 46% |████████████ | (63885/137575, 132 it/s) [6m56s:9m19s] 6.14x 46% |████████████ | (63949/137575, 131 it/s) [6m57s:9m21s] 6.14x 46% |████████████ | (64015/137575, 131 it/s) [6m57s:9m22s] 6.14x 46% |████████████ | (64081/137575, 131 it/s) [6m58s:9m20s] 6.14x 46% |████████████ | (64148/137575, 132 it/s) [6m58s:9m18s] 6.14x 46% |████████████ | (64212/137575, 131 it/s) [6m59s:9m18s] 6.13x 46% |████████████ | (64280/137575, 131 it/s) [6m59s:9m18s] 6.13x 46% |████████████ | (64346/137575, 132 it/s) [7m0s:9m16s] 6.13x 46% |████████████ | (64409/137575, 131 it/s) [7m0s:9m19s] 6.13x 46% |████████████ | (64480/137575, 133 it/s) [7m1s:9m11s] 6.13x 46% |████████████ | (64543/137575, 132 it/s) [7m1s:9m15s] 6.13x 46% |████████████ | (64607/137575, 132 it/s) [7m2s:9m14s] 6.13x 47% |█████████████ | (64674/137575, 132 it/s) [7m2s:9m14s] 6.13x 47% |█████████████ | (64741/137575, 132 it/s) [7m3s:9m12s] 6.13x 47% |█████████████ | (64801/137575, 132 it/s) [7m3s:9m12s] 6.12x 47% |█████████████ | (64867/137575, 131 it/s) [7m4s:9m14s] 6.12x 47% |█████████████ | (64931/137575, 131 it/s) [7m4s:9m13s] 6.12x 47% |█████████████ | (64996/137575, 131 it/s) [7m5s:9m15s] 6.12x 47% |█████████████ | (65065/137575, 132 it/s) [7m5s:9m10s] 6.12x 47% |█████████████ | (65131/137575, 131 it/s) [7m6s:9m11s] 6.12x 47% |█████████████ | (65194/137575, 131 it/s) [7m6s:9m11s] 6.12x 47% |█████████████ | (65256/137575, 131 it/s) [7m7s:9m13s] 6.12x 47% |█████████████ | (65324/137575, 132 it/s) [7m7s:9m8s] 6.12x 47% |█████████████ | (65390/137575, 131 it/s) [7m8s:9m12s] 6.12x 47% |█████████████ | (65456/137575, 131 it/s) [7m8s:9m9s] 6.11x 47% |█████████████ | (65525/137575, 131 it/s) [7m9s:9m8s] 6.11x 47% |█████████████ | (65590/137575, 132 it/s) [7m9s:9m6s] 6.11x 47% |█████████████ | (65648/137575, 132 it/s) [7m10s:9m6s] 6.11x 47% |████████████ | (65712/137575, 130 it/s) [7m10s:9m11s] 6.11x 47% |█████████████ | (65780/137575, 131 it/s) [7m11s:9m6s] 6.11x 47% |█████████████ | (65842/137575, 131 it/s) [7m11s:9m8s] 6.11x 47% |█████████████ | (65909/137575, 130 it/s) [7m12s:9m9s] 6.11x 47% |████████████ | (65970/137575, 129 it/s) [7m12s:9m12s] 6.11x 48% |█████████████ | (66038/137575, 131 it/s) [7m13s:9m8s] 6.1x 48% |█████████████ | (66098/137575, 131 it/s) [7m13s:9m7s] 6.1x 48% |█████████████ | (66162/137575, 129 it/s) [7m14s:9m12s] 6.1x 48% |█████████████ | (66225/137575, 129 it/s) [7m14s:9m14s] 6.1x 48% |█████████████ | (66290/137575, 128 it/s) [7m15s:9m14s] 6.1x 48% |█████████████ | (66354/137575, 128 it/s) [7m15s:9m16s] 6.1x 48% |█████████████ | (66421/137575, 129 it/s) [7m16s:9m11s] 6.1x 48% |█████████████ | (66484/137575, 128 it/s) [7m16s:9m15s] 6.1x 48% |█████████████ | (66551/137575, 129 it/s) [7m17s:9m10s] 6.1x 48% |█████████████ | (66615/137575, 128 it/s) [7m17s:9m12s] 6.09x 48% |█████████████ | (66683/137575, 130 it/s) [7m18s:9m6s] 6.09x 48% |█████████████ | (66746/137575, 129 it/s) [7m18s:9m9s] 6.09x 48% |█████████████ | (66811/137575, 129 it/s) [7m19s:9m6s] 6.09x 48% |█████████████ | (66877/137575, 130 it/s) [7m19s:9m3s] 6.09x 48% |█████████████ | (66937/137575, 129 it/s) [7m20s:9m7s] 6.09x 48% |█████████████ | (67004/137575, 130 it/s) [7m20s:9m4s] 6.09x 48% |█████████████ | (67066/137575, 130 it/s) [7m21s:9m3s] 6.09x 48% |█████████████ | (67128/137575, 129 it/s) [7m21s:9m7s] 6.09x 48% |█████████████ | (67194/137575, 129 it/s) [7m22s:9m6s] 6.08x 48% |█████████████ | (67260/137575, 129 it/s) [7m22s:9m3s] 6.08x 48% |█████████████ | (67323/137575, 129 it/s) [7m23s:9m2s] 6.08x 48% |█████████████ | (67387/137575, 129 it/s) [7m23s:9m5s] 6.08x 49% |█████████████ | (67451/137575, 129 it/s) [7m24s:9m4s] 6.08x 49% |█████████████ | (67514/137575, 128 it/s) [7m24s:9m9s] 6.08x 49% |█████████████ | (67578/137575, 128 it/s) [7m25s:9m7s] 6.08x 49% |█████████████ | (67641/137575, 128 it/s) [7m25s:9m7s] 6.08x 49% |█████████████ | (67707/137575, 128 it/s) [7m26s:9m7s] 6.08x 49% |█████████████ | (67777/137575, 128 it/s) [7m26s:9m6s] 6.08x 49% |█████████████ | (67847/137575, 129 it/s) [7m27s:9m2s] 6.07x 49% |█████████████ | (67909/137575, 129 it/s) [7m27s:9m2s] 6.07x 49% |█████████████ | (67976/137575, 129 it/s) [7m28s:8m57s] 6.07x 49% |█████████████ | (68039/137575, 129 it/s) [7m28s:9m0s] 6.07x 49% |█████████████ | (68101/137575, 129 it/s) [7m29s:8m59s] 6.07x 49% |█████████████ | (68164/137575, 129 it/s) [7m29s:8m59s] 6.07x 49% |█████████████ | (68230/137575, 128 it/s) [7m30s:9m0s] 6.07x 49% |█████████████ | (68292/137575, 128 it/s) [7m30s:8m59s] 6.07x 49% |█████████████ | (68359/137575, 129 it/s) [7m31s:8m58s] 6.07x 49% |█████████████ | (68421/137575, 129 it/s) [7m31s:8m57s] 6.06x 49% |█████████████ | (68486/137575, 129 it/s) [7m32s:8m57s] 6.06x 49% |█████████████ | (68551/137575, 129 it/s) [7m32s:8m55s] 6.06x 49% |█████████████ | (68615/137575, 129 it/s) [7m33s:8m54s] 6.06x 49% |█████████████ | (68674/137575, 128 it/s) [7m33s:8m58s] 6.06x 49% |█████████████ | (68740/137575, 127 it/s) [7m34s:9m1s] 6.06x 50% |██████████████ | (68805/137575, 127 it/s) [7m34s:9m0s] 6.06x 50% |██████████████ | (68873/137575, 127 it/s) [7m35s:9m0s] 6.06x 50% |█████████████ | (68933/137575, 127 it/s) [7m35s:8m59s] 6.06x 50% |█████████████ | (68998/137575, 128 it/s) [7m36s:8m56s] 6.06x 50% |█████████████ | (69065/137575, 128 it/s) [7m36s:8m53s] 6.05x 50% |█████████████ | (69130/137575, 128 it/s) [7m37s:8m52s] 6.05x 50% |█████████████ | (69192/137575, 128 it/s) [7m37s:8m53s] 6.05x 50% |█████████████ | (69255/137575, 128 it/s) [7m38s:8m54s] 6.05x 50% |█████████████ | (69319/137575, 128 it/s) [7m38s:8m54s] 6.05x 50% |█████████████ | (69382/137575, 128 it/s) [7m39s:8m54s] 6.05x 50% |█████████████ | (69445/137575, 128 it/s) [7m39s:8m50s] 6.05x 50% |█████████████ | (69508/137575, 128 it/s) [7m40s:8m52s] 6.05x 50% |█████████████ | (69572/137575, 128 it/s) [7m40s:8m52s] 6.05x 50% |█████████████ | (69637/137575, 128 it/s) [7m41s:8m51s] 6.05x 50% |█████████████ | (69701/137575, 128 it/s) [7m41s:8m51s] 6.04x 50% |█████████████ | (69768/137575, 128 it/s) [7m42s:8m51s] 6.04x 50% |█████████████ | (69834/137575, 128 it/s) [7m42s:8m49s] 6.04x 50% |█████████████ | (69903/137575, 129 it/s) [7m43s:8m43s] 6.04x 50% |█████████████ | (69964/137575, 129 it/s) [7m43s:8m44s] 6.04x 50% |█████████████ | (70031/137575, 129 it/s) [7m44s:8m44s] 6.04x 50% |█████████████ | (70093/137575, 129 it/s) [7m44s:8m42s] 6.04x 50% |█████████████ | (70163/137575, 130 it/s) [7m45s:8m36s] 6.04x 51% |█████████████ | (70226/137575, 130 it/s) [7m45s:8m36s] 6.04x 51% |█████████████ | (70286/137575, 130 it/s) [7m46s:8m39s] 6.04x 51% |█████████████ | (70348/137575, 130 it/s) [7m46s:8m38s] 6.03x 51% |█████████████ | (70412/137575, 129 it/s) [7m47s:8m39s] 6.03x 51% |█████████████ | (70476/137575, 129 it/s) [7m47s:8m39s] 6.03x 51% |█████████████ | (70540/137575, 129 it/s) [7m48s:8m41s] 6.03x 51% |█████████████ | (70603/137575, 128 it/s) [7m48s:8m43s] 6.03x 51% |█████████████ | (70660/137575, 126 it/s) [7m49s:8m52s] 6.03x 51% |█████████████ | (70728/137575, 127 it/s) [7m49s:8m46s] 6.03x 51% |█████████████ | (70790/137575, 127 it/s) [7m50s:8m45s] 6.03x 51% |█████████████ | (70854/137575, 127 it/s) [7m50s:8m46s] 6.03x 51% |█████████████ | (70918/137575, 126 it/s) [7m51s:8m50s] 6.03x 51% |█████████████ | (70976/137575, 125 it/s) [7m51s:8m54s] 6.02x 51% |█████████████ | (71038/137575, 125 it/s) [7m52s:8m52s] 6.02x 51% |█████████████ | (71104/137575, 125 it/s) [7m52s:8m52s] 6.02x 51% |█████████████ | (71165/137575, 125 it/s) [7m53s:8m51s] 6.02x 51% |█████████████ | (71226/137575, 124 it/s) [7m53s:8m53s] 6.02x 51% |█████████████ | (71286/137575, 124 it/s) [7m54s:8m56s] 6.02x 51% |█████████████ | (71352/137575, 124 it/s) [7m54s:8m53s] 6.02x 51% |█████████████ | (71413/137575, 124 it/s) [7m55s:8m53s] 6.02x 51% |█████████████ | (71479/137575, 125 it/s) [7m55s:8m46s] 6.02x 52% |██████████████ | (71541/137575, 124 it/s) [7m56s:8m51s] 6.01x 52% |██████████████ | (71603/137575, 124 it/s) [7m56s:8m52s] 6.01x 52% |██████████████ | (71664/137575, 124 it/s) [7m57s:8m52s] 6.01x 52% |██████████████ | (71732/137575, 124 it/s) [7m57s:8m50s] 6.01x 52% |██████████████ | (71794/137575, 125 it/s) [7m58s:8m47s] 6.01x 52% |██████████████ | (71863/137575, 125 it/s) [7m58s:8m46s] 6.01x 52% |██████████████ | (71926/137575, 126 it/s) [7m59s:8m42s] 6.01x 52% |██████████████ | (71988/137575, 125 it/s) [7m59s:8m43s] 6.01x 52% |██████████████ | (72053/137575, 126 it/s) [8m0s:8m40s] 6.01x 52% |██████████████ | (72121/137575, 127 it/s) [8m0s:8m33s] 6.01x 52% |██████████████ | (72184/137575, 127 it/s) [8m1s:8m34s] 6x 52% |████████████████ | (72247/137575, 127 it/s) [8m1s:8m34s] 6x 52% |████████████████ | (72313/137575, 128 it/s) [8m2s:8m31s] 6x 52% |████████████████ | (72376/137575, 128 it/s) [8m2s:8m29s] 6x 52% |████████████████ | (72440/137575, 128 it/s) [8m3s:8m29s] 6x 52% |████████████████ | (72498/137575, 127 it/s) [8m3s:8m31s] 6x 52% |████████████████ | (72563/137575, 128 it/s) [8m4s:8m28s] 6x 52% |████████████████ | (72625/137575, 127 it/s) [8m4s:8m30s] 6x 52% |████████████████ | (72691/137575, 128 it/s) [8m5s:8m27s] 6x 52% |████████████████ | (72749/137575, 127 it/s) [8m5s:8m31s] 6x 52% |████████████████ | (72815/137575, 126 it/s) [8m6s:8m32s] 5.99x 52% |██████████████ | (72883/137575, 127 it/s) [8m6s:8m27s] 5.99x 53% |██████████████ | (72942/137575, 127 it/s) [8m7s:8m30s] 5.99x 53% |██████████████ | (73012/137575, 127 it/s) [8m7s:8m26s] 5.99x 53% |██████████████ | (73069/137575, 126 it/s) [8m8s:8m30s] 5.99x 53% |██████████████ | (73134/137575, 127 it/s) [8m8s:8m27s] 5.99x 53% |██████████████ | (73207/137575, 129 it/s) [8m9s:8m20s] 5.99x 53% |██████████████ | (73271/137575, 129 it/s) [8m9s:8m18s] 5.99x 53% |██████████████ | (73332/137575, 129 it/s) [8m10s:8m18s] 5.99x 53% |██████████████ | (73395/137575, 128 it/s) [8m10s:8m20s] 5.99x 53% |██████████████ | (73459/137575, 128 it/s) [8m11s:8m20s] 5.99x 53% |██████████████ | (73527/137575, 130 it/s) [8m11s:8m13s] 5.99x 53% |██████████████ | (73595/137575, 130 it/s) [8m12s:8m11s] 5.99x 53% |██████████████ | (73656/137575, 129 it/s) [8m12s:8m16s] 5.98x 53% |██████████████ | (73725/137575, 131 it/s) [8m13s:8m8s] 5.98x 53% |██████████████ | (73789/137575, 131 it/s) [8m13s:8m8s] 5.98x 53% |██████████████ | (73852/137575, 129 it/s) [8m14s:8m12s] 5.98x 53% |██████████████ | (73919/137575, 131 it/s) [8m14s:8m4s] 5.98x 53% |██████████████ | (73981/137575, 131 it/s) [8m15s:8m6s] 5.98x 53% |██████████████ | (74044/137575, 131 it/s) [8m15s:8m5s] 5.98x 53% |██████████████ | (74106/137575, 129 it/s) [8m16s:8m13s] 5.98x 53% |██████████████ | (74171/137575, 129 it/s) [8m16s:8m11s] 5.98x 53% |██████████████ | (74233/137575, 129 it/s) [8m17s:8m11s] 5.98x 54% |██████████████ | (74294/137575, 129 it/s) [8m17s:8m11s] 5.98x 54% |██████████████ | (74356/137575, 128 it/s) [8m18s:8m14s] 5.97x 54% |██████████████ | (74416/137575, 128 it/s) [8m18s:8m13s] 5.97x 54% |██████████████ | (74481/137575, 127 it/s) [8m19s:8m17s] 5.97x 54% |██████████████ | (74547/137575, 127 it/s) [8m19s:8m17s] 5.97x 54% |██████████████ | (74613/137575, 128 it/s) [8m20s:8m12s] 5.97x 54% |██████████████ | (74677/137575, 128 it/s) [8m20s:8m11s] 5.97x 54% |██████████████ | (74741/137575, 127 it/s) [8m21s:8m14s] 5.97x 54% |██████████████ | (74807/137575, 127 it/s) [8m21s:8m12s] 5.97x 54% |██████████████ | (74873/137575, 127 it/s) [8m22s:8m13s] 5.97x 54% |██████████████ | (74937/137575, 127 it/s) [8m22s:8m12s] 5.97x 54% |██████████████ | (74999/137575, 127 it/s) [8m23s:8m11s] 5.97x 54% |███████████████ | (75064/137575, 128 it/s) [8m23s:8m8s] 5.96x 54% |███████████████ | (75131/137575, 128 it/s) [8m24s:8m7s] 5.96x 54% |███████████████ | (75196/137575, 129 it/s) [8m24s:8m4s] 5.96x 54% |███████████████ | (75259/137575, 129 it/s) [8m25s:8m3s] 5.96x 54% |███████████████ | (75326/137575, 129 it/s) [8m25s:8m0s] 5.96x 54% |██████████████ | (75390/137575, 130 it/s) [8m26s:7m59s] 5.96x 54% |███████████████ | (75452/137575, 129 it/s) [8m26s:8m1s] 5.96x 54% |███████████████ | (75516/137575, 129 it/s) [8m27s:8m1s] 5.96x 54% |███████████████ | (75582/137575, 129 it/s) [8m27s:8m1s] 5.96x 54% |███████████████ | (75645/137575, 129 it/s) [8m28s:8m1s] 5.96x 55% |███████████████ | (75706/137575, 128 it/s) [8m28s:8m4s] 5.96x 55% |███████████████ | (75771/137575, 128 it/s) [8m29s:8m4s] 5.96x 55% |███████████████ | (75833/137575, 128 it/s) [8m29s:8m3s] 5.95x 55% |███████████████ | (75896/137575, 127 it/s) [8m30s:8m4s] 5.95x 55% |███████████████ | (75961/137575, 127 it/s) [8m30s:8m5s] 5.95x 55% |███████████████ | (76023/137575, 126 it/s) [8m31s:8m6s] 5.95x 55% |███████████████ | (76089/137575, 127 it/s) [8m31s:8m5s] 5.95x 55% |███████████████ | (76150/137575, 126 it/s) [8m32s:8m7s] 5.95x 55% |███████████████ | (76218/137575, 127 it/s) [8m32s:8m2s] 5.95x 55% |███████████████ | (76281/137575, 127 it/s) [8m33s:8m2s] 5.95x 55% |███████████████ | (76342/137575, 126 it/s) [8m33s:8m4s] 5.95x 55% |███████████████ | (76401/137575, 126 it/s) [8m34s:8m5s] 5.95x 55% |███████████████ | (76464/137575, 126 it/s) [8m34s:8m5s] 5.95x 55% |███████████████ | (76529/137575, 126 it/s) [8m35s:8m3s] 5.95x 55% |███████████████ | (76597/137575, 127 it/s) [8m35s:8m0s] 5.94x 55% |███████████████ | (76657/137575, 127 it/s) [8m36s:8m1s] 5.94x 55% |███████████████ | (76720/137575, 126 it/s) [8m36s:8m3s] 5.94x 55% |██████████████ | (76786/137575, 127 it/s) [8m37s:7m58s] 5.94x 55% |██████████████ | (76844/137575, 127 it/s) [8m37s:7m58s] 5.94x 55% |███████████████ | (76913/137575, 126 it/s) [8m38s:8m1s] 5.94x 55% |███████████████ | (76973/137575, 125 it/s) [8m38s:8m3s] 5.94x 55% |███████████████ | (77035/137575, 126 it/s) [8m39s:8m2s] 5.94x 56% |███████████████ | (77098/137575, 126 it/s) [8m39s:7m58s] 5.94x 56% |███████████████ | (77161/137575, 126 it/s) [8m40s:7m58s] 5.94x 56% |███████████████ | (77229/137575, 127 it/s) [8m40s:7m55s] 5.94x 56% |███████████████ | (77319/137575, 132 it/s) [8m41s:7m36s] 5.94x 56% |███████████████ | (77434/137575, 141 it/s) [8m41s:7m5s] 5.94x 56% |███████████████ | (77570/137575, 141 it/s) [8m42s:7m4s] 5.95x 56% |███████████████ | (77717/137575, 158 it/s) [8m42s:6m19s] 5.95x 56% |███████████████ | (77862/137575, 174 it/s) [8m43s:5m43s] 5.96x 56% |███████████████ | (78007/137575, 190 it/s) [8m43s:5m13s] 5.96x 56% |███████████████ | (78147/137575, 205 it/s) [8m44s:4m49s] 5.97x 56% |███████████████ | (78291/137575, 222 it/s) [8m44s:4m27s] 5.97x 57% |███████████████ | (78432/137575, 238 it/s) [8m45s:4m8s] 5.98x 57% |███████████████ | (78570/137575, 253 it/s) [8m45s:3m53s] 5.98x 57% |███████████████ | (78715/137575, 269 it/s) [8m46s:3m39s] 5.99x 57% |███████████████ | (78858/137575, 279 it/s) [8m46s:3m30s] 5.99x 57% |███████████████ | (78997/137575, 284 it/s) [8m47s:3m26s] 6x 57% |█████████████████ | (79136/137575, 284 it/s) [8m47s:3m25s] 6x 57% |█████████████████ | (79278/137575, 283 it/s) [8m48s:3m25s] 6.01x 57% |███████████████ | (79420/137575, 282 it/s) [8m48s:3m25s] 6.01x 57% |███████████████ | (79562/137575, 283 it/s) [8m49s:3m25s] 6.02x 57% |███████████████ | (79701/137575, 283 it/s) [8m49s:3m24s] 6.02x 58% |███████████████ | (79846/137575, 282 it/s) [8m50s:3m24s] 6.03x 58% |███████████████ | (79992/137575, 283 it/s) [8m50s:3m23s] 6.03x 58% |███████████████ | (80138/137575, 285 it/s) [8m51s:3m21s] 6.04x 58% |███████████████ | (80285/137575, 285 it/s) [8m51s:3m20s] 6.04x 58% |███████████████ | (80431/137575, 286 it/s) [8m52s:3m19s] 6.05x 58% |███████████████ | (80577/137575, 287 it/s) [8m52s:3m18s] 6.05x 58% |███████████████ | (80723/137575, 287 it/s) [8m53s:3m17s] 6.06x 58% |███████████████ | (80871/137575, 289 it/s) [8m53s:3m16s] 6.06x 58% |███████████████ | (81014/137575, 289 it/s) [8m54s:3m15s] 6.07x 58% |███████████████ | (81161/137575, 290 it/s) [8m54s:3m14s] 6.07x 59% |███████████████ | (81309/137575, 291 it/s) [8m55s:3m13s] 6.08x 59% |███████████████ | (81455/137575, 292 it/s) [8m55s:3m12s] 6.09x 59% |███████████████ | (81601/137575, 292 it/s) [8m56s:3m11s] 6.09x 59% |███████████████ | (81745/137575, 292 it/s) [8m56s:3m11s] 6.1x 59% |████████████████ | (81893/137575, 293 it/s) [8m57s:3m10s] 6.1x 59% |████████████████ | (82021/137575, 289 it/s) [8m57s:3m12s] 6.1x 59% |████████████████ | (82165/137575, 289 it/s) [8m58s:3m11s] 6.11x 59% |███████████████ | (82310/137575, 289 it/s) [8m58s:3m11s] 6.11x 59% |███████████████ | (82457/137575, 289 it/s) [8m59s:3m10s] 6.12x 60% |████████████████ | (82604/137575, 289 it/s) [8m59s:3m10s] 6.13x 60% |████████████████ | (82747/137575, 288 it/s) [9m0s:3m10s] 6.13x 60% |█████████████████ | (82890/137575, 288 it/s) [9m0s:3m9s] 6.14x 60% |█████████████████ | (83037/137575, 288 it/s) [9m1s:3m9s] 6.14x 60% |█████████████████ | (83182/137575, 288 it/s) [9m1s:3m9s] 6.15x 60% |█████████████████ | (83329/137575, 288 it/s) [9m2s:3m8s] 6.15x 60% |█████████████████ | (83476/137575, 288 it/s) [9m2s:3m7s] 6.16x 60% |█████████████████ | (83626/137575, 289 it/s) [9m3s:3m6s] 6.16x 60% |█████████████████ | (83773/137575, 292 it/s) [9m3s:3m4s] 6.17x 60% |█████████████████ | (83920/137575, 293 it/s) [9m4s:3m3s] 6.17x 61% |█████████████████ | (84069/137575, 293 it/s) [9m4s:3m2s] 6.18x 61% |█████████████████ | (84181/137575, 290 it/s) [9m5s:3m4s] 6.18x 61% |█████████████████ | (84327/137575, 289 it/s) [9m5s:3m4s] 6.18x 61% |█████████████████ | (84475/137575, 290 it/s) [9m6s:3m2s] 6.19x 61% |█████████████████ | (84615/137575, 289 it/s) [9m6s:3m3s] 6.19x 61% |█████████████████ | (84748/137575, 287 it/s) [9m7s:3m4s] 6.2x 61% |██████████████████ | (84902/137575, 288 it/s) [9m7s:3m2s] 6.2x 61% |██████████████████ | (85046/137575, 288 it/s) [9m8s:3m2s] 6.21x 61% |█████████████████ | (85189/137575, 286 it/s) [9m8s:3m2s] 6.21x 62% |█████████████████ | (85337/137575, 286 it/s) [9m9s:3m2s] 6.22x 62% |█████████████████ | (85483/137575, 286 it/s) [9m9s:3m1s] 6.22x 62% |█████████████████ | (85633/137575, 286 it/s) [9m10s:3m1s] 6.23x 62% |████████████████ | (85779/137575, 290 it/s) [9m10s:2m58s] 6.23x 62% |████████████████ | (85924/137575, 290 it/s) [9m11s:2m58s] 6.24x 62% |████████████████ | (86069/137575, 289 it/s) [9m11s:2m58s] 6.24x 62% |████████████████ | (86213/137575, 290 it/s) [9m12s:2m57s] 6.25x 62% |████████████████ | (86355/137575, 290 it/s) [9m12s:2m56s] 6.25x 62% |████████████████ | (86501/137575, 292 it/s) [9m13s:2m54s] 6.26x 62% |████████████████ | (86646/137575, 290 it/s) [9m13s:2m55s] 6.26x 63% |█████████████████ | (86791/137575, 290 it/s) [9m14s:2m54s] 6.27x 63% |█████████████████ | (86936/137575, 291 it/s) [9m14s:2m54s] 6.27x 63% |█████████████████ | (87080/137575, 290 it/s) [9m15s:2m54s] 6.28x 63% |█████████████████ | (87222/137575, 289 it/s) [9m15s:2m54s] 6.28x 63% |█████████████████ | (87366/137575, 288 it/s) [9m16s:2m54s] 6.29x 63% |█████████████████ | (87508/137575, 288 it/s) [9m16s:2m54s] 6.29x 63% |█████████████████ | (87651/137575, 287 it/s) [9m17s:2m53s] 6.3x 63% |█████████████████ | (87792/137575, 287 it/s) [9m17s:2m53s] 6.3x 63% |█████████████████ | (87934/137575, 286 it/s) [9m18s:2m53s] 6.3x 64% |█████████████████ | (88080/137575, 287 it/s) [9m18s:2m52s] 6.31x 64% |█████████████████ | (88224/137575, 286 it/s) [9m19s:2m52s] 6.31x 64% |█████████████████ | (88367/137575, 286 it/s) [9m19s:2m51s] 6.32x 64% |█████████████████ | (88512/137575, 286 it/s) [9m20s:2m51s] 6.32x 64% |█████████████████ | (88656/137575, 286 it/s) [9m20s:2m50s] 6.33x 64% |█████████████████ | (88801/137575, 287 it/s) [9m21s:2m50s] 6.33x 64% |█████████████████ | (88944/137575, 287 it/s) [9m21s:2m49s] 6.34x 64% |█████████████████ | (89089/137575, 287 it/s) [9m22s:2m48s] 6.34x 64% |█████████████████ | (89233/137575, 287 it/s) [9m22s:2m48s] 6.35x 64% |█████████████████ | (89377/137575, 287 it/s) [9m23s:2m47s] 6.35x 65% |█████████████████ | (89520/137575, 288 it/s) [9m23s:2m46s] 6.36x 65% |█████████████████ | (89664/137575, 288 it/s) [9m24s:2m46s] 6.36x 65% |█████████████████ | (89805/137575, 287 it/s) [9m24s:2m46s] 6.36x 65% |█████████████████ | (89949/137575, 287 it/s) [9m25s:2m45s] 6.37x 65% |█████████████████ | (90092/137575, 287 it/s) [9m25s:2m45s] 6.37x 65% |█████████████████ | (90238/137575, 287 it/s) [9m26s:2m44s] 6.38x 65% |█████████████████ | (90378/137575, 286 it/s) [9m26s:2m44s] 6.38x 65% |█████████████████ | (90520/137575, 286 it/s) [9m27s:2m44s] 6.39x 65% |█████████████████ | (90658/137575, 286 it/s) [9m27s:2m43s] 6.39x 66% |█████████████████ | (90801/137575, 285 it/s) [9m28s:2m43s] 6.4x 66% |██████████████████ | (90946/137575, 286 it/s) [9m28s:2m43s] 6.4x 66% |██████████████████ | (91091/137575, 286 it/s) [9m29s:2m42s] 6.4x 66% |██████████████████ | (91238/137575, 286 it/s) [9m29s:2m41s] 6.41x 66% |█████████████████ | (91385/137575, 288 it/s) [9m30s:2m40s] 6.41x 66% |█████████████████ | (91530/137575, 288 it/s) [9m30s:2m39s] 6.42x 66% |█████████████████ | (91674/137575, 288 it/s) [9m31s:2m39s] 6.42x 66% |█████████████████ | (91818/137575, 288 it/s) [9m31s:2m39s] 6.43x 66% |█████████████████ | (91963/137575, 289 it/s) [9m32s:2m37s] 6.43x 66% |█████████████████ | (92107/137575, 289 it/s) [9m32s:2m37s] 6.44x 67% |██████████████████ | (92253/137575, 290 it/s) [9m33s:2m36s] 6.44x 67% |██████████████████ | (92400/137575, 290 it/s) [9m33s:2m35s] 6.45x 67% |██████████████████ | (92546/137575, 291 it/s) [9m34s:2m34s] 6.45x 67% |██████████████████ | (92689/137575, 290 it/s) [9m34s:2m34s] 6.45x 67% |██████████████████ | (92834/137575, 290 it/s) [9m35s:2m34s] 6.46x 67% |██████████████████ | (92981/137575, 290 it/s) [9m35s:2m33s] 6.46x 67% |██████████████████ | (93128/137575, 290 it/s) [9m36s:2m33s] 6.47x 67% |██████████████████ | (93271/137575, 290 it/s) [9m36s:2m32s] 6.47x 67% |██████████████████ | (93416/137575, 290 it/s) [9m37s:2m32s] 6.48x 68% |██████████████████ | (93558/137575, 290 it/s) [9m37s:2m32s] 6.48x 68% |██████████████████ | (93698/137575, 289 it/s) [9m38s:2m31s] 6.48x 68% |██████████████████ | (93840/137575, 288 it/s) [9m38s:2m31s] 6.49x 68% |██████████████████ | (93983/137575, 287 it/s) [9m39s:2m31s] 6.49x 68% |██████████████████ | (94125/137575, 287 it/s) [9m39s:2m31s] 6.5x 68% |███████████████████ | (94271/137575, 287 it/s) [9m40s:2m30s] 6.5x 68% |███████████████████ | (94417/137575, 288 it/s) [9m40s:2m30s] 6.51x 68% |██████████████████ | (94562/137575, 287 it/s) [9m41s:2m29s] 6.51x 68% |██████████████████ | (94709/137575, 287 it/s) [9m41s:2m29s] 6.52x 68% |██████████████████ | (94852/137575, 287 it/s) [9m42s:2m28s] 6.52x 69% |██████████████████ | (94998/137575, 287 it/s) [9m42s:2m28s] 6.52x 69% |██████████████████ | (95146/137575, 288 it/s) [9m43s:2m27s] 6.53x 69% |██████████████████ | (95290/137575, 288 it/s) [9m43s:2m26s] 6.53x 69% |██████████████████ | (95439/137575, 290 it/s) [9m44s:2m25s] 6.54x 69% |██████████████████ | (95586/137575, 291 it/s) [9m44s:2m24s] 6.54x 69% |██████████████████ | (95728/137575, 291 it/s) [9m45s:2m23s] 6.55x 69% |██████████████████ | (95873/137575, 291 it/s) [9m45s:2m23s] 6.55x 69% |██████████████████ | (96019/137575, 291 it/s) [9m46s:2m22s] 6.55x 69% |██████████████████ | (96157/137575, 291 it/s) [9m46s:2m22s] 6.56x 70% |██████████████████ | (96303/137575, 291 it/s) [9m47s:2m21s] 6.56x 70% |██████████████████ | (96447/137575, 290 it/s) [9m47s:2m21s] 6.57x 70% |██████████████████ | (96590/137575, 290 it/s) [9m48s:2m21s] 6.57x 70% |██████████████████ | (96735/137575, 289 it/s) [9m48s:2m21s] 6.58x 70% |██████████████████ | (96880/137575, 289 it/s) [9m49s:2m20s] 6.58x 70% |██████████████████ | (97025/137575, 288 it/s) [9m49s:2m20s] 6.58x 70% |██████████████████ | (97170/137575, 288 it/s) [9m50s:2m20s] 6.59x 70% |██████████████████ | (97314/137575, 288 it/s) [9m50s:2m19s] 6.59x 70% |██████████████████ | (97455/137575, 288 it/s) [9m51s:2m19s] 6.6x 70% |███████████████████ | (97598/137575, 288 it/s) [9m51s:2m18s] 6.6x 71% |███████████████████ | (97741/137575, 288 it/s) [9m52s:2m18s] 6.6x 71% |███████████████████ | (97884/137575, 288 it/s) [9m52s:2m17s] 6.61x 71% |███████████████████ | (98028/137575, 287 it/s) [9m53s:2m17s] 6.61x 71% |███████████████████ | (98168/137575, 287 it/s) [9m53s:2m17s] 6.62x 71% |███████████████████ | (98312/137575, 287 it/s) [9m54s:2m16s] 6.62x 71% |███████████████████ | (98454/137575, 287 it/s) [9m54s:2m16s] 6.62x 71% |███████████████████ | (98596/137575, 287 it/s) [9m55s:2m15s] 6.63x 71% |███████████████████ | (98738/137575, 286 it/s) [9m55s:2m15s] 6.63x 71% |███████████████████ | (98881/137575, 286 it/s) [9m56s:2m15s] 6.64x 71% |███████████████████ | (99022/137575, 285 it/s) [9m56s:2m15s] 6.64x 72% |███████████████████ | (99167/137575, 285 it/s) [9m57s:2m14s] 6.64x 72% |███████████████████ | (99311/137575, 285 it/s) [9m57s:2m14s] 6.65x 72% |███████████████████ | (99455/137575, 285 it/s) [9m58s:2m13s] 6.65x 72% |███████████████████ | (99599/137575, 286 it/s) [9m58s:2m13s] 6.66x 72% |███████████████████ | (99740/137575, 285 it/s) [9m59s:2m12s] 6.66x 72% |███████████████████ | (99885/137575, 286 it/s) [9m59s:2m11s] 6.67x 72% |██████████████████ | (100027/137575, 286 it/s) [10m0s:2m11s] 6.67x 72% |██████████████████ | (100169/137575, 286 it/s) [10m0s:2m10s] 6.67x 72% |██████████████████ | (100314/137575, 286 it/s) [10m1s:2m10s] 6.68x 73% |███████████████████ | (100457/137575, 286 it/s) [10m1s:2m9s] 6.68x 73% |███████████████████ | (100601/137575, 286 it/s) [10m2s:2m9s] 6.68x 73% |███████████████████ | (100747/137575, 287 it/s) [10m2s:2m8s] 6.69x 73% |███████████████████ | (100892/137575, 287 it/s) [10m3s:2m7s] 6.69x 73% |███████████████████ | (101035/137575, 287 it/s) [10m3s:2m7s] 6.7x 73% |████████████████████ | (101178/137575, 287 it/s) [10m4s:2m6s] 6.7x 73% |████████████████████ | (101323/137575, 288 it/s) [10m4s:2m6s] 6.7x 73% |████████████████████ | (101469/137575, 288 it/s) [10m5s:2m5s] 6.71x 73% |███████████████████ | (101610/137575, 288 it/s) [10m5s:2m5s] 6.71x 73% |███████████████████ | (101755/137575, 288 it/s) [10m6s:2m4s] 6.72x 74% |███████████████████ | (101898/137575, 288 it/s) [10m6s:2m3s] 6.72x 74% |███████████████████ | (102042/137575, 288 it/s) [10m7s:2m3s] 6.72x 74% |███████████████████ | (102183/137575, 288 it/s) [10m7s:2m3s] 6.73x 74% |███████████████████ | (102327/137575, 287 it/s) [10m8s:2m2s] 6.73x 74% |███████████████████ | (102467/137575, 286 it/s) [10m8s:2m2s] 6.74x 74% |███████████████████ | (102609/137575, 286 it/s) [10m9s:2m2s] 6.74x 74% |███████████████████ | (102750/137575, 286 it/s) [10m9s:2m1s] 6.74x 74% |███████████████████ | (102892/137575, 286 it/s) [10m10s:2m1s] 6.75x 74% |███████████████████ | (103030/137575, 285 it/s) [10m10s:2m1s] 6.75x 74% |███████████████████ | (103173/137575, 284 it/s) [10m11s:2m1s] 6.75x 75% |███████████████████ | (103315/137575, 284 it/s) [10m11s:2m0s] 6.76x 75% |███████████████████ | (103457/137575, 284 it/s) [10m12s:2m0s] 6.76x 75% |██████████████████ | (103599/137575, 283 it/s) [10m12s:1m59s] 6.77x 75% |██████████████████ | (103744/137575, 283 it/s) [10m13s:1m59s] 6.77x 75% |██████████████████ | (103884/137575, 283 it/s) [10m13s:1m58s] 6.77x 75% |██████████████████ | (104024/137575, 283 it/s) [10m14s:1m58s] 6.78x 75% |██████████████████ | (104168/137575, 283 it/s) [10m14s:1m57s] 6.78x 75% |██████████████████ | (104313/137575, 284 it/s) [10m15s:1m57s] 6.78x 75% |██████████████████ | (104459/137575, 285 it/s) [10m15s:1m56s] 6.79x 76% |███████████████████ | (104603/137575, 286 it/s) [10m16s:1m55s] 6.79x 76% |███████████████████ | (104745/137575, 286 it/s) [10m16s:1m54s] 6.8x 76% |███████████████████ | (104886/137575, 286 it/s) [10m17s:1m54s] 6.8x 76% |███████████████████ | (105027/137575, 286 it/s) [10m17s:1m54s] 6.8x 76% |███████████████████ | (105169/137575, 286 it/s) [10m18s:1m53s] 6.81x 76% |███████████████████ | (105312/137575, 286 it/s) [10m18s:1m52s] 6.81x 76% |███████████████████ | (105452/137575, 285 it/s) [10m19s:1m52s] 6.81x 76% |███████████████████ | (105593/137575, 285 it/s) [10m19s:1m52s] 6.82x 76% |███████████████████ | (105737/137575, 285 it/s) [10m20s:1m51s] 6.82x 76% |███████████████████ | (105879/137575, 285 it/s) [10m20s:1m51s] 6.83x 77% |███████████████████ | (106026/137575, 285 it/s) [10m21s:1m50s] 6.83x 77% |███████████████████ | (106166/137575, 285 it/s) [10m21s:1m50s] 6.83x 77% |███████████████████ | (106308/137575, 284 it/s) [10m22s:1m50s] 6.84x 77% |███████████████████ | (106452/137575, 284 it/s) [10m22s:1m49s] 6.84x 77% |███████████████████ | (106592/137575, 284 it/s) [10m23s:1m49s] 6.84x 77% |███████████████████ | (106737/137575, 285 it/s) [10m23s:1m48s] 6.85x 77% |███████████████████ | (106879/137575, 285 it/s) [10m24s:1m47s] 6.85x 77% |███████████████████ | (107020/137575, 285 it/s) [10m24s:1m47s] 6.86x 77% |███████████████████ | (107163/137575, 285 it/s) [10m25s:1m46s] 6.86x 77% |███████████████████ | (107307/137575, 285 it/s) [10m25s:1m46s] 6.86x 78% |███████████████████ | (107452/137575, 286 it/s) [10m26s:1m45s] 6.87x 78% |███████████████████ | (107593/137575, 286 it/s) [10m26s:1m44s] 6.87x 78% |███████████████████ | (107735/137575, 286 it/s) [10m27s:1m44s] 6.87x 78% |███████████████████ | (107878/137575, 286 it/s) [10m27s:1m43s] 6.88x 78% |███████████████████ | (108020/137575, 285 it/s) [10m28s:1m43s] 6.88x 78% |███████████████████ | (108161/137575, 285 it/s) [10m28s:1m43s] 6.88x 78% |███████████████████ | (108303/137575, 285 it/s) [10m29s:1m42s] 6.89x 78% |███████████████████ | (108444/137575, 285 it/s) [10m29s:1m42s] 6.89x 78% |███████████████████ | (108589/137575, 285 it/s) [10m30s:1m41s] 6.89x 79% |███████████████████ | (108731/137575, 285 it/s) [10m30s:1m41s] 6.9x 79% |████████████████████ | (108879/137575, 286 it/s) [10m31s:1m40s] 6.9x 79% |████████████████████ | (109024/137575, 286 it/s) [10m31s:1m39s] 6.91x 79% |███████████████████ | (109168/137575, 286 it/s) [10m32s:1m39s] 6.91x 79% |███████████████████ | (109313/137575, 286 it/s) [10m32s:1m38s] 6.91x 79% |███████████████████ | (109459/137575, 287 it/s) [10m33s:1m37s] 6.92x 79% |███████████████████ | (109603/137575, 287 it/s) [10m33s:1m37s] 6.92x 79% |███████████████████ | (109748/137575, 288 it/s) [10m34s:1m36s] 6.92x 79% |███████████████████ | (109890/137575, 288 it/s) [10m34s:1m36s] 6.93x 79% |███████████████████ | (110036/137575, 289 it/s) [10m35s:1m35s] 6.93x 80% |████████████████████ | (110182/137575, 289 it/s) [10m35s:1m34s] 6.94x 80% |████████████████████ | (110327/137575, 289 it/s) [10m36s:1m34s] 6.94x 80% |████████████████████ | (110473/137575, 290 it/s) [10m36s:1m33s] 6.94x 80% |████████████████████ | (110615/137575, 289 it/s) [10m37s:1m33s] 6.95x 80% |████████████████████ | (110760/137575, 289 it/s) [10m37s:1m32s] 6.95x 80% |████████████████████ | (110904/137575, 289 it/s) [10m38s:1m32s] 6.95x 80% |████████████████████ | (111050/137575, 289 it/s) [10m38s:1m31s] 6.96x 80% |████████████████████ | (111193/137575, 289 it/s) [10m39s:1m31s] 6.96x 80% |████████████████████ | (111339/137575, 290 it/s) [10m39s:1m30s] 6.96x 81% |████████████████████ | (111485/137575, 290 it/s) [10m40s:1m30s] 6.97x 81% |████████████████████ | (111626/137575, 289 it/s) [10m40s:1m29s] 6.97x 81% |████████████████████ | (111770/137575, 288 it/s) [10m41s:1m29s] 6.97x 81% |████████████████████ | (111915/137575, 288 it/s) [10m41s:1m29s] 6.98x 81% |████████████████████ | (112058/137575, 288 it/s) [10m42s:1m28s] 6.98x 81% |████████████████████ | (112206/137575, 289 it/s) [10m42s:1m27s] 6.99x 81% |████████████████████ | (112349/137575, 289 it/s) [10m43s:1m27s] 6.99x 81% |████████████████████ | (112499/137575, 290 it/s) [10m43s:1m26s] 6.99x 81% |████████████████████ | (112643/137575, 290 it/s) [10m44s:1m26s] 7x 81% |██████████████████████ | (112790/137575, 290 it/s) [10m44s:1m25s] 7x 82% |██████████████████████ | (112938/137575, 290 it/s) [10m45s:1m24s] 7x 82% |██████████████████████ | (113084/137575, 291 it/s) [10m45s:1m24s] 7.01x 82% |████████████████████ | (113226/137575, 291 it/s) [10m46s:1m23s] 7.01x 82% |████████████████████ | (113371/137575, 291 it/s) [10m46s:1m23s] 7.01x 82% |████████████████████ | (113518/137575, 292 it/s) [10m47s:1m22s] 7.02x 82% |████████████████████ | (113660/137575, 291 it/s) [10m47s:1m22s] 7.02x 82% |████████████████████ | (113803/137575, 291 it/s) [10m48s:1m21s] 7.03x 82% |████████████████████ | (113945/137575, 291 it/s) [10m48s:1m21s] 7.03x 82% |████████████████████ | (114090/137575, 289 it/s) [10m49s:1m21s] 7.03x 83% |████████████████████ | (114234/137575, 289 it/s) [10m49s:1m20s] 7.04x 83% |████████████████████ | (114376/137575, 289 it/s) [10m50s:1m20s] 7.04x 83% |████████████████████ | (114519/137575, 288 it/s) [10m50s:1m19s] 7.04x 83% |████████████████████ | (114664/137575, 288 it/s) [10m51s:1m19s] 7.05x 83% |████████████████████ | (114809/137575, 288 it/s) [10m51s:1m19s] 7.05x 83% |████████████████████ | (114948/137575, 288 it/s) [10m52s:1m18s] 7.05x 83% |████████████████████ | (115083/137575, 287 it/s) [10m52s:1m18s] 7.06x 83% |████████████████████ | (115221/137575, 285 it/s) [10m53s:1m18s] 7.06x 83% |████████████████████ | (115361/137575, 284 it/s) [10m53s:1m18s] 7.06x 83% |████████████████████ | (115503/137575, 284 it/s) [10m54s:1m17s] 7.06x 84% |█████████████████████ | (115644/137575, 284 it/s) [10m54s:1m17s] 7.07x 84% |█████████████████████ | (115784/137575, 283 it/s) [10m55s:1m16s] 7.07x 84% |█████████████████████ | (115906/137575, 283 it/s) [10m55s:1m16s] 7.07x 84% |█████████████████████ | (116033/137575, 279 it/s) [10m56s:1m17s] 7.08x 84% |█████████████████████ | (116163/137575, 279 it/s) [10m56s:1m16s] 7.08x 84% |█████████████████████ | (116298/137575, 277 it/s) [10m57s:1m16s] 7.08x 84% |█████████████████████ | (116435/137575, 276 it/s) [10m57s:1m16s] 7.08x 84% |█████████████████████ | (116576/137575, 275 it/s) [10m58s:1m16s] 7.09x 84% |█████████████████████ | (116713/137575, 275 it/s) [10m58s:1m15s] 7.09x 84% |█████████████████████ | (116853/137575, 274 it/s) [10m59s:1m15s] 7.09x 85% |█████████████████████ | (116992/137575, 274 it/s) [10m59s:1m15s] 7.1x 85% |██████████████████████ | (117133/137575, 274 it/s) [11m0s:1m14s] 7.1x 85% |██████████████████████ | (117272/137575, 275 it/s) [11m0s:1m13s] 7.1x 85% |██████████████████████ | (117414/137575, 275 it/s) [11m1s:1m13s] 7.11x 85% |██████████████████████ | (117556/137575, 275 it/s) [11m1s:1m12s] 7.11x 85% |██████████████████████ | (117697/137575, 275 it/s) [11m2s:1m12s] 7.11x 85% |██████████████████████ | (117840/137575, 279 it/s) [11m2s:1m10s] 7.11x 85% |██████████████████████ | (117982/137575, 281 it/s) [11m3s:1m9s] 7.12x 85% |██████████████████████ | (118127/137575, 281 it/s) [11m3s:1m9s] 7.12x 85% |██████████████████████ | (118267/137575, 282 it/s) [11m4s:1m8s] 7.12x 86% |███████████████████████ | (118406/137575, 282 it/s) [11m4s:1m8s] 7.13x 86% |███████████████████████ | (118547/137575, 282 it/s) [11m5s:1m7s] 7.13x 86% |███████████████████████ | (118688/137575, 282 it/s) [11m5s:1m6s] 7.13x 86% |███████████████████████ | (118830/137575, 283 it/s) [11m6s:1m6s] 7.14x 86% |███████████████████████ | (118970/137575, 283 it/s) [11m6s:1m5s] 7.14x 86% |███████████████████████ | (119111/137575, 283 it/s) [11m7s:1m5s] 7.14x 86% |███████████████████████ | (119256/137575, 283 it/s) [11m7s:1m4s] 7.15x 86% |███████████████████████ | (119395/137575, 283 it/s) [11m8s:1m4s] 7.15x 86% |███████████████████████ | (119538/137575, 283 it/s) [11m8s:1m3s] 7.15x 86% |███████████████████████ | (119682/137575, 283 it/s) [11m9s:1m3s] 7.16x 87% |███████████████████████ | (119824/137575, 283 it/s) [11m9s:1m2s] 7.16x 87% |██████████████████████ | (119964/137575, 283 it/s) [11m10s:1m2s] 7.16x 87% |██████████████████████ | (120106/137575, 283 it/s) [11m10s:1m1s] 7.17x 87% |██████████████████████ | (120249/137575, 283 it/s) [11m11s:1m1s] 7.17x 87% |██████████████████████ | (120390/137575, 283 it/s) [11m11s:1m0s] 7.17x 87% |██████████████████████ | (120532/137575, 284 it/s) [11m12s:1m0s] 7.17x 87% |███████████████████████ | (120675/137575, 284 it/s) [11m12s:59s] 7.18x 87% |███████████████████████ | (120819/137575, 284 it/s) [11m13s:58s] 7.18x 87% |███████████████████████ | (120958/137575, 284 it/s) [11m13s:58s] 7.18x 88% |███████████████████████ | (121096/137575, 283 it/s) [11m14s:58s] 7.19x 88% |███████████████████████ | (121236/137575, 283 it/s) [11m14s:57s] 7.19x 88% |███████████████████████ | (121374/137575, 282 it/s) [11m15s:57s] 7.19x 88% |███████████████████████ | (121514/137575, 282 it/s) [11m15s:56s] 7.2x 88% |████████████████████████ | (121652/137575, 282 it/s) [11m16s:56s] 7.2x 88% |████████████████████████ | (121791/137575, 281 it/s) [11m16s:56s] 7.2x 88% |████████████████████████ | (121933/137575, 281 it/s) [11m17s:55s] 7.2x 88% |████████████████████████ | (122074/137575, 281 it/s) [11m17s:55s] 7.21x 88% |███████████████████████ | (122216/137575, 281 it/s) [11m18s:54s] 7.21x 88% |███████████████████████ | (122347/137575, 279 it/s) [11m18s:54s] 7.21x 88% |███████████████████████ | (122421/137575, 265 it/s) [11m19s:57s] 7.21x 89% |███████████████████████ | (122492/137575, 251 it/s) [11m19s:1m0s] 7.21x 89% |███████████████████████ | (122562/137575, 237 it/s) [11m20s:1m3s] 7.21x 89% |███████████████████████ | (122621/137575, 221 it/s) [11m20s:1m7s] 7.21x 89% |███████████████████████ | (122679/137575, 221 it/s) [11m21s:1m7s] 7.21x 89% |██████████████████████ | (122743/137575, 206 it/s) [11m21s:1m12s] 7.2x 89% |███████████████████████ | (122803/137575, 190 it/s) [11m22s:1m17s] 7.2x 89% |███████████████████████ | (122867/137575, 174 it/s) [11m22s:1m24s] 7.2x 89% |███████████████████████ | (122926/137575, 158 it/s) [11m23s:1m32s] 7.2x 89% |███████████████████████ | (122989/137575, 142 it/s) [11m23s:1m42s] 7.2x 89% |███████████████████████ | (123056/137575, 129 it/s) [11m24s:1m52s] 7.2x 89% |███████████████████████ | (123116/137575, 126 it/s) [11m24s:1m54s] 7.19x 89% |██████████████████████ | (123178/137575, 124 it/s) [11m25s:1m55s] 7.19x 89% |██████████████████████ | (123243/137575, 123 it/s) [11m25s:1m56s] 7.19x 89% |██████████████████████ | (123310/137575, 125 it/s) [11m26s:1m53s] 7.19x 89% |██████████████████████ | (123369/137575, 125 it/s) [11m26s:1m53s] 7.19x 89% |██████████████████████ | (123430/137575, 125 it/s) [11m27s:1m53s] 7.19x 89% |██████████████████████ | (123491/137575, 125 it/s) [11m27s:1m52s] 7.18x 89% |██████████████████████ | (123550/137575, 124 it/s) [11m28s:1m52s] 7.18x 89% |██████████████████████ | (123613/137575, 125 it/s) [11m28s:1m51s] 7.18x 89% |██████████████████████ | (123671/137575, 124 it/s) [11m29s:1m52s] 7.18x 89% |██████████████████████ | (123737/137575, 124 it/s) [11m29s:1m51s] 7.18x 89% |██████████████████████ | (123798/137575, 124 it/s) [11m30s:1m51s] 7.18x 90% |██████████████████████ | (123861/137575, 124 it/s) [11m30s:1m50s] 7.17x 90% |██████████████████████ | (123918/137575, 123 it/s) [11m31s:1m51s] 7.17x 90% |██████████████████████ | (123984/137575, 123 it/s) [11m31s:1m50s] 7.17x 90% |██████████████████████ | (124047/137575, 122 it/s) [11m32s:1m50s] 7.17x 90% |██████████████████████ | (124105/137575, 122 it/s) [11m32s:1m50s] 7.17x 90% |██████████████████████ | (124167/137575, 122 it/s) [11m33s:1m49s] 7.17x 90% |██████████████████████ | (124224/137575, 121 it/s) [11m33s:1m49s] 7.16x 90% |██████████████████████ | (124300/137575, 125 it/s) [11m34s:1m46s] 7.16x 90% 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|██████████████████████ | (125197/137575, 129 it/s) [11m41s:1m36s] 7.14x 91% |██████████████████████ | (125261/137575, 129 it/s) [11m41s:1m35s] 7.14x 91% |██████████████████████ | (125324/137575, 129 it/s) [11m42s:1m34s] 7.14x 91% |██████████████████████ | (125385/137575, 128 it/s) [11m42s:1m35s] 7.14x 91% |██████████████████████ | (125450/137575, 129 it/s) [11m43s:1m34s] 7.14x 91% |██████████████████████ | (125516/137575, 129 it/s) [11m43s:1m33s] 7.14x 91% |██████████████████████ | (125576/137575, 128 it/s) [11m44s:1m33s] 7.13x 91% |██████████████████████ | (125642/137575, 129 it/s) [11m44s:1m32s] 7.13x 91% |██████████████████████ | (125707/137575, 129 it/s) [11m45s:1m31s] 7.13x 91% |██████████████████████ | (125768/137575, 128 it/s) [11m45s:1m32s] 7.13x 91% |██████████████████████ | (125835/137575, 128 it/s) [11m46s:1m31s] 7.13x 91% |██████████████████████ | (125901/137575, 128 it/s) [11m46s:1m31s] 7.13x 91% |██████████████████████ | (125980/137575, 131 it/s) [11m47s:1m28s] 7.13x 91% |██████████████████████ | (126114/137575, 145 it/s) [11m47s:1m19s] 7.13x 91% |██████████████████████ | (126254/137575, 160 it/s) [11m48s:1m10s] 7.13x 91% |███████████████████████ | (126397/137575, 176 it/s) [11m48s:1m3s] 7.14x 91% |████████████████████████ | (126536/137575, 191 it/s) [11m49s:57s] 7.14x 92% |████████████████████████ | (126677/137575, 206 it/s) [11m49s:52s] 7.14x 92% |████████████████████████ | (126816/137575, 222 it/s) [11m50s:48s] 7.14x 92% |████████████████████████ | (126957/137575, 237 it/s) [11m50s:44s] 7.15x 92% |████████████████████████ | (127100/137575, 253 it/s) [11m51s:41s] 7.15x 92% |████████████████████████ | (127238/137575, 267 it/s) [11m51s:38s] 7.15x 92% |████████████████████████ | (127378/137575, 280 it/s) [11m52s:36s] 7.16x 92% |████████████████████████ | (127521/137575, 281 it/s) [11m52s:35s] 7.16x 92% |████████████████████████ | (127662/137575, 281 it/s) [11m53s:35s] 7.16x 92% |████████████████████████ | (127806/137575, 282 it/s) [11m53s:34s] 7.16x 92% |████████████████████████ | (127943/137575, 282 it/s) [11m54s:34s] 7.17x 93% |█████████████████████████ | (128082/137575, 282 it/s) [11m54s:33s] 7.17x 93% |█████████████████████████ | (128204/137575, 278 it/s) [11m55s:33s] 7.17x 93% |█████████████████████████ | (128342/137575, 278 it/s) [11m55s:33s] 7.17x 93% |█████████████████████████ | (128486/137575, 278 it/s) [11m56s:32s] 7.18x 93% |█████████████████████████ | (128621/137575, 278 it/s) [11m56s:32s] 7.18x 93% |█████████████████████████ | (128760/137575, 277 it/s) [11m57s:31s] 7.18x 93% |█████████████████████████ | (128896/137575, 276 it/s) [11m57s:31s] 7.19x 93% |█████████████████████████ | (129036/137575, 276 it/s) [11m58s:30s] 7.19x 93% |█████████████████████████ | (129178/137575, 277 it/s) [11m58s:30s] 7.19x 93% |█████████████████████████ | (129272/137575, 267 it/s) [11m59s:31s] 7.19x 94% |█████████████████████████ | (129413/137575, 267 it/s) [11m59s:30s] 7.19x 94% |██████████████████████████ | (129553/137575, 267 it/s) [12m0s:30s] 7.2x 94% |███████████████████████████ | (129694/137575, 266 it/s) [12m0s:29s] 7.2x 94% |███████████████████████████ | (129841/137575, 268 it/s) [12m1s:28s] 7.2x 94% |███████████████████████████ | (129984/137575, 272 it/s) [12m1s:27s] 7.21x 94% |██████████████████████████ | (130124/137575, 272 it/s) [12m2s:27s] 7.21x 94% |██████████████████████████ | (130264/137575, 272 it/s) [12m2s:26s] 7.21x 94% |██████████████████████████ | (130407/137575, 273 it/s) [12m3s:26s] 7.21x 94% |██████████████████████████ | (130549/137575, 274 it/s) [12m3s:25s] 7.22x 94% |██████████████████████████ | (130692/137575, 275 it/s) [12m4s:25s] 7.22x 95% |██████████████████████████ | (130835/137575, 275 it/s) [12m4s:24s] 7.22x 95% |██████████████████████████ | (130975/137575, 284 it/s) [12m5s:23s] 7.23x 95% |██████████████████████████ | (131117/137575, 285 it/s) [12m5s:22s] 7.23x 95% |██████████████████████████ | (131257/137575, 284 it/s) [12m6s:22s] 7.23x 95% |██████████████████████████ | (131399/137575, 283 it/s) [12m6s:21s] 7.23x 95% |██████████████████████████ | (131543/137575, 284 it/s) [12m7s:21s] 7.24x 95% |██████████████████████████ | (131684/137575, 284 it/s) [12m7s:20s] 7.24x 95% |██████████████████████████ | (131824/137575, 283 it/s) [12m8s:20s] 7.24x 95% |██████████████████████████ | (131967/137575, 283 it/s) [12m8s:19s] 7.25x 96% |██████████████████████████ | (132107/137575, 283 it/s) [12m9s:19s] 7.25x 96% |██████████████████████████ | (132251/137575, 283 it/s) [12m9s:18s] 7.25x 96% |█████████████████████████ | (132392/137575, 283 it/s) [12m10s:18s] 7.25x 96% |█████████████████████████ | (132535/137575, 283 it/s) [12m10s:17s] 7.26x 96% |█████████████████████████ | (132678/137575, 284 it/s) [12m11s:17s] 7.26x 96% |█████████████████████████ | (132821/137575, 284 it/s) [12m11s:16s] 7.26x 96% |█████████████████████████ | (132959/137575, 284 it/s) [12m12s:16s] 7.26x 96% |█████████████████████████ | (133098/137575, 283 it/s) [12m12s:15s] 7.27x 96% |█████████████████████████ | (133238/137575, 283 it/s) [12m13s:15s] 7.27x 96% |█████████████████████████ | (133381/137575, 283 it/s) [12m13s:14s] 7.27x 97% |██████████████████████████ | (133524/137575, 283 it/s) [12m14s:14s] 7.28x 97% |██████████████████████████ | (133666/137575, 283 it/s) [12m14s:13s] 7.28x 97% |██████████████████████████ | (133805/137575, 283 it/s) [12m15s:13s] 7.28x 97% |██████████████████████████ | (133947/137575, 283 it/s) [12m15s:12s] 7.28x 97% |██████████████████████████ | (134084/137575, 282 it/s) [12m16s:12s] 7.29x 97% |██████████████████████████ | (134223/137575, 281 it/s) [12m16s:11s] 7.29x 97% |██████████████████████████ | (134363/137575, 281 it/s) [12m17s:11s] 7.29x 97% |██████████████████████████ | (134503/137575, 280 it/s) [12m17s:10s] 7.29x 97% |██████████████████████████ | (134641/137575, 280 it/s) [12m18s:10s] 7.3x 97% |███████████████████████████ | (134779/137575, 280 it/s) [12m18s:10s] 7.3x 98% |████████████████████████████ | (134915/137575, 278 it/s) [12m19s:9s] 7.3x 98% |████████████████████████████ | (135055/137575, 278 it/s) [12m19s:9s] 7.3x 98% |████████████████████████████ | (135196/137575, 278 it/s) [12m20s:8s] 7.31x 98% |███████████████████████████ | (135334/137575, 277 it/s) [12m20s:8s] 7.31x 98% |███████████████████████████ | (135474/137575, 277 it/s) [12m21s:7s] 7.31x 98% |███████████████████████████ | (135613/137575, 278 it/s) [12m21s:7s] 7.31x 98% |███████████████████████████ | (135751/137575, 278 it/s) [12m22s:6s] 7.32x 98% |███████████████████████████ | (135891/137575, 278 it/s) [12m22s:6s] 7.32x 98% |███████████████████████████ | (136027/137575, 278 it/s) [12m23s:5s] 7.32x 98% |███████████████████████████ | (136166/137575, 277 it/s) [12m23s:5s] 7.32x 99% |███████████████████████████ | (136304/137575, 277 it/s) [12m24s:4s] 7.33x 99% |███████████████████████████ | (136442/137575, 277 it/s) [12m24s:4s] 7.33x 99% |███████████████████████████ | (136582/137575, 278 it/s) [12m25s:3s] 7.33x 99% |███████████████████████████ | (136719/137575, 277 it/s) [12m25s:3s] 7.33x 99% |███████████████████████████ | (136858/137575, 277 it/s) [12m26s:2s] 7.34x 99% |███████████████████████████ | (136996/137575, 277 it/s) [12m26s:2s] 7.34x 99% |███████████████████████████ | (137132/137575, 277 it/s) [12m27s:1s] 7.34x 99% |███████████████████████████ | (137266/137575, 276 it/s) [12m27s:1s] 7.34x 99% |███████████████████████████ | (137396/137575, 274 it/s) [12m28s:0s] 7.35x 99% |███████████████████████████ | (137524/137575, 272 it/s) [12m28s:0s] 7.35x 100% |████████████████████████████| (137575/137575, 184 it/s) 7.35x 100% |████████████████████████████| (137575/137575, 184 it/s)2026-10-06 22:23:18 [INFO] Prepared camera 1 in 12m29.399418498s 2026-10-06 22:23:18 [INFO] Preparing camera 2 1% | | [0s:0s] 2% |█ | [0s:0s] 3% |█ | [0s:0s] 4% |██ | [0s:0s] 5% |███ | [0s:0s] 6% |███ | [0s:0s] 7% |████ | [0s:0s] 8% |████ | [0s:0s] 9% |█████ | [0s:0s] 10% |██████ | [0s:0s] 11% |██████ | [0s:0s] 12% |███████ | [0s:0s] 13% |████████ | [0s:0s] 14% |████████ | [0s:0s] 15% |█████████ | [0s:0s] 16% |█████████ | [0s:0s] 17% |██████████ | [0s:0s] 18% |███████████ | [0s:0s] 19% |███████████ | [0s:0s] 20% |████████████ | [0s:0s] 21% |█████████████ | [0s:0s] 22% |█████████████ | [0s:0s] 23% |██████████████ | [0s:0s] 24% |██████████████ | [0s:0s] 25% |███████████████ | [0s:0s] 26% |████████████████ | [0s:0s] 27% |████████████████ | [0s:0s] 28% |█████████████████ | [0s:0s] 29% |█████████████████ | [0s:0s] 30% |██████████████████ | [0s:0s] 31% |███████████████████ | [0s:0s] 32% |███████████████████ | [0s:0s] 33% |████████████████████ | [0s:0s] 34% |█████████████████████ | [0s:0s] 35% |█████████████████████ | [0s:0s] 36% |██████████████████████ | [0s:0s] 37% |██████████████████████ | [0s:0s] 38% |███████████████████████ | [0s:0s] 39% |████████████████████████ | [0s:0s] 40% |████████████████████████ | [0s:0s] 41% |█████████████████████████ | [0s:0s] 42% |██████████████████████████ | [0s:0s] 43% |██████████████████████████ | [0s:0s] 44% |███████████████████████████ | [0s:0s] 45% |███████████████████████████ | [0s:0s] 46% |████████████████████████████ | [0s:0s] 47% |█████████████████████████████ | [0s:0s] 48% |█████████████████████████████ | [0s:0s] 49% |██████████████████████████████ | [0s:0s] 50% |███████████████████████████████ | [0s:0s] 51% |███████████████████████████████ | [0s:0s] 52% |████████████████████████████████ | [0s:0s] 53% |████████████████████████████████ | [0s:0s] 54% |█████████████████████████████████ | [0s:0s] 55% |██████████████████████████████████ | [0s:0s] 56% |██████████████████████████████████ | [0s:0s] 57% |███████████████████████████████████ | [0s:0s] 58% |███████████████████████████████████ | [0s:0s] 59% |████████████████████████████████████ | [0s:0s] 60% |█████████████████████████████████████ | [0s:0s] 61% |█████████████████████████████████████ | [0s:0s] 62% |██████████████████████████████████████ | [0s:0s] 63% |███████████████████████████████████████ | [0s:0s] 64% |███████████████████████████████████████ | [0s:0s] 65% |████████████████████████████████████████ | [0s:0s] 66% |████████████████████████████████████████ | [0s:0s] 67% |█████████████████████████████████████████ | [0s:0s] 68% |██████████████████████████████████████████ | [0s:0s] 69% |██████████████████████████████████████████ | [0s:0s] 70% |███████████████████████████████████████████ | [0s:0s] 71% |████████████████████████████████████████████ | [0s:0s] 72% |████████████████████████████████████████████ | [0s:0s] 73% |█████████████████████████████████████████████ | [0s:0s] 74% |█████████████████████████████████████████████ | [0s:0s] 75% |██████████████████████████████████████████████ | [0s:0s] 76% |███████████████████████████████████████████████ | [0s:0s] 77% |███████████████████████████████████████████████ | [0s:0s] 78% |████████████████████████████████████████████████ | [0s:0s] 79% |████████████████████████████████████████████████ | [0s:0s] 80% |█████████████████████████████████████████████████ | [0s:0s] 81% |██████████████████████████████████████████████████ | [0s:0s] 82% |██████████████████████████████████████████████████ | [0s:0s] 83% |███████████████████████████████████████████████████ | [0s:0s] 84% |████████████████████████████████████████████████████ | [0s:0s] 85% |████████████████████████████████████████████████████ | [0s:0s] 86% |█████████████████████████████████████████████████████ | [0s:0s] 87% |█████████████████████████████████████████████████████ | [0s:0s] 88% |██████████████████████████████████████████████████████ | [0s:0s] 89% |███████████████████████████████████████████████████████ | [0s:0s] 90% |███████████████████████████████████████████████████████ | [0s:0s] 91% |████████████████████████████████████████████████████████ | [0s:0s] 92% |█████████████████████████████████████████████████████████ | [0s:0s] 93% |█████████████████████████████████████████████████████████ | [0s:0s] 94% |██████████████████████████████████████████████████████████ | [0s:0s] 95% |██████████████████████████████████████████████████████████ | [0s:0s] 96% |███████████████████████████████████████████████████████████ | [0s:0s] 97% |████████████████████████████████████████████████████████████ | [0s:0s] 98% |████████████████████████████████████████████████████████████ | [0s:0s] 99% |█████████████████████████████████████████████████████████████ | [0s:0s] 100% |██████████████████████████████████████████████████████████████| 0% | | (0/137575, 0 it/hr) [0s:0s] 0% | | (54/137575, 61 it/s) [0s:37m19s] 4.23x 0% | | (179/137575, 357 it/s) [1s:6m24s] 7.11x 0% | | (306/137575, 357 it/s) [1s:6m24s] 8.13x 0% | | (438/137575, 308 it/s) [2s:7m24s] 8.73x 0% | | (570/137575, 293 it/s) [2s:7m46s] 9.1x 0% | | (697/137575, 283 it/s) [3s:8m3s] 9.26x 0% | | (820/137575, 276 it/s) [3s:8m15s] 9.35x 0% | | (942/137575, 270 it/s) [4s:8m25s] 9.4x 0% | | (1070/137575, 268 it/s) [4s:8m28s] 9.49x 0% | | (1200/137575, 267 it/s) [5s:8m30s] 9.58x 0% | | (1333/137575, 267 it/s) [5s:8m30s] 9.68x 1% | | (1465/137575, 267 it/s) [6s:8m29s] 9.75x 1% | | (1593/137575, 266 it/s) [6s:8m30s] 9.79x 1% | | (1728/137575, 266 it/s) [7s:8m30s] 9.86x 1% | | (1866/137575, 258 it/s) [7s:8m46s] 9.94x 1% | | (2005/137575, 260 it/s) [8s:8m41s] 10x 1% | | (2142/137575, 260 it/s) [8s:8m41s] 10.1x 1% | | (2281/137575, 261 it/s) [9s:8m38s] 10.1x 1% | | (2424/137575, 261 it/s) [9s:8m37s] 10.2x 1% | | (2565/137575, 264 it/s) [10s:8m31s] 10.2x 1% | | (2708/137575, 268 it/s) [10s:8m23s] 10.3x 2% | | (2850/137575, 272 it/s) [11s:8m15s] 10.4x 2% | | (2989/137575, 274 it/s) [11s:8m10s] 10.4x 2% | | (3131/137575, 277 it/s) [12s:8m5s] 10.4x 2% | | (3271/137575, 278 it/s) [12s:8m2s] 10.5x 2% | | (3409/137575, 278 it/s) [13s:8m2s] 10.5x 2% | | (3548/137575, 280 it/s) [13s:7m59s] 10.5x 2% | | (3688/137575, 280 it/s) [14s:7m58s] 10.5x 2% | | (3829/137575, 281 it/s) [14s:7m56s] 10.6x 2% | | (3970/137575, 281 it/s) [15s:7m55s] 10.6x 2% | | (4101/137575, 280 it/s) [15s:7m57s] 10.6x 3% | | (4238/137575, 279 it/s) [16s:7m58s] 10.6x 3% | | (4375/137575, 277 it/s) [16s:8m0s] 10.6x 3% | | (4515/137575, 277 it/s) [17s:8m0s] 10.6x 3% | | (4656/137575, 277 it/s) [17s:7m59s] 10.6x 3% | | (4794/137575, 277 it/s) [18s:7m58s] 10.6x 3% | | (4940/137575, 277 it/s) [18s:7m58s] 10.7x 3% | | (5079/137575, 277 it/s) [19s:7m57s] 10.7x 3% | | (5223/137575, 278 it/s) [19s:7m56s] 10.7x 3% | | (5363/137575, 278 it/s) [20s:7m55s] 10.7x 4% |█ | (5504/137575, 278 it/s) [20s:7m54s] 10.7x 4% |█ | (5647/137575, 279 it/s) [21s:7m53s] 10.7x 4% |█ | (5790/137575, 279 it/s) [21s:7m53s] 10.8x 4% |█ | (5935/137575, 281 it/s) [22s:7m48s] 10.8x 4% |█ | (6074/137575, 282 it/s) [22s:7m47s] 10.8x 4% |█ | (6213/137575, 282 it/s) [23s:7m45s] 10.8x 4% |█ | (6359/137575, 283 it/s) [23s:7m43s] 10.8x 4% |█ | (6499/137575, 283 it/s) [24s:7m43s] 10.8x 4% |█ | (6639/137575, 283 it/s) [24s:7m42s] 10.8x 4% |█ | (6777/137575, 282 it/s) [25s:7m43s] 10.8x 5% |█ | (6912/137575, 282 it/s) [25s:7m43s] 10.8x 5% |█ | (7048/137575, 281 it/s) [26s:7m44s] 10.8x 5% |█ | (7184/137575, 280 it/s) [26s:7m45s] 10.8x 5% |█ | (7303/137575, 280 it/s) [27s:7m45s] 10.8x 5% |█ | (7442/137575, 278 it/s) [27s:7m48s] 10.8x 5% |█ | (7582/137575, 277 it/s) [28s:7m49s] 10.8x 5% |█ | (7696/137575, 271 it/s) [28s:7m59s] 10.8x 5% |█ | (7776/137575, 259 it/s) [29s:8m20s] 10.7x 5% |█ | (7883/137575, 253 it/s) [29s:8m32s] 10.7x 5% |█ | (8004/137575, 248 it/s) [30s:8m42s] 10.7x 5% |█ | (8140/137575, 247 it/s) [30s:8m43s] 10.7x 6% |█ | (8277/137575, 247 it/s) [31s:8m43s] 10.7x 6% |█ | (8416/137575, 248 it/s) [31s:8m41s] 10.7x 6% |█ | (8555/137575, 248 it/s) [32s:8m40s] 10.7x 6% |█ | (8659/137575, 245 it/s) [32s:8m46s] 10.6x 6% |█ | (8777/137575, 243 it/s) [33s:8m50s] 10.6x 6% |█ | (8914/137575, 242 it/s) [33s:8m51s] 10.6x 6% |█ | (9030/137575, 242 it/s) [34s:8m50s] 10.6x 6% |█ | (9167/137575, 254 it/s) [34s:8m26s] 10.6x 6% |█ | (9306/137575, 260 it/s) [35s:8m13s] 10.6x 6% |█ | (9440/137575, 263 it/s) [35s:8m7s] 10.6x 6% |█ | (9575/137575, 263 it/s) [36s:8m7s] 10.6x 7% |██ | (9713/137575, 263 it/s) [36s:8m6s] 10.6x 7% |██ | (9849/137575, 262 it/s) [37s:8m7s] 10.6x 7% |██ | (9983/137575, 262 it/s) [37s:8m6s] 10.6x 7% |██ | (10118/137575, 265 it/s) [38s:8m1s] 10.6x 7% |██ | (10250/137575, 267 it/s) [38s:7m56s] 10.6x 7% |██ | (10384/137575, 267 it/s) [39s:7m55s] 10.6x 7% |██ | (10501/137575, 265 it/s) [39s:7m59s] 10.6x 7% |██ | (10615/137575, 265 it/s) [40s:7m59s] 10.6x 7% |██ | (10752/137575, 265 it/s) [40s:7m58s] 10.6x 7% |██ | (10888/137575, 265 it/s) [41s:7m58s] 10.6x 8% |██ | (11025/137575, 264 it/s) [41s:7m58s] 10.6x 8% |██ | (11163/137575, 265 it/s) [42s:7m56s] 10.6x 8% |██ | (11302/137575, 266 it/s) [42s:7m54s] 10.6x 8% |██ | (11442/137575, 266 it/s) [43s:7m54s] 10.6x 8% |██ | (11577/137575, 266 it/s) [43s:7m54s] 10.6x 8% |██ | (11716/137575, 266 it/s) [44s:7m53s] 10.6x 8% |██ | (11853/137575, 266 it/s) [44s:7m52s] 10.6x 8% |██ | (11989/137575, 267 it/s) [45s:7m51s] 10.7x 8% |██ | (12125/137575, 267 it/s) [45s:7m49s] 10.7x 8% |██ | (12263/137575, 270 it/s) [46s:7m44s] 10.7x 9% |██ | (12398/137575, 270 it/s) [46s:7m43s] 10.7x 9% |██ | (12535/137575, 274 it/s) [47s:7m35s] 10.7x 9% |██ | (12674/137575, 275 it/s) [47s:7m34s] 10.7x 9% |██ | (12813/137575, 275 it/s) [48s:7m33s] 10.7x 9% |██ | (12945/137575, 275 it/s) [48s:7m33s] 10.7x 9% |██ | (13081/137575, 274 it/s) [49s:7m33s] 10.7x 9% |██ | (13221/137575, 275 it/s) [49s:7m32s] 10.7x 9% |██ | (13358/137575, 274 it/s) [50s:7m32s] 10.7x 9% |██ | (13495/137575, 274 it/s) [50s:7m32s] 10.7x 9% |██ | (13631/137575, 274 it/s) [51s:7m32s] 10.7x 10% |██ | (13766/137575, 274 it/s) [51s:7m31s] 10.7x 10% |██ | (13902/137575, 274 it/s) [52s:7m31s] 10.7x 10% |██ | (14039/137575, 274 it/s) [52s:7m31s] 10.7x 10% |██ | (14172/137575, 273 it/s) [53s:7m31s] 10.7x 10% |██ | (14309/137575, 273 it/s) [53s:7m31s] 10.7x 10% |██ | (14443/137575, 272 it/s) [54s:7m33s] 10.7x 10% |██ | (14578/137575, 272 it/s) [54s:7m32s] 10.7x 10% |██ | (14714/137575, 271 it/s) [55s:7m33s] 10.7x 10% |██ | (14847/137575, 270 it/s) [55s:7m33s] 10.7x 10% |██ | (14983/137575, 270 it/s) [56s:7m33s] 10.7x 10% |██ | (15119/137575, 270 it/s) [56s:7m33s] 10.7x 11% |███ | (15253/137575, 270 it/s) [57s:7m32s] 10.7x 11% |███ | (15388/137575, 270 it/s) [57s:7m32s] 10.7x 11% |███ | (15522/137575, 270 it/s) [58s:7m32s] 10.7x 11% |███ | (15658/137575, 270 it/s) [58s:7m31s] 10.7x 11% |███ | (15790/137575, 270 it/s) [59s:7m31s] 10.7x 11% |███ | (15921/137575, 269 it/s) [59s:7m32s] 10.7x 11% |███ | (16059/137575, 270 it/s) [1m0s:7m30s] 10.7x 11% |███ | (16194/137575, 269 it/s) [1m0s:7m30s] 10.7x 11% |███ | (16328/137575, 269 it/s) [1m1s:7m30s] 10.7x 11% |███ | (16461/137575, 269 it/s) [1m1s:7m29s] 10.7x 12% |███ | (16598/137575, 270 it/s) [1m2s:7m28s] 10.7x 12% |███ | (16737/137575, 270 it/s) [1m2s:7m28s] 10.7x 12% |███ | (16872/137575, 270 it/s) [1m3s:7m27s] 10.7x 12% |███ | (17009/137575, 271 it/s) [1m3s:7m25s] 10.7x 12% |███ | (17142/137575, 270 it/s) [1m4s:7m25s] 10.7x 12% |███ | (17277/137575, 270 it/s) [1m4s:7m25s] 10.7x 12% |███ | (17413/137575, 271 it/s) [1m5s:7m24s] 10.7x 12% |███ | (17552/137575, 272 it/s) [1m5s:7m21s] 10.7x 12% |███ | (17685/137575, 271 it/s) [1m6s:7m22s] 10.7x 12% |███ | (17821/137575, 271 it/s) [1m6s:7m21s] 10.7x 13% |███ | (17954/137575, 271 it/s) [1m7s:7m21s] 10.7x 13% |███ | (18090/137575, 271 it/s) [1m7s:7m20s] 10.7x 13% |███ | (18226/137575, 271 it/s) [1m8s:7m20s] 10.7x 13% |███ | (18361/137575, 271 it/s) [1m8s:7m20s] 10.7x 13% |███ | (18495/137575, 270 it/s) [1m9s:7m20s] 10.7x 13% |███ | (18629/137575, 270 it/s) [1m9s:7m19s] 10.7x 13% |███ | (18764/137575, 270 it/s) [1m10s:7m19s] 10.7x 13% |███ | (18902/137575, 271 it/s) [1m10s:7m18s] 10.7x 13% |███ | (19017/137575, 266 it/s) [1m11s:7m25s] 10.7x 13% |███ | (19081/137575, 266 it/s) [1m11s:7m24s] 10.7x 13% |███ | (19151/137575, 252 it/s) [1m12s:7m49s] 10.6x 13% |███ | (19213/137575, 238 it/s) [1m12s:8m17s] 10.6x 14% |███ | (19271/137575, 222 it/s) [1m13s:8m52s] 10.6x 14% |███ | (19329/137575, 207 it/s) [1m13s:9m31s] 10.5x 14% |███ | (19390/137575, 192 it/s) [1m14s:10m16s] 10.5x 14% |███ | (19448/137575, 176 it/s) [1m14s:11m9s] 10.4x 14% |███ | (19509/137575, 162 it/s) [1m15s:12m9s] 10.4x 14% |███ | (19573/137575, 148 it/s) [1m15s:13m19s] 10.4x 14% |███ | (19630/137575, 148 it/s) [1m16s:13m18s] 10.3x 14% |███ | (19690/137575, 132 it/s) [1m16s:14m52s] 10.3x 14% |███ | (19756/137575, 122 it/s) [1m17s:16m2s] 10.3x 14% |███ | (19812/137575, 120 it/s) [1m17s:16m20s] 10.2x 14% |███ | (19877/137575, 121 it/s) [1m18s:16m14s] 10.2x 14% |███ | (19935/137575, 121 it/s) [1m18s:16m14s] 10.2x 14% |███ | (19996/137575, 121 it/s) [1m19s:16m14s] 10.1x 14% |███ | (20056/137575, 121 it/s) [1m19s:16m9s] 10.1x 14% |███ | (20118/137575, 121 it/s) [1m20s:16m6s] 10.1x 14% |███ | (20176/137575, 122 it/s) [1m20s:16m5s] 10x 14% |███ | (20233/137575, 121 it/s) [1m21s:16m11s] 9.98x 14% |███ | (20297/137575, 121 it/s) [1m21s:16m10s] 9.95x 14% |███ | (20351/137575, 120 it/s) [1m22s:16m17s] 9.92x 14% |███ | (20411/137575, 119 it/s) [1m22s:16m27s] 9.89x 14% |███ | (20474/137575, 120 it/s) [1m23s:16m15s] 9.86x 14% |███ | (20536/137575, 119 it/s) [1m23s:16m19s] 9.83x 14% |███ | (20601/137575, 119 it/s) [1m24s:16m19s] 9.8x 15% |████ | (20667/137575, 121 it/s) [1m24s:16m5s] 9.78x 15% |████ | (20731/137575, 122 it/s) [1m25s:16m0s] 9.75x 15% |████ | (20792/137575, 121 it/s) [1m25s:16m1s] 9.72x 15% |████ | (20858/137575, 121 it/s) [1m26s:16m1s] 9.69x 15% |███ | (20918/137575, 122 it/s) [1m26s:15m52s] 9.66x 15% |███ | (20981/137575, 122 it/s) [1m27s:15m52s] 9.64x 15% |███ | (21045/137575, 124 it/s) [1m27s:15m41s] 9.61x 15% |███ | (21103/137575, 122 it/s) [1m28s:15m50s] 9.58x 15% |███ | (21166/137575, 122 it/s) [1m28s:15m50s] 9.56x 15% |███ | (21217/137575, 123 it/s) [1m29s:15m44s] 9.53x 15% |███ | (21279/137575, 124 it/s) [1m29s:15m41s] 9.5x 15% |████ | (21341/137575, 124 it/s) [1m30s:15m40s] 9.48x 15% |███ | (21402/137575, 123 it/s) [1m30s:15m43s] 9.45x 15% |███ | (21460/137575, 123 it/s) [1m31s:15m42s] 9.42x 15% |███ | (21525/137575, 123 it/s) [1m31s:15m42s] 9.4x 15% |████ | (21583/137575, 122 it/s) [1m32s:15m53s] 9.38x 15% |███ | (21644/137575, 121 it/s) [1m32s:15m56s] 9.35x 15% |████ | (21701/137575, 120 it/s) [1m33s:16m2s] 9.33x 15% |███ | (21766/137575, 121 it/s) [1m33s:15m58s] 9.3x 15% |████ | (21822/137575, 119 it/s) [1m34s:16m10s] 9.28x 15% |████ | (21883/137575, 120 it/s) [1m34s:16m4s] 9.25x 15% |████ | (21942/137575, 120 it/s) [1m35s:16m2s] 9.23x 15% |████ | (22005/137575, 120 it/s) [1m35s:16m1s] 9.21x 16% |████ | (22070/137575, 121 it/s) [1m36s:15m57s] 9.19x 16% |████ | (22131/137575, 121 it/s) [1m36s:15m57s] 9.16x 16% |████ | (22190/137575, 120 it/s) [1m37s:16m1s] 9.14x 16% |████ | (22247/137575, 120 it/s) [1m37s:16m1s] 9.12x 16% |████ | (22307/137575, 120 it/s) [1m38s:16m0s] 9.1x 16% |████ | (22365/137575, 120 it/s) [1m38s:15m59s] 9.07x 16% |████ | (22425/137575, 120 it/s) [1m39s:16m2s] 9.05x 16% |████ | (22491/137575, 121 it/s) [1m39s:15m48s] 9.03x 16% |████ | (22551/137575, 121 it/s) [1m40s:15m48s] 9.01x 16% |████ | (22613/137575, 121 it/s) [1m40s:15m53s] 8.99x 16% |████ | (22669/137575, 121 it/s) [1m41s:15m53s] 8.97x 16% |████ | (22733/137575, 121 it/s) [1m41s:15m46s] 8.95x 16% |████ | (22794/137575, 121 it/s) [1m42s:15m45s] 8.93x 16% |████ | (22854/137575, 122 it/s) [1m42s:15m42s] 8.91x 16% |████ | (22917/137575, 121 it/s) [1m43s:15m44s] 8.89x 16% |████ | (22981/137575, 122 it/s) [1m43s:15m39s] 8.87x 16% |████ | (23042/137575, 122 it/s) [1m44s:15m36s] 8.85x 16% |████ | (23110/137575, 122 it/s) [1m44s:15m35s] 8.84x 16% |████ | (23170/137575, 124 it/s) [1m45s:15m26s] 8.82x 16% |████ | (23230/137575, 124 it/s) [1m45s:15m24s] 8.8x 16% |████ | (23293/137575, 123 it/s) [1m46s:15m28s] 8.78x 16% |████ | (23356/137575, 123 it/s) [1m46s:15m27s] 8.76x 17% |████ | (23413/137575, 123 it/s) [1m47s:15m28s] 8.74x 17% |████ | (23475/137575, 123 it/s) [1m47s:15m25s] 8.73x 17% |████ | (23535/137575, 123 it/s) [1m48s:15m24s] 8.71x 17% |████ | (23592/137575, 123 it/s) [1m48s:15m28s] 8.69x 17% |████ | (23652/137575, 123 it/s) [1m49s:15m28s] 8.67x 17% |████ | (23713/137575, 122 it/s) [1m49s:15m30s] 8.65x 17% |████ | (23769/137575, 121 it/s) [1m50s:15m41s] 8.63x 17% |████ | (23827/137575, 120 it/s) [1m50s:15m46s] 8.62x 17% |████ | (23888/137575, 120 it/s) [1m51s:15m50s] 8.6x 17% |████ | (23948/137575, 120 it/s) [1m51s:15m50s] 8.58x 17% |████ | (24011/137575, 120 it/s) [1m52s:15m46s] 8.57x 17% |████ | (24068/137575, 119 it/s) [1m52s:15m55s] 8.55x 17% |████ | (24127/137575, 119 it/s) [1m53s:15m56s] 8.53x 17% |████ | (24185/137575, 118 it/s) [1m54s:16m4s] 8.51x 17% |████ | (24245/137575, 118 it/s) [1m54s:16m3s] 8.5x 17% |████ | (24310/137575, 118 it/s) [1m55s:15m56s] 8.48x 17% |████ | (24366/137575, 118 it/s) [1m55s:15m55s] 8.47x 17% |████ | (24428/137575, 118 it/s) [1m56s:15m56s] 8.45x 17% |████ | (24484/137575, 117 it/s) [1m56s:16m4s] 8.43x 17% |████ | (24544/137575, 118 it/s) [1m57s:15m57s] 8.42x 17% |████ | (24602/137575, 118 it/s) [1m57s:15m56s] 8.4x 17% |████ | (24660/137575, 117 it/s) [1m58s:16m1s] 8.39x 17% |████ | (24721/137575, 117 it/s) [1m58s:16m1s] 8.37x 18% |████ | (24781/137575, 117 it/s) [1m59s:16m2s] 8.36x 18% |████ | (24840/137575, 118 it/s) [1m59s:15m58s] 8.34x 18% |█████ | (24897/137575, 117 it/s) [2m0s:16m1s] 8.32x 18% |████ | (24959/137575, 118 it/s) [2m0s:15m53s] 8.31x 18% |█████ | (25015/137575, 117 it/s) [2m1s:16m3s] 8.29x 18% |████ | (25079/137575, 118 it/s) [2m1s:15m54s] 8.28x 18% |████ | (25143/137575, 119 it/s) [2m2s:15m41s] 8.27x 18% |████ | (25197/137575, 119 it/s) [2m2s:15m41s] 8.25x 18% |████ | (25255/137575, 119 it/s) [2m3s:15m47s] 8.24x 18% |████ | (25318/137575, 120 it/s) [2m3s:15m38s] 8.22x 18% |████ | (25378/137575, 120 it/s) [2m4s:15m34s] 8.21x 18% |████ | (25443/137575, 120 it/s) [2m4s:15m33s] 8.2x 18% |█████ | (25498/137575, 120 it/s) [2m5s:15m33s] 8.18x 18% |████ | (25558/137575, 120 it/s) [2m5s:15m31s] 8.17x 18% |████ | (25618/137575, 121 it/s) [2m6s:15m26s] 8.16x 18% |████ | (25680/137575, 121 it/s) [2m6s:15m26s] 8.14x 18% |████ | (25739/137575, 121 it/s) [2m7s:15m21s] 8.13x 18% |████ | (25798/137575, 120 it/s) [2m7s:15m28s] 8.12x 18% |████ | (25858/137575, 120 it/s) [2m8s:15m28s] 8.1x 18% |█████ | (25917/137575, 120 it/s) [2m8s:15m34s] 8.09x 18% |████ | (25983/137575, 121 it/s) [2m9s:15m18s] 8.08x 18% |████ | (26044/137575, 121 it/s) [2m9s:15m18s] 8.07x 18% |████ | (26106/137575, 121 it/s) [2m10s:15m19s] 8.05x 19% |████ | (26166/137575, 121 it/s) [2m10s:15m19s] 8.04x 19% |████ | (26223/137575, 121 it/s) [2m11s:15m23s] 8.03x 19% |████ | (26287/137575, 121 it/s) [2m11s:15m16s] 8.02x 19% |█████ | (26352/137575, 122 it/s) [2m12s:15m9s] 8.01x 19% |█████ | (26416/137575, 123 it/s) [2m12s:15m5s] 8x 19% |█████ | (26475/137575, 123 it/s) [2m13s:15m5s] 7.98x 19% |████ | (26541/137575, 124 it/s) [2m13s:14m54s] 7.97x 19% |████ | (26600/137575, 124 it/s) [2m14s:14m55s] 7.96x 19% |█████ | (26659/137575, 123 it/s) [2m14s:15m4s] 7.95x 19% |█████ | (26721/137575, 123 it/s) [2m15s:15m3s] 7.94x 19% |█████ | (26779/137575, 122 it/s) [2m15s:15m6s] 7.93x 19% |█████ | (26839/137575, 122 it/s) [2m16s:15m6s] 7.91x 19% |████ | (26901/137575, 123 it/s) [2m16s:14m59s] 7.9x 19% |█████ | (26962/137575, 122 it/s) [2m17s:15m3s] 7.89x 19% |████ | (27018/137575, 121 it/s) [2m17s:15m15s] 7.88x 19% |████ | (27082/137575, 121 it/s) [2m18s:15m15s] 7.87x 19% |████ | (27141/137575, 121 it/s) [2m18s:15m14s] 7.86x 19% |████ | (27201/137575, 120 it/s) [2m19s:15m23s] 7.85x 19% |████ | (27260/137575, 120 it/s) [2m19s:15m22s] 7.84x 19% |████ | (27323/137575, 120 it/s) [2m20s:15m16s] 7.83x 19% |████ | (27380/137575, 120 it/s) [2m20s:15m16s] 7.81x 19% |████ | (27443/137575, 120 it/s) [2m21s:15m18s] 7.8x 19% |█████ | (27497/137575, 119 it/s) [2m21s:15m23s] 7.79x 20% |█████ | (27559/137575, 119 it/s) [2m22s:15m23s] 7.78x 20% |█████ | (27619/137575, 119 it/s) [2m22s:15m22s] 7.77x 20% |█████ | (27678/137575, 119 it/s) [2m23s:15m26s] 7.76x 20% |█████ | (27740/137575, 119 it/s) [2m23s:15m25s] 7.75x 20% |█████ | (27802/137575, 120 it/s) [2m24s:15m15s] 7.74x 20% |█████ | (27857/137575, 118 it/s) [2m24s:15m28s] 7.73x 20% |█████ | (27919/137575, 119 it/s) [2m25s:15m24s] 7.72x 20% |█████ | (27980/137575, 119 it/s) [2m25s:15m23s] 7.71x 20% |█████ | (28042/137575, 119 it/s) [2m26s:15m20s] 7.7x 20% |█████ | (28099/137575, 119 it/s) [2m26s:15m23s] 7.69x 20% |█████ | (28159/137575, 119 it/s) [2m27s:15m23s] 7.68x 20% |█████ | (28220/137575, 118 it/s) [2m27s:15m25s] 7.67x 20% |█████ | (28281/137575, 118 it/s) [2m28s:15m24s] 7.66x 20% |█████ | (28339/137575, 119 it/s) [2m28s:15m17s] 7.65x 20% |█████ | (28400/137575, 119 it/s) [2m29s:15m16s] 7.64x 20% |█████ | (28456/137575, 119 it/s) [2m29s:15m20s] 7.63x 20% |█████ | (28518/137575, 119 it/s) [2m30s:15m14s] 7.62x 20% |█████ | (28579/137575, 119 it/s) [2m30s:15m15s] 7.61x 20% |█████ | (28640/137575, 120 it/s) [2m31s:15m6s] 7.6x 20% |█████ | (28702/137575, 120 it/s) [2m31s:15m5s] 7.59x 20% |█████ | (28761/137575, 120 it/s) [2m32s:15m8s] 7.58x 20% |█████ | (28827/137575, 121 it/s) [2m32s:14m55s] 7.58x 20% |█████ | (28885/137575, 121 it/s) [2m33s:14m55s] 7.57x 21% |█████ | (28951/137575, 122 it/s) [2m33s:14m52s] 7.56x 21% |█████ | (29010/137575, 121 it/s) [2m34s:14m54s] 7.55x 21% |█████ | (29072/137575, 122 it/s) [2m34s:14m48s] 7.54x 21% |█████ | (29133/137575, 122 it/s) [2m35s:14m47s] 7.53x 21% |█████ | (29195/137575, 123 it/s) [2m35s:14m43s] 7.52x 21% |█████ | (29257/137575, 123 it/s) [2m36s:14m42s] 7.52x 21% |█████ | (29317/137575, 122 it/s) [2m36s:14m43s] 7.51x 21% |█████ | (29380/137575, 123 it/s) [2m37s:14m40s] 7.5x 21% |█████ | (29439/137575, 122 it/s) [2m37s:14m42s] 7.49x 21% |█████ | (29497/137575, 122 it/s) [2m38s:14m47s] 7.48x 21% |█████ | (29555/137575, 121 it/s) [2m38s:14m49s] 7.47x 21% |█████ | (29614/137575, 121 it/s) [2m39s:14m48s] 7.46x 21% |█████ | (29672/137575, 120 it/s) [2m39s:14m58s] 7.45x 21% |█████ | (29733/137575, 120 it/s) [2m40s:14m59s] 7.45x 21% |█████ | (29792/137575, 120 it/s) [2m40s:14m59s] 7.44x 21% |█████ | (29853/137575, 120 it/s) [2m41s:14m59s] 7.43x 21% |█████ | (29907/137575, 119 it/s) [2m41s:15m5s] 7.42x 21% |█████ | (29969/137575, 119 it/s) [2m42s:15m3s] 7.41x 21% |█████ | (30030/137575, 119 it/s) [2m42s:15m3s] 7.41x 21% |█████ | (30093/137575, 119 it/s) [2m43s:15m2s] 7.4x 21% |█████ | (30150/137575, 119 it/s) [2m43s:15m5s] 7.39x 21% |█████ | (30205/137575, 118 it/s) [2m44s:15m9s] 7.38x 21% |█████ | (30265/137575, 118 it/s) [2m44s:15m5s] 7.37x 22% |█████ | (30327/137575, 118 it/s) [2m45s:15m5s] 7.36x 22% |█████ | (30390/137575, 119 it/s) [2m45s:14m58s] 7.36x 22% |█████ | (30455/137575, 120 it/s) [2m46s:14m51s] 7.35x 22% |█████ | (30512/137575, 120 it/s) [2m46s:14m53s] 7.34x 22% |█████ | (30575/137575, 120 it/s) [2m47s:14m53s] 7.34x 22% |█████ | (30632/137575, 120 it/s) [2m47s:14m49s] 7.33x 22% |█████ | (30692/137575, 120 it/s) [2m48s:14m51s] 7.32x 22% |█████ | (30750/137575, 119 it/s) [2m48s:14m55s] 7.31x 22% |█████ | (30811/137575, 119 it/s) [2m49s:14m58s] 7.3x 22% |█████ | (30872/137575, 120 it/s) [2m49s:14m52s] 7.3x 22% |█████ | (30936/137575, 120 it/s) [2m50s:14m52s] 7.29x 22% |█████ | (30998/137575, 121 it/s) [2m50s:14m39s] 7.28x 22% |█████ | (31056/137575, 121 it/s) [2m51s:14m41s] 7.28x 22% |█████ | (31115/137575, 120 it/s) [2m51s:14m47s] 7.27x 22% |█████ | (31174/137575, 119 it/s) [2m52s:14m55s] 7.26x 22% |█████ | (31234/137575, 119 it/s) [2m52s:14m50s] 7.25x 22% |█████ | (31294/137575, 119 it/s) [2m53s:14m49s] 7.25x 22% |█████ | (31352/137575, 119 it/s) [2m53s:14m52s] 7.24x 22% |█████ | (31412/137575, 119 it/s) [2m54s:14m52s] 7.23x 22% |█████ | (31474/137575, 120 it/s) [2m54s:14m46s] 7.23x 22% |█████ | (31531/137575, 119 it/s) [2m55s:14m51s] 7.22x 22% |█████ | (31590/137575, 119 it/s) [2m55s:14m53s] 7.21x 23% |█████ | (31656/137575, 119 it/s) [2m56s:14m48s] 7.21x 23% |█████ | (31718/137575, 120 it/s) [2m56s:14m43s] 7.2x 23% |██████ | (31773/137575, 120 it/s) [2m57s:14m42s] 7.19x 23% |█████ | (31836/137575, 120 it/s) [2m57s:14m41s] 7.18x 23% |█████ | (31899/137575, 121 it/s) [2m58s:14m35s] 7.18x 23% |█████ | (31961/137575, 121 it/s) [2m58s:14m32s] 7.17x 23% |█████ | (32023/137575, 121 it/s) [2m59s:14m32s] 7.17x 23% |█████ | (32077/137575, 121 it/s) [2m59s:14m34s] 7.16x 23% |██████ | (32135/137575, 121 it/s) [3m0s:14m33s] 7.15x 23% |██████ | (32201/137575, 122 it/s) [3m0s:14m26s] 7.15x 23% |██████ | (32258/137575, 122 it/s) [3m1s:14m25s] 7.14x 23% |██████ | (32326/137575, 123 it/s) [3m1s:14m17s] 7.13x 23% |██████ | (32388/137575, 123 it/s) [3m2s:14m13s] 7.13x 23% |██████ | (32452/137575, 123 it/s) [3m2s:14m12s] 7.12x 23% |██████ | (32510/137575, 122 it/s) [3m3s:14m18s] 7.12x 23% |██████ | (32576/137575, 123 it/s) [3m3s:14m11s] 7.11x 23% |██████ | (32633/137575, 123 it/s) [3m4s:14m14s] 7.1x 23% |██████ | (32690/137575, 122 it/s) [3m4s:14m22s] 7.1x 23% |██████ | (32756/137575, 123 it/s) [3m5s:14m15s] 7.09x 23% |██████ | (32816/137575, 123 it/s) [3m5s:14m12s] 7.09x 23% |██████ | (32881/137575, 124 it/s) [3m6s:14m4s] 7.08x 23% |██████ | (32941/137575, 124 it/s) [3m6s:14m4s] 7.07x 23% |██████ | (33007/137575, 123 it/s) [3m7s:14m7s] 7.07x 24% |██████ | (33068/137575, 123 it/s) [3m7s:14m8s] 7.06x 24% |██████ | (33129/137575, 123 it/s) [3m8s:14m9s] 7.06x 24% |██████ | (33193/137575, 123 it/s) [3m8s:14m8s] 7.05x 24% |██████ | (33250/137575, 123 it/s) [3m9s:14m9s] 7.05x 24% |██████ | (33312/137575, 122 it/s) [3m9s:14m14s] 7.04x 24% |██████ | (33377/137575, 123 it/s) [3m10s:14m4s] 7.03x 24% |██████ | (33436/137575, 123 it/s) [3m10s:14m4s] 7.03x 24% |██████ | (33496/137575, 124 it/s) [3m11s:14m0s] 7.02x 24% |██████ | (33554/137575, 124 it/s) [3m11s:13m59s] 7.02x 24% |██████ | (33617/137575, 123 it/s) [3m12s:14m6s] 7.01x 24% |██████ | (33683/137575, 124 it/s) [3m12s:13m57s] 7.01x 24% |██████ | (33745/137575, 124 it/s) [3m13s:13m59s] 7x 24% |███████ | (33805/137575, 123 it/s) [3m13s:14m3s] 7x 24% |███████ | (33862/137575, 122 it/s) [3m14s:14m8s] 6.99x 24% |██████ | (33924/137575, 122 it/s) [3m14s:14m6s] 6.98x 24% |██████ | (33987/137575, 123 it/s) [3m15s:14m2s] 6.98x 24% |██████ | (34044/137575, 122 it/s) [3m15s:14m8s] 6.97x 24% |██████ | (34100/137575, 120 it/s) [3m16s:14m19s] 6.97x 24% |██████ | (34162/137575, 121 it/s) [3m16s:14m15s] 6.96x 24% |██████ | (34222/137575, 121 it/s) [3m17s:14m15s] 6.96x 24% |██████ | (34285/137575, 121 it/s) [3m17s:14m15s] 6.95x 24% |██████ | (34341/137575, 119 it/s) [3m18s:14m24s] 6.94x 25% |██████ | (34401/137575, 119 it/s) [3m18s:14m26s] 6.94x 25% |██████ | (34461/137575, 119 it/s) [3m19s:14m26s] 6.93x 25% |██████ | (34519/137575, 119 it/s) [3m19s:14m25s] 6.93x 25% |██████ | (34580/137575, 120 it/s) [3m20s:14m21s] 6.92x 25% |██████ | (34639/137575, 119 it/s) [3m20s:14m25s] 6.92x 25% |██████ | (34703/137575, 119 it/s) [3m21s:14m23s] 6.91x 25% |██████ | (34760/137575, 119 it/s) [3m21s:14m22s] 6.91x 25% |██████ | (34821/137575, 120 it/s) [3m22s:14m19s] 6.9x 25% |██████ | (34884/137575, 120 it/s) [3m22s:14m18s] 6.9x 25% |██████ | (34942/137575, 120 it/s) [3m23s:14m11s] 6.89x 25% |██████ | (35005/137575, 120 it/s) [3m23s:14m11s] 6.89x 25% |██████ | (35070/137575, 121 it/s) [3m24s:14m8s] 6.88x 25% |██████ | (35133/137575, 121 it/s) [3m24s:14m7s] 6.88x 25% |██████ | (35199/137575, 122 it/s) [3m25s:14m0s] 6.87x 25% |██████ | (35264/137575, 123 it/s) [3m25s:13m53s] 6.87x 25% |██████ | (35328/137575, 123 it/s) [3m26s:13m52s] 6.87x 25% |██████ | (35391/137575, 123 it/s) [3m26s:13m47s] 6.86x 25% |██████ | (35450/137575, 123 it/s) [3m27s:13m47s] 6.86x 25% |██████ | (35513/137575, 124 it/s) [3m27s:13m44s] 6.85x 25% |██████ | (35575/137575, 124 it/s) [3m28s:13m41s] 6.85x 25% |██████ | (35632/137575, 124 it/s) [3m28s:13m41s] 6.84x 25% |██████ | (35691/137575, 124 it/s) [3m29s:13m42s] 6.84x 25% |██████ | (35748/137575, 124 it/s) [3m29s:13m41s] 6.83x 26% |██████ | (35801/137575, 122 it/s) [3m30s:13m53s] 6.82x 26% |██████ | (35866/137575, 123 it/s) [3m30s:13m44s] 6.82x 26% |██████ | (35932/137575, 124 it/s) [3m31s:13m36s] 6.82x 26% |██████ | (35993/137575, 124 it/s) [3m31s:13m39s] 6.81x 26% |██████ | (36054/137575, 123 it/s) [3m32s:13m43s] 6.81x 26% |██████ | (36111/137575, 122 it/s) [3m32s:13m54s] 6.8x 26% |███████ | (36175/137575, 122 it/s) [3m33s:13m53s] 6.8x 26% |███████ | (36231/137575, 121 it/s) [3m33s:14m0s] 6.79x 26% |██████ | (36285/137575, 121 it/s) [3m34s:13m59s] 6.79x 26% |███████ | (36343/137575, 120 it/s) [3m34s:14m6s] 6.78x 26% |██████ | (36406/137575, 121 it/s) [3m35s:13m59s] 6.78x 26% |██████ | (36469/137575, 122 it/s) [3m35s:13m47s] 6.77x 26% |██████ | (36531/137575, 121 it/s) [3m36s:13m52s] 6.77x 26% |██████ | (36590/137575, 121 it/s) [3m36s:13m51s] 6.77x 26% |██████ | (36651/137575, 120 it/s) [3m37s:13m59s] 6.76x 26% |██████ | (36715/137575, 120 it/s) [3m37s:13m58s] 6.76x 26% |██████ | (36775/137575, 120 it/s) [3m38s:13m56s] 6.75x 26% |██████ | (36839/137575, 120 it/s) [3m38s:13m56s] 6.75x 26% |██████ | (36900/137575, 121 it/s) [3m39s:13m53s] 6.74x 26% |██████ | (36961/137575, 122 it/s) [3m39s:13m46s] 6.74x 26% |██████ | (37019/137575, 120 it/s) [3m40s:13m54s] 6.74x 26% |██████ | (37087/137575, 123 it/s) [3m40s:13m37s] 6.73x 27% |███████ | (37149/137575, 124 it/s) [3m41s:13m29s] 6.73x 27% |███████ | (37214/137575, 124 it/s) [3m41s:13m26s] 6.72x 27% |███████ | (37274/137575, 124 it/s) [3m42s:13m30s] 6.72x 27% |███████ | (37334/137575, 123 it/s) [3m42s:13m31s] 6.72x 27% |███████ | (37395/137575, 124 it/s) [3m43s:13m30s] 6.71x 27% |███████ | (37458/137575, 124 it/s) [3m43s:13m28s] 6.71x 27% |███████ | (37513/137575, 124 it/s) [3m44s:13m27s] 6.7x 27% |███████ | (37577/137575, 123 it/s) [3m44s:13m31s] 6.7x 27% |███████ | (37636/137575, 123 it/s) [3m45s:13m30s] 6.7x 27% |███████ | (37695/137575, 123 it/s) [3m45s:13m32s] 6.69x 27% |███████ | (37759/137575, 124 it/s) [3m46s:13m24s] 6.69x 27% |███████ | (37820/137575, 123 it/s) [3m46s:13m33s] 6.68x 27% |███████ | (37883/137575, 123 it/s) [3m47s:13m32s] 6.68x 27% |███████ | (37949/137575, 123 it/s) [3m47s:13m28s] 6.68x 27% |███████ | (38011/137575, 123 it/s) [3m48s:13m27s] 6.67x 27% |███████ | (38073/137575, 123 it/s) [3m48s:13m31s] 6.67x 27% |███████ | (38139/137575, 124 it/s) [3m49s:13m22s] 6.67x 27% |███████ | (38199/137575, 124 it/s) [3m49s:13m22s] 6.66x 27% |███████ | (38264/137575, 124 it/s) [3m50s:13m18s] 6.66x 27% |███████ | (38323/137575, 124 it/s) [3m50s:13m20s] 6.65x 27% |███████ | (38385/137575, 124 it/s) [3m51s:13m21s] 6.65x 27% |███████ | (38447/137575, 124 it/s) [3m51s:13m21s] 6.65x 27% |███████ | (38509/137575, 124 it/s) [3m52s:13m17s] 6.64x 28% |███████ | (38570/137575, 125 it/s) [3m52s:13m14s] 6.64x 28% |███████ | (38630/137575, 124 it/s) [3m53s:13m19s] 6.64x 28% |███████ | (38691/137575, 124 it/s) [3m53s:13m18s] 6.63x 28% |███████ | (38750/137575, 124 it/s) [3m54s:13m18s] 6.63x 28% |███████ | (38813/137575, 123 it/s) [3m54s:13m21s] 6.62x 28% |███████ | (38867/137575, 121 it/s) [3m55s:13m32s] 6.62x 28% |███████ | (38926/137575, 120 it/s) [3m55s:13m41s] 6.62x 28% |███████ | (38989/137575, 120 it/s) [3m56s:13m40s] 6.61x 28% |███████ | (39050/137575, 121 it/s) [3m56s:13m37s] 6.61x 28% |███████ | (39111/137575, 120 it/s) [3m57s:13m38s] 6.6x 28% |███████ | (39168/137575, 120 it/s) [3m57s:13m37s] 6.6x 28% |███████ | (39228/137575, 120 it/s) [3m58s:13m42s] 6.6x 28% |███████ | (39284/137575, 119 it/s) [3m58s:13m48s] 6.59x 28% |███████ | (39343/137575, 118 it/s) [3m59s:13m49s] 6.59x 28% |███████ | (39402/137575, 118 it/s) [3m59s:13m51s] 6.58x 28% |███████ | (39462/137575, 118 it/s) [4m0s:13m52s] 6.58x 28% |███████ | (39525/137575, 118 it/s) [4m0s:13m52s] 6.58x 28% |███████ | (39580/137575, 119 it/s) [4m1s:13m44s] 6.57x 28% |███████ | (39643/137575, 120 it/s) [4m1s:13m38s] 6.57x 28% |███████ | (39703/137575, 119 it/s) [4m2s:13m42s] 6.57x 28% |███████ | (39767/137575, 120 it/s) [4m2s:13m37s] 6.56x 28% |███████ | (39823/137575, 120 it/s) [4m3s:13m37s] 6.56x 28% |███████ | (39885/137575, 119 it/s) [4m3s:13m38s] 6.56x 29% |███████ | (39942/137575, 119 it/s) [4m4s:13m40s] 6.55x 29% |███████ | (39998/137575, 119 it/s) [4m4s:13m39s] 6.55x 29% |███████ | (40055/137575, 119 it/s) [4m5s:13m38s] 6.54x 29% |███████ | (40110/137575, 119 it/s) [4m5s:13m38s] 6.54x 29% |███████ | (40165/137575, 118 it/s) [4m6s:13m43s] 6.53x 29% |███████ | (40223/137575, 118 it/s) [4m6s:13m44s] 6.53x 29% |███████ | (40278/137575, 118 it/s) [4m7s:13m44s] 6.53x 29% |███████ | (40330/137575, 117 it/s) [4m7s:13m52s] 6.52x 29% |████████ | (40381/137575, 115 it/s) [4m8s:14m4s] 6.52x 29% |████████ | (40435/137575, 115 it/s) [4m8s:14m3s] 6.51x 29% |███████ | (40491/137575, 114 it/s) [4m9s:14m14s] 6.51x 29% |███████ | (40541/137575, 112 it/s) [4m9s:14m29s] 6.5x 29% |███████ | (40594/137575, 112 it/s) [4m10s:14m28s] 6.5x 29% |███████ | (40646/137575, 109 it/s) [4m10s:14m46s] 6.49x 29% |███████ | (40701/137575, 109 it/s) [4m11s:14m52s] 6.49x 29% |███████ | (40757/137575, 108 it/s) [4m11s:14m53s] 6.49x 29% |███████ | (40814/137575, 108 it/s) [4m12s:14m52s] 6.48x 29% |███████ | (40875/137575, 110 it/s) [4m12s:14m42s] 6.48x 29% |███████ | (40933/137575, 110 it/s) [4m13s:14m42s] 6.47x 29% |███████ | (40997/137575, 112 it/s) [4m13s:14m25s] 6.47x 29% |███████ | (41058/137575, 114 it/s) [4m14s:14m8s] 6.47x 29% |███████ | (41120/137575, 115 it/s) [4m14s:13m58s] 6.47x 29% |███████ | (41177/137575, 115 it/s) [4m15s:13m58s] 6.46x 29% |███████ | (41236/137575, 117 it/s) [4m15s:13m45s] 6.46x 30% |███████ | (41299/137575, 117 it/s) [4m16s:13m45s] 6.46x 30% |███████ | (41363/137575, 119 it/s) [4m16s:13m29s] 6.45x 30% |███████ | (41425/137575, 119 it/s) [4m17s:13m29s] 6.45x 30% |███████ | (41490/137575, 121 it/s) [4m17s:13m17s] 6.45x 30% |████████ | (41552/137575, 122 it/s) [4m18s:13m9s] 6.44x 30% |███████ | (41604/137575, 121 it/s) [4m18s:13m15s] 6.44x 30% |███████ | (41661/137575, 121 it/s) [4m19s:13m15s] 6.44x 30% |███████ | (41725/137575, 121 it/s) [4m19s:13m15s] 6.43x 30% |████████ | (41787/137575, 121 it/s) [4m20s:13m9s] 6.43x 30% |████████ | (41849/137575, 121 it/s) [4m20s:13m9s] 6.43x 30% |███████ | (41904/137575, 120 it/s) [4m21s:13m15s] 6.42x 30% |███████ | (41968/137575, 121 it/s) [4m21s:13m11s] 6.42x 30% |███████ | (42028/137575, 120 it/s) [4m22s:13m14s] 6.42x 30% |████████ | (42090/137575, 121 it/s) [4m22s:13m8s] 6.42x 30% |███████ | (42150/137575, 120 it/s) [4m23s:13m12s] 6.41x 30% |███████ | (42207/137575, 119 it/s) [4m23s:13m20s] 6.41x 30% |███████ | (42267/137575, 119 it/s) [4m24s:13m21s] 6.41x 30% |███████ | (42324/137575, 120 it/s) [4m24s:13m14s] 6.4x 30% |████████ | (42378/137575, 119 it/s) [4m25s:13m22s] 6.4x 30% |████████ | (42437/137575, 118 it/s) [4m25s:13m26s] 6.4x 30% |████████ | (42496/137575, 118 it/s) [4m26s:13m26s] 6.39x 30% |███████ | (42556/137575, 118 it/s) [4m26s:13m24s] 6.39x 30% |███████ | (42617/137575, 117 it/s) [4m27s:13m28s] 6.39x 31% |████████ | (42682/137575, 117 it/s) [4m27s:13m27s] 6.38x 31% |████████ | (42744/137575, 118 it/s) [4m28s:13m21s] 6.38x 31% |████████ | (42805/137575, 118 it/s) [4m28s:13m22s] 6.38x 31% |████████ | (42857/137575, 117 it/s) [4m29s:13m32s] 6.37x 31% |████████ | (42910/137575, 117 it/s) [4m29s:13m32s] 6.37x 31% |████████ | (42972/137575, 117 it/s) [4m30s:13m31s] 6.37x 31% |████████ | (43029/137575, 117 it/s) [4m30s:13m30s] 6.36x 31% |████████ | (43093/137575, 117 it/s) [4m31s:13m29s] 6.36x 31% |████████ | (43152/137575, 117 it/s) [4m31s:13m25s] 6.36x 31% |████████ | (43215/137575, 119 it/s) [4m32s:13m13s] 6.36x 31% |████████ | (43277/137575, 119 it/s) [4m32s:13m13s] 6.35x 31% |████████ | (43336/137575, 119 it/s) [4m33s:13m9s] 6.35x 31% |████████ | (43397/137575, 120 it/s) [4m33s:13m7s] 6.35x 31% |████████ | (43458/137575, 120 it/s) [4m34s:13m6s] 6.35x 31% |████████ | (43521/137575, 119 it/s) [4m34s:13m7s] 6.34x 31% |████████ | (43583/137575, 120 it/s) [4m35s:13m5s] 6.34x 31% |████████ | (43647/137575, 122 it/s) [4m35s:12m50s] 6.34x 31% |████████ | (43706/137575, 122 it/s) [4m36s:12m47s] 6.34x 31% |████████ | (43769/137575, 123 it/s) [4m36s:12m44s] 6.33x 31% |████████ | (43832/137575, 124 it/s) [4m37s:12m38s] 6.33x 31% |████████ | (43890/137575, 122 it/s) [4m37s:12m44s] 6.33x 31% |████████ | (43950/137575, 122 it/s) [4m38s:12m44s] 6.33x 31% |████████ | (44009/137575, 122 it/s) [4m38s:12m44s] 6.32x 32% |████████ | (44072/137575, 123 it/s) [4m39s:12m42s] 6.32x 32% |████████ | (44128/137575, 122 it/s) [4m39s:12m48s] 6.32x 32% |████████ | (44190/137575, 121 it/s) [4m40s:12m48s] 6.31x 32% |████████ | (44253/137575, 122 it/s) [4m40s:12m46s] 6.31x 32% |████████ | (44320/137575, 122 it/s) [4m41s:12m42s] 6.31x 32% |████████ | (44382/137575, 123 it/s) [4m41s:12m38s] 6.31x 32% |████████ | (44447/137575, 123 it/s) [4m42s:12m35s] 6.31x 32% |████████ | (44511/137575, 123 it/s) [4m42s:12m35s] 6.3x 32% |████████ | (44568/137575, 123 it/s) [4m43s:12m37s] 6.3x 32% |████████ | (44632/137575, 123 it/s) [4m43s:12m37s] 6.3x 32% |████████ | (44695/137575, 124 it/s) [4m44s:12m29s] 6.3x 32% |████████ | (44757/137575, 124 it/s) [4m44s:12m25s] 6.29x 32% |████████ | (44820/137575, 125 it/s) [4m45s:12m24s] 6.29x 32% |████████ | (44881/137575, 126 it/s) [4m45s:12m18s] 6.29x 32% |████████ | (44943/137575, 126 it/s) [4m46s:12m17s] 6.29x 32% |████████ | (45008/137575, 126 it/s) [4m46s:12m14s] 6.28x 32% |████████ | (45078/137575, 127 it/s) [4m47s:12m10s] 6.28x 32% |████████ | (45137/137575, 126 it/s) [4m47s:12m13s] 6.28x 32% |████████ | (45204/137575, 126 it/s) [4m48s:12m10s] 6.28x 32% |████████ | (45265/137575, 127 it/s) [4m48s:12m9s] 6.28x 32% |████████ | (45328/137575, 126 it/s) [4m49s:12m10s] 6.27x 32% |████████ | (45393/137575, 126 it/s) [4m49s:12m10s] 6.27x 33% |████████ | (45457/137575, 127 it/s) [4m50s:12m6s] 6.27x 33% |████████ | (45522/137575, 127 it/s) [4m50s:12m5s] 6.27x 33% |████████ | (45587/137575, 127 it/s) [4m51s:12m3s] 6.27x 33% |████████ | (45652/137575, 128 it/s) [4m51s:11m58s] 6.27x 33% |████████ | (45715/137575, 128 it/s) [4m52s:11m56s] 6.26x 33% |████████ | (45780/137575, 128 it/s) [4m52s:11m55s] 6.26x 33% |████████ | (45846/137575, 127 it/s) [4m53s:11m59s] 6.26x 33% |████████ | (45905/137575, 127 it/s) [4m53s:11m59s] 6.26x 33% |████████ | (45968/137575, 127 it/s) [4m54s:11m58s] 6.25x 33% |████████ | (46027/137575, 126 it/s) [4m54s:12m4s] 6.25x 33% |████████ | (46092/137575, 127 it/s) [4m55s:12m0s] 6.25x 33% |████████ | (46153/137575, 127 it/s) [4m55s:11m59s] 6.25x 33% |████████ | (46217/137575, 127 it/s) [4m56s:11m58s] 6.25x 33% |████████ | (46286/137575, 128 it/s) [4m56s:11m53s] 6.24x 33% |████████ | (46345/137575, 127 it/s) [4m57s:12m0s] 6.24x 33% |████████ | (46404/137575, 125 it/s) [4m57s:12m6s] 6.24x 33% |████████ | (46469/137575, 126 it/s) [4m58s:12m4s] 6.24x 33% |████████ | (46532/137575, 125 it/s) [4m58s:12m5s] 6.24x 33% |████████ | (46596/137575, 125 it/s) [4m59s:12m7s] 6.23x 33% |████████ | (46652/137575, 125 it/s) [4m59s:12m7s] 6.23x 33% |█████████ | (46715/137575, 125 it/s) [5m0s:12m6s] 6.23x 34% |█████████ | (46781/137575, 126 it/s) [5m0s:12m0s] 6.23x 34% |█████████ | (46847/137575, 126 it/s) [5m1s:11m58s] 6.23x 34% |█████████ | (46910/137575, 126 it/s) [5m1s:11m57s] 6.22x 34% |█████████ | (46974/137575, 125 it/s) [5m2s:12m2s] 6.22x 34% |█████████ | (47035/137575, 126 it/s) [5m2s:11m59s] 6.22x 34% |█████████ | (47101/137575, 127 it/s) [5m3s:11m51s] 6.22x 34% |█████████ | (47164/137575, 127 it/s) [5m3s:11m50s] 6.22x 34% |█████████ | (47228/137575, 127 it/s) [5m4s:11m52s] 6.21x 34% |█████████ | (47294/137575, 127 it/s) [5m4s:11m51s] 6.21x 34% |█████████ | (47361/137575, 128 it/s) [5m5s:11m47s] 6.21x 34% |█████████ | (47424/137575, 127 it/s) [5m5s:11m47s] 6.21x 34% |█████████ | (47487/137575, 128 it/s) [5m6s:11m43s] 6.21x 34% |█████████ | (47552/137575, 128 it/s) [5m6s:11m43s] 6.21x 34% |█████████ | (47614/137575, 127 it/s) [5m7s:11m47s] 6.2x 34% |█████████ | (47673/137575, 126 it/s) [5m7s:11m51s] 6.2x 34% |█████████ | (47730/137575, 125 it/s) [5m8s:11m59s] 6.2x 34% |█████████ | (47796/137575, 126 it/s) [5m8s:11m52s] 6.2x 34% |█████████ | (47856/137575, 125 it/s) [5m9s:11m59s] 6.19x 34% |█████████ | (47919/137575, 125 it/s) [5m9s:11m59s] 6.19x 34% |████████ | (47982/137575, 125 it/s) [5m10s:11m58s] 6.19x 34% |█████████ | (48045/137575, 124 it/s) [5m10s:12m2s] 6.19x 34% |█████████ | (48109/137575, 124 it/s) [5m11s:12m1s] 6.19x 35% |█████████ | (48167/137575, 124 it/s) [5m11s:12m0s] 6.19x 35% |█████████ | (48226/137575, 123 it/s) [5m12s:12m5s] 6.18x 35% |█████████ | (48286/137575, 122 it/s) [5m12s:12m10s] 6.18x 35% |█████████ | (48350/137575, 123 it/s) [5m13s:12m8s] 6.18x 35% |█████████ | (48413/137575, 123 it/s) [5m13s:12m2s] 6.18x 35% |█████████ | (48482/137575, 126 it/s) [5m14s:11m48s] 6.18x 35% |█████████ | (48540/137575, 124 it/s) [5m14s:11m56s] 6.17x 35% |█████████ | (48603/137575, 125 it/s) [5m15s:11m52s] 6.17x 35% |█████████ | (48664/137575, 124 it/s) [5m15s:11m55s] 6.17x 35% |█████████ | (48725/137575, 124 it/s) [5m16s:11m56s] 6.17x 35% |█████████ | (48784/137575, 124 it/s) [5m16s:11m56s] 6.17x 35% |█████████ | (48843/137575, 123 it/s) [5m17s:12m1s] 6.16x 35% |█████████ | (48905/137575, 124 it/s) [5m17s:11m57s] 6.16x 35% |█████████ | (48970/137575, 125 it/s) [5m18s:11m50s] 6.16x 35% |█████████ | (49028/137575, 123 it/s) [5m18s:11m57s] 6.16x 35% |█████████ | (49095/137575, 124 it/s) [5m19s:11m51s] 6.16x 35% |█████████ | (49157/137575, 123 it/s) [5m19s:11m59s] 6.15x 35% |█████████ | (49220/137575, 124 it/s) [5m20s:11m53s] 6.15x 35% |█████████ | (49283/137575, 124 it/s) [5m20s:11m52s] 6.15x 35% |█████████ | (49346/137575, 124 it/s) [5m21s:11m52s] 6.15x 35% |█████████ | (49408/137575, 124 it/s) [5m21s:11m49s] 6.15x 35% |█████████ | (49472/137575, 125 it/s) [5m22s:11m45s] 6.15x 36% |█████████ | (49532/137575, 125 it/s) [5m22s:11m43s] 6.14x 36% |█████████ | (49591/137575, 125 it/s) [5m23s:11m46s] 6.14x 36% |█████████ | (49655/137575, 124 it/s) [5m23s:11m47s] 6.14x 36% |█████████ | (49716/137575, 125 it/s) [5m24s:11m43s] 6.14x 36% |█████████ | (49779/137575, 124 it/s) [5m24s:11m47s] 6.14x 36% |█████████ | (49839/137575, 124 it/s) [5m25s:11m47s] 6.13x 36% |█████████ | (49895/137575, 123 it/s) [5m25s:11m51s] 6.13x 36% |█████████ | (49956/137575, 123 it/s) [5m26s:11m52s] 6.13x 36% |█████████ | (50018/137575, 123 it/s) [5m26s:11m54s] 6.13x 36% |█████████ | (50078/137575, 122 it/s) [5m27s:11m56s] 6.13x 36% |█████████ | (50143/137575, 122 it/s) [5m27s:11m54s] 6.12x 36% |█████████ | (50205/137575, 123 it/s) [5m28s:11m52s] 6.12x 36% |█████████ | (50269/137575, 124 it/s) [5m28s:11m46s] 6.12x 36% |█████████ | (50330/137575, 123 it/s) [5m29s:11m49s] 6.12x 36% |█████████ | (50388/137575, 123 it/s) [5m29s:11m48s] 6.12x 36% |█████████ | (50453/137575, 123 it/s) [5m30s:11m47s] 6.11x 36% |█████████ | (50512/137575, 122 it/s) [5m30s:11m51s] 6.11x 36% |█████████ | (50572/137575, 122 it/s) [5m31s:11m51s] 6.11x 36% |█████████ | (50637/137575, 123 it/s) [5m31s:11m45s] 6.11x 36% |█████████ | (50699/137575, 123 it/s) [5m32s:11m43s] 6.11x 36% |█████████ | (50764/137575, 124 it/s) [5m32s:11m39s] 6.11x 36% |█████████ | (50820/137575, 123 it/s) [5m33s:11m43s] 6.1x 36% |█████████ | (50881/137575, 122 it/s) [5m33s:11m48s] 6.1x 37% |█████████ | (50944/137575, 122 it/s) [5m34s:11m47s] 6.1x 37% |█████████ | (51004/137575, 122 it/s) [5m34s:11m47s] 6.1x 37% |█████████ | (51061/137575, 122 it/s) [5m35s:11m46s] 6.1x 37% |█████████ | (51119/137575, 121 it/s) [5m35s:11m53s] 6.09x 37% |█████████ | (51180/137575, 121 it/s) [5m36s:11m53s] 6.09x 37% |█████████ | (51242/137575, 121 it/s) [5m36s:11m51s] 6.09x 37% |█████████ | (51309/137575, 121 it/s) [5m37s:11m51s] 6.09x 37% |█████████ | (51373/137575, 122 it/s) [5m37s:11m46s] 6.09x 37% |█████████ | (51435/137575, 122 it/s) [5m38s:11m45s] 6.09x 37% |█████████ | (51499/137575, 123 it/s) [5m38s:11m40s] 6.08x 37% |█████████ | (51569/137575, 124 it/s) [5m39s:11m31s] 6.08x 37% |█████████ | (51630/137575, 124 it/s) [5m39s:11m31s] 6.08x 37% |█████████ | (51697/137575, 125 it/s) [5m40s:11m28s] 6.08x 37% |█████████ | (51761/137575, 125 it/s) [5m40s:11m29s] 6.08x 37% |█████████ | (51827/137575, 127 it/s) [5m41s:11m17s] 6.08x 37% |█████████ | (51890/137575, 127 it/s) [5m41s:11m14s] 6.08x 37% |█████████ | (51950/137575, 127 it/s) [5m42s:11m15s] 6.08x 37% |█████████ | (52012/137575, 128 it/s) [5m42s:11m10s] 6.07x 37% |█████████ | (52076/137575, 128 it/s) [5m43s:11m10s] 6.07x 37% |█████████ | (52143/137575, 128 it/s) [5m43s:11m5s] 6.07x 37% |█████████ | (52210/137575, 129 it/s) [5m44s:11m3s] 6.07x 37% |█████████ | (52273/137575, 129 it/s) [5m44s:11m3s] 6.07x 38% |██████████ | (52338/137575, 128 it/s) [5m45s:11m7s] 6.07x 38% |██████████ | (52404/137575, 128 it/s) [5m45s:11m6s] 6.07x 38% |██████████ | (52467/137575, 128 it/s) [5m46s:11m5s] 6.06x 38% |██████████ | (52531/137575, 128 it/s) [5m46s:11m5s] 6.06x 38% |██████████ | (52597/137575, 128 it/s) [5m47s:11m4s] 6.06x 38% |██████████ | (52658/137575, 127 it/s) [5m47s:11m6s] 6.06x 38% |██████████ | (52720/137575, 128 it/s) [5m48s:11m3s] 6.06x 38% |██████████ | (52782/137575, 128 it/s) [5m48s:11m3s] 6.06x 38% |██████████ | (52848/137575, 128 it/s) [5m49s:11m2s] 6.06x 38% |██████████ | (52912/137575, 128 it/s) [5m49s:11m2s] 6.05x 38% |██████████ | (52975/137575, 127 it/s) [5m50s:11m6s] 6.05x 38% |██████████ | (53037/137575, 127 it/s) [5m50s:11m7s] 6.05x 38% |██████████ | (53103/137575, 127 it/s) [5m51s:11m5s] 6.05x 38% |█████████ | (53161/137575, 126 it/s) [5m51s:11m12s] 6.05x 38% |█████████ | (53220/137575, 125 it/s) [5m52s:11m17s] 6.05x 38% |█████████ | (53281/137575, 124 it/s) [5m52s:11m22s] 6.04x 38% |█████████ | (53343/137575, 124 it/s) [5m53s:11m20s] 6.04x 38% |█████████ | (53405/137575, 124 it/s) [5m53s:11m20s] 6.04x 38% |█████████ | (53470/137575, 124 it/s) [5m54s:11m16s] 6.04x 38% |█████████ | (53532/137575, 124 it/s) [5m54s:11m19s] 6.04x 38% |█████████ | (53591/137575, 123 it/s) [5m55s:11m23s] 6.04x 38% |█████████ | (53654/137575, 123 it/s) [5m55s:11m21s] 6.04x 39% |██████████ | (53715/137575, 122 it/s) [5m56s:11m26s] 6.03x 39% |██████████ | (53779/137575, 122 it/s) [5m56s:11m26s] 6.03x 39% |██████████ | (53843/137575, 123 it/s) [5m57s:11m19s] 6.03x 39% |██████████ | (53905/137575, 124 it/s) [5m57s:11m15s] 6.03x 39% |██████████ | (53967/137575, 124 it/s) [5m58s:11m13s] 6.03x 39% |██████████ | (54029/137575, 124 it/s) [5m58s:11m13s] 6.03x 39% |██████████ | (54092/137575, 124 it/s) [5m59s:11m12s] 6.03x 39% |██████████ | (54153/137575, 124 it/s) [5m59s:11m12s] 6.02x 39% |██████████ | (54212/137575, 123 it/s) [6m0s:11m18s] 6.02x 39% |██████████ | (54276/137575, 123 it/s) [6m0s:11m15s] 6.02x 39% |██████████ | (54340/137575, 124 it/s) [6m1s:11m9s] 6.02x 39% |██████████ | (54402/137575, 124 it/s) [6m1s:11m10s] 6.02x 39% |██████████ | (54466/137575, 125 it/s) [6m2s:11m6s] 6.02x 39% |██████████ | (54535/137575, 126 it/s) [6m2s:11m0s] 6.02x 39% |██████████ | (54598/137575, 126 it/s) [6m3s:10m59s] 6.01x 39% |██████████ | (54662/137575, 126 it/s) [6m3s:10m57s] 6.01x 39% |██████████ | (54723/137575, 126 it/s) [6m4s:10m58s] 6.01x 39% |██████████ | (54790/137575, 126 it/s) [6m4s:10m58s] 6.01x 39% |██████████ | (54855/137575, 127 it/s) [6m5s:10m52s] 6.01x 39% |██████████ | (54921/137575, 128 it/s) [6m5s:10m44s] 6.01x 39% |██████████ | (54977/137575, 128 it/s) [6m6s:10m44s] 6.01x 40% |██████████ | (55045/137575, 128 it/s) [6m6s:10m45s] 6.01x 40% |██████████ | (55113/137575, 128 it/s) [6m7s:10m45s] 6.01x 40% |██████████ | (55178/137575, 128 it/s) [6m7s:10m41s] 6x 40% |████████████ | (55244/137575, 129 it/s) [6m8s:10m37s] 6x 40% |████████████ | (55313/137575, 129 it/s) [6m8s:10m37s] 6x 40% |████████████ | (55376/137575, 130 it/s) [6m9s:10m34s] 6x 40% |████████████ | (55441/137575, 129 it/s) [6m9s:10m38s] 6x 40% |███████████ | (55508/137575, 130 it/s) [6m10s:10m33s] 6x 40% |███████████ | (55577/137575, 131 it/s) [6m10s:10m27s] 6x 40% |███████████ | (55642/137575, 131 it/s) [6m11s:10m27s] 6x 40% |███████████ | (55705/137575, 131 it/s) [6m11s:10m23s] 6x 40% |███████████ | (55768/137575, 131 it/s) [6m12s:10m26s] 5.99x 40% |██████████ | (55835/137575, 131 it/s) [6m12s:10m25s] 5.99x 40% |██████████ | (55903/137575, 131 it/s) [6m13s:10m23s] 5.99x 40% |██████████ | (55967/137575, 131 it/s) [6m13s:10m21s] 5.99x 40% |██████████ | (56032/137575, 131 it/s) [6m14s:10m22s] 5.99x 40% |██████████ | (56094/137575, 130 it/s) [6m14s:10m25s] 5.99x 40% |██████████ | (56158/137575, 130 it/s) [6m15s:10m27s] 5.99x 40% |██████████ | (56225/137575, 130 it/s) [6m15s:10m24s] 5.99x 40% |██████████ | (56288/137575, 129 it/s) [6m16s:10m28s] 5.99x 40% |██████████ | (56356/137575, 129 it/s) [6m16s:10m27s] 5.99x 41% |██████████ | (56424/137575, 129 it/s) [6m17s:10m28s] 5.98x 41% |██████████ | (56488/137575, 129 it/s) [6m17s:10m27s] 5.98x 41% |██████████ | (56551/137575, 129 it/s) [6m18s:10m27s] 5.98x 41% |██████████ | (56614/137575, 129 it/s) [6m19s:10m27s] 5.98x 41% |██████████ | (56678/137575, 128 it/s) [6m19s:10m30s] 5.98x 41% |██████████ | (56745/137575, 129 it/s) [6m20s:10m26s] 5.98x 41% |██████████ | (56812/137575, 129 it/s) [6m20s:10m26s] 5.98x 41% |██████████ | (56877/137575, 129 it/s) [6m21s:10m24s] 5.98x 41% |██████████ | (56942/137575, 130 it/s) [6m21s:10m21s] 5.98x 41% |██████████ | (57009/137575, 130 it/s) [6m22s:10m17s] 5.98x 41% |██████████ | (57070/137575, 129 it/s) [6m22s:10m22s] 5.97x 41% |██████████ | (57132/137575, 129 it/s) [6m23s:10m23s] 5.97x 41% |██████████ | (57202/137575, 129 it/s) [6m23s:10m22s] 5.97x 41% |██████████ | (57265/137575, 129 it/s) [6m24s:10m23s] 5.97x 41% |██████████ | (57329/137575, 129 it/s) [6m24s:10m23s] 5.97x 41% |██████████ | (57387/137575, 128 it/s) [6m25s:10m27s] 5.97x 41% |██████████ | (57449/137575, 127 it/s) [6m25s:10m28s] 5.97x 41% |██████████ | (57514/137575, 127 it/s) [6m26s:10m30s] 5.97x 41% |██████████ | (57580/137575, 127 it/s) [6m26s:10m29s] 5.96x 41% |██████████ | (57646/137575, 127 it/s) [6m27s:10m28s] 5.96x 41% |██████████ | (57710/137575, 127 it/s) [6m27s:10m30s] 5.96x 41% |██████████ | (57774/137575, 127 it/s) [6m28s:10m30s] 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130 it/s) [6m36s:10m6s] 5.95x 42% |███████████ | (58879/137575, 130 it/s) [6m36s:10m6s] 5.94x 42% |███████████ | (58942/137575, 130 it/s) [6m37s:10m6s] 5.94x 42% |███████████ | (59004/137575, 130 it/s) [6m37s:10m6s] 5.94x 42% |███████████ | (59072/137575, 130 it/s) [6m38s:10m4s] 5.94x 42% |███████████ | (59139/137575, 130 it/s) [6m38s:10m4s] 5.94x 43% |███████████ | (59205/137575, 130 it/s) [6m39s:10m3s] 5.94x 43% |███████████ | (59269/137575, 129 it/s) [6m39s:10m5s] 5.94x 43% |███████████ | (59335/137575, 129 it/s) [6m40s:10m4s] 5.94x 43% |███████████ | (59402/137575, 129 it/s) [6m40s:10m4s] 5.94x 43% |███████████ | (59461/137575, 129 it/s) [6m41s:10m4s] 5.94x 43% |███████████ | (59523/137575, 129 it/s) [6m41s:10m4s] 5.93x 43% |███████████ | (59582/137575, 129 it/s) [6m42s:10m4s] 5.93x 43% |███████████ | (59645/137575, 128 it/s) [6m42s:10m6s] 5.93x 43% |███████████ | (59712/137575, 129 it/s) [6m43s:10m4s] 5.93x 43% |███████████ | (59777/137575, 128 it/s) [6m43s:10m5s] 5.93x 43% 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125 it/s) [6m51s:10m13s] 5.91x 44% |███████████ | (60858/137575, 127 it/s) [6m52s:10m1s] 5.91x 44% |███████████ | (60921/137575, 127 it/s) [6m52s:10m2s] 5.91x 44% |███████████ | (60979/137575, 127 it/s) [6m53s:10m3s] 5.91x 44% |███████████ | (61041/137575, 127 it/s) [6m53s:10m2s] 5.91x 44% |███████████ | (61103/137575, 126 it/s) [6m54s:10m7s] 5.91x 44% |███████████ | (61167/137575, 126 it/s) [6m54s:10m7s] 5.91x 44% |███████████ | (61237/137575, 127 it/s) [6m55s:10m2s] 5.91x 44% |███████████ | (61299/137575, 127 it/s) [6m55s:10m1s] 5.91x 44% |███████████ | (61362/137575, 126 it/s) [6m56s:10m4s] 5.9x 44% |████████████ | (61425/137575, 126 it/s) [6m56s:10m3s] 5.9x 44% |████████████ | (61490/137575, 126 it/s) [6m57s:10m3s] 5.9x 44% |████████████ | (61557/137575, 127 it/s) [6m57s:9m59s] 5.9x 44% |████████████ | (61623/137575, 127 it/s) [6m58s:9m58s] 5.9x 44% |████████████ | (61683/137575, 127 it/s) [6m58s:9m59s] 5.9x 44% |████████████ | (61748/137575, 126 it/s) [6m59s:10m1s] 5.9x 44% 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(68613/137575, 124 it/s) [7m53s:9m16s] 5.8x 49% |█████████████ | (68675/137575, 125 it/s) [7m53s:9m11s] 5.8x 49% |█████████████ | (68734/137575, 125 it/s) [7m54s:9m11s] 5.8x 50% |██████████████ | (68800/137575, 125 it/s) [7m54s:9m8s] 5.8x 50% |██████████████ | (68860/137575, 125 it/s) [7m55s:9m8s] 5.8x 50% |██████████████ | (68922/137575, 125 it/s) [7m55s:9m8s] 5.8x 50% |██████████████ | (68983/137575, 124 it/s) [7m56s:9m10s] 5.8x 50% |██████████████ | (69044/137575, 124 it/s) [7m56s:9m14s] 5.8x 50% |██████████████ | (69103/137575, 123 it/s) [7m57s:9m17s] 5.8x 50% |██████████████ | (69164/137575, 123 it/s) [7m57s:9m17s] 5.8x 50% |██████████████ | (69226/137575, 123 it/s) [7m58s:9m16s] 5.8x 50% |██████████████ | (69293/137575, 123 it/s) [7m58s:9m13s] 5.79x 50% |█████████████ | (69352/137575, 123 it/s) [7m59s:9m16s] 5.79x 50% |█████████████ | (69410/137575, 122 it/s) [7m59s:9m20s] 5.79x 50% |██████████████ | (69472/137575, 122 it/s) [8m0s:9m17s] 5.79x 50% |██████████████ | (69538/137575, 123 it/s) [8m0s:9m13s] 5.79x 50% |██████████████ | (69600/137575, 123 it/s) [8m1s:9m13s] 5.79x 50% |██████████████ | (69663/137575, 123 it/s) [8m1s:9m11s] 5.79x 50% |██████████████ | (69726/137575, 124 it/s) [8m2s:9m8s] 5.79x 50% |██████████████ | (69787/137575, 124 it/s) [8m2s:9m6s] 5.79x 50% |██████████████ | (69849/137575, 124 it/s) [8m3s:9m6s] 5.79x 50% |██████████████ | (69918/137575, 125 it/s) [8m3s:9m1s] 5.79x 50% |██████████████ | (69980/137575, 125 it/s) [8m4s:9m0s] 5.79x 50% |██████████████ | (70042/137575, 124 it/s) [8m4s:9m4s] 5.78x 50% |██████████████ | (70103/137575, 124 it/s) [8m5s:9m4s] 5.78x 51% |██████████████ | (70166/137575, 125 it/s) [8m5s:9m1s] 5.78x 51% |██████████████ | (70231/137575, 126 it/s) [8m6s:8m54s] 5.78x 51% |██████████████ | (70294/137575, 126 it/s) [8m6s:8m53s] 5.78x 51% |██████████████ | (70357/137575, 126 it/s) [8m7s:8m55s] 5.78x 51% |██████████████ | (70419/137575, 126 it/s) [8m7s:8m55s] 5.78x 51% |██████████████ | (70481/137575, 125 it/s) [8m8s:8m55s] 5.78x 51% |██████████████ | (70543/137575, 125 it/s) [8m8s:8m54s] 5.78x 51% |██████████████ | (70608/137575, 125 it/s) [8m9s:8m53s] 5.78x 51% |██████████████ | (70670/137575, 125 it/s) [8m9s:8m55s] 5.78x 51% |█████████████ | (70732/137575, 125 it/s) [8m10s:8m54s] 5.78x 51% |█████████████ | (70799/137575, 126 it/s) [8m10s:8m51s] 5.78x 51% |█████████████ | (70858/137575, 125 it/s) [8m11s:8m54s] 5.77x 51% |█████████████ | (70926/137575, 126 it/s) [8m11s:8m48s] 5.77x 51% |█████████████ | (70988/137575, 126 it/s) [8m12s:8m47s] 5.77x 51% |█████████████ | (71050/137575, 126 it/s) [8m12s:8m49s] 5.77x 51% |█████████████ | (71110/137575, 125 it/s) [8m13s:8m51s] 5.77x 51% |█████████████ | (71174/137575, 125 it/s) [8m13s:8m50s] 5.77x 51% |█████████████ | (71237/137575, 125 it/s) [8m14s:8m50s] 5.77x 51% |█████████████ | (71300/137575, 125 it/s) [8m14s:8m48s] 5.77x 51% |█████████████ | (71359/137575, 125 it/s) [8m15s:8m51s] 5.77x 51% |█████████████ | (71423/137575, 125 it/s) 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it/s) [8m23s:8m34s] 5.76x 52% |██████████████ | (72441/137575, 126 it/s) [8m23s:8m35s] 5.76x 52% |██████████████ | (72505/137575, 126 it/s) [8m24s:8m37s] 5.76x 52% |██████████████ | (72573/137575, 127 it/s) [8m24s:8m30s] 5.76x 52% |██████████████ | (72631/137575, 127 it/s) [8m25s:8m32s] 5.75x 52% |██████████████ | (72697/137575, 127 it/s) [8m25s:8m29s] 5.75x 52% |██████████████ | (72759/137575, 127 it/s) [8m26s:8m30s] 5.75x 52% |██████████████ | (72826/137575, 128 it/s) [8m26s:8m26s] 5.75x 52% |██████████████ | (72889/137575, 128 it/s) [8m27s:8m27s] 5.75x 53% |██████████████ | (72957/137575, 128 it/s) [8m27s:8m26s] 5.75x 53% |██████████████ | (73018/137575, 128 it/s) [8m28s:8m26s] 5.75x 53% |██████████████ | (73084/137575, 128 it/s) [8m28s:8m22s] 5.75x 53% |██████████████ | (73147/137575, 128 it/s) [8m29s:8m23s] 5.75x 53% |██████████████ | (73210/137575, 128 it/s) [8m29s:8m23s] 5.75x 53% |██████████████ | (73270/137575, 126 it/s) [8m30s:8m29s] 5.75x 53% |██████████████ | (73336/137575, 128 it/s) [8m30s:8m22s] 5.75x 53% |██████████████ | (73397/137575, 127 it/s) [8m31s:8m26s] 5.75x 53% |██████████████ | (73463/137575, 127 it/s) [8m31s:8m25s] 5.75x 53% |██████████████ | (73524/137575, 127 it/s) [8m32s:8m24s] 5.75x 53% |██████████████ | (73590/137575, 127 it/s) [8m32s:8m24s] 5.74x 53% |██████████████ | (73649/137575, 127 it/s) [8m33s:8m24s] 5.74x 53% |██████████████ | (73715/137575, 127 it/s) [8m33s:8m23s] 5.74x 53% |██████████████ | (73779/137575, 127 it/s) [8m34s:8m23s] 5.74x 53% |██████████████ | (73839/137575, 125 it/s) [8m34s:8m27s] 5.74x 53% |██████████████ | (73910/137575, 125 it/s) [8m35s:8m27s] 5.74x 53% |██████████████ | (73966/137575, 126 it/s) [8m35s:8m26s] 5.74x 53% |██████████████ | (74029/137575, 126 it/s) [8m36s:8m25s] 5.74x 53% |██████████████ | (74094/137575, 127 it/s) [8m36s:8m21s] 5.74x 53% |██████████████ | (74159/137575, 127 it/s) [8m37s:8m21s] 5.74x 53% |██████████████ | (74224/137575, 126 it/s) [8m37s:8m21s] 5.74x 53% |██████████████ | 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55% |██████████████ | (76164/137575, 125 it/s) [8m53s:8m10s] 5.72x 55% |███████████████ | (76230/137575, 126 it/s) [8m53s:8m8s] 5.72x 55% |███████████████ | (76294/137575, 126 it/s) [8m54s:8m4s] 5.72x 55% |███████████████ | (76355/137575, 126 it/s) [8m54s:8m5s] 5.71x 55% |███████████████ | (76416/137575, 126 it/s) [8m55s:8m4s] 5.71x 55% |███████████████ | (76484/137575, 126 it/s) [8m55s:8m3s] 5.71x 55% |███████████████ | (76550/137575, 126 it/s) [8m56s:8m3s] 5.71x 55% |███████████████ | (76607/137575, 126 it/s) [8m56s:8m3s] 5.71x 55% |███████████████ | (76672/137575, 126 it/s) [8m57s:8m3s] 5.71x 55% |███████████████ | (76734/137575, 125 it/s) [8m57s:8m5s] 5.71x 55% |███████████████ | (76798/137575, 125 it/s) [8m58s:8m5s] 5.71x 55% |███████████████ | (76861/137575, 126 it/s) [8m58s:8m3s] 5.71x 55% |███████████████ | (76924/137575, 126 it/s) [8m59s:8m0s] 5.71x 55% |██████████████ | (76984/137575, 126 it/s) [8m59s:7m59s] 5.71x 56% |███████████████ | (77047/137575, 126 it/s) [9m0s:7m59s] 5.71x 56% |████████████████ | (77106/137575, 125 it/s) [9m0s:8m4s] 5.71x 56% |████████████████ | (77167/137575, 124 it/s) [9m1s:8m6s] 5.71x 56% |████████████████ | (77227/137575, 124 it/s) [9m1s:8m6s] 5.71x 56% |████████████████ | (77294/137575, 124 it/s) [9m2s:8m4s] 5.7x 56% |████████████████ | (77358/137575, 124 it/s) [9m2s:8m5s] 5.7x 56% |████████████████ | (77420/137575, 124 it/s) [9m3s:8m3s] 5.7x 56% |████████████████ | (77485/137575, 125 it/s) [9m3s:8m0s] 5.7x 56% |████████████████ | (77545/137575, 124 it/s) [9m4s:8m2s] 5.7x 56% |████████████████ | (77612/137575, 125 it/s) [9m4s:7m59s] 5.7x 56% |████████████████ | (77673/137575, 125 it/s) [9m5s:7m59s] 5.7x 56% |████████████████ | (77727/137575, 124 it/s) [9m5s:8m2s] 5.7x 56% |████████████████ | (77793/137575, 125 it/s) [9m6s:7m58s] 5.7x 56% |████████████████ | (77860/137575, 126 it/s) [9m6s:7m52s] 5.7x 56% |████████████████ | (77922/137575, 126 it/s) [9m7s:7m52s] 5.7x 56% |████████████████ | (77984/137575, 125 it/s) [9m7s:7m55s] 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[9m15s:7m51s] 5.69x 57% |███████████████ | (78985/137575, 124 it/s) [9m15s:7m51s] 5.69x 57% |███████████████ | (79048/137575, 124 it/s) [9m16s:7m50s] 5.69x 57% |███████████████ | (79110/137575, 124 it/s) [9m16s:7m50s] 5.69x 57% |███████████████ | (79173/137575, 124 it/s) [9m17s:7m49s] 5.69x 57% |███████████████ | (79238/137575, 124 it/s) [9m17s:7m48s] 5.69x 57% |███████████████ | (79301/137575, 124 it/s) [9m18s:7m48s] 5.68x 57% |███████████████ | (79362/137575, 124 it/s) [9m18s:7m47s] 5.68x 57% |███████████████ | (79422/137575, 124 it/s) [9m19s:7m48s] 5.68x 57% |███████████████ | (79483/137575, 124 it/s) [9m19s:7m46s] 5.68x 57% |███████████████ | (79543/137575, 124 it/s) [9m20s:7m49s] 5.68x 57% |███████████████ | (79606/137575, 124 it/s) [9m20s:7m48s] 5.68x 57% |███████████████ | (79667/137575, 124 it/s) [9m21s:7m48s] 5.68x 57% |███████████████ | (79729/137575, 124 it/s) [9m21s:7m46s] 5.68x 57% |███████████████ | (79790/137575, 124 it/s) [9m22s:7m47s] 5.68x 58% |███████████████ | (79846/137575, 122 it/s) [9m22s:7m51s] 5.68x 58% |███████████████ | (79903/137575, 121 it/s) [9m23s:7m55s] 5.68x 58% |███████████████ | (79965/137575, 121 it/s) [9m23s:7m57s] 5.68x 58% |███████████████ | (80029/137575, 121 it/s) [9m24s:7m55s] 5.68x 58% |███████████████ | (80089/137575, 121 it/s) [9m24s:7m55s] 5.68x 58% |███████████████ | (80154/137575, 121 it/s) [9m25s:7m55s] 5.67x 58% |███████████████ | (80218/137575, 122 it/s) [9m25s:7m51s] 5.67x 58% |███████████████ | (80279/137575, 122 it/s) [9m26s:7m50s] 5.67x 58% |███████████████ | (80343/137575, 122 it/s) [9m26s:7m50s] 5.67x 58% |███████████████ | (80407/137575, 122 it/s) [9m27s:7m48s] 5.67x 58% |███████████████ | (80471/137575, 122 it/s) [9m27s:7m46s] 5.67x 58% |███████████████ | (80531/137575, 122 it/s) [9m28s:7m46s] 5.67x 58% |███████████████ | (80595/137575, 122 it/s) [9m28s:7m46s] 5.67x 58% |███████████████ | (80657/137575, 124 it/s) [9m29s:7m40s] 5.67x 58% |███████████████ | (80719/137575, 124 it/s) [9m29s:7m36s] 5.67x 58% 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63% |████████████████ | (87112/137575, 125 it/s) [10m20s:6m43s] 5.61x 63% |████████████████ | (87175/137575, 125 it/s) [10m21s:6m41s] 5.61x 63% |████████████████ | (87240/137575, 126 it/s) [10m21s:6m40s] 5.61x 63% |████████████████ | (87306/137575, 126 it/s) [10m22s:6m39s] 5.61x 63% |████████████████ | (87366/137575, 126 it/s) [10m22s:6m38s] 5.61x 63% |████████████████ | (87430/137575, 126 it/s) [10m23s:6m37s] 5.61x 63% |████████████████ | (87491/137575, 126 it/s) [10m23s:6m37s] 5.61x 63% |████████████████ | (87555/137575, 126 it/s) [10m24s:6m36s] 5.61x 63% |████████████████ | (87616/137575, 126 it/s) [10m24s:6m36s] 5.61x 63% |████████████████ | (87682/137575, 127 it/s) [10m25s:6m34s] 5.61x 63% |████████████████ | (87746/137575, 126 it/s) [10m25s:6m34s] 5.61x 63% |████████████████ | (87810/137575, 126 it/s) [10m26s:6m33s] 5.61x 63% |████████████████ | (87872/137575, 126 it/s) [10m26s:6m33s] 5.61x 63% |████████████████ | (87935/137575, 126 it/s) [10m27s:6m34s] 5.61x 63% 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(88898/137575, 127 it/s) [10m35s:6m22s] 5.6x 64% |█████████████████ | (88962/137575, 127 it/s) [10m35s:6m22s] 5.6x 64% |█████████████████ | (89030/137575, 128 it/s) [10m36s:6m18s] 5.6x 64% |█████████████████ | (89088/137575, 128 it/s) [10m36s:6m18s] 5.6x 64% |█████████████████ | (89149/137575, 128 it/s) [10m37s:6m18s] 5.6x 64% |█████████████████ | (89209/137575, 127 it/s) [10m37s:6m20s] 5.6x 64% |█████████████████ | (89275/137575, 128 it/s) [10m38s:6m17s] 5.6x 64% |█████████████████ | (89340/137575, 128 it/s) [10m38s:6m16s] 5.6x 64% |█████████████████ | (89401/137575, 128 it/s) [10m39s:6m15s] 5.6x 65% |█████████████████ | (89462/137575, 127 it/s) [10m39s:6m19s] 5.6x 65% |█████████████████ | (89526/137575, 127 it/s) [10m40s:6m18s] 5.6x 65% |█████████████████ | (89589/137575, 127 it/s) [10m40s:6m18s] 5.6x 65% |█████████████████ | (89653/137575, 127 it/s) [10m41s:6m17s] 5.6x 65% |█████████████████ | (89713/137575, 126 it/s) [10m41s:6m20s] 5.6x 65% |█████████████████ | (89776/137575, 125 it/s) [10m42s:6m20s] 5.6x 65% |█████████████████ | (89839/137575, 125 it/s) [10m42s:6m23s] 5.6x 65% |█████████████████ | (89907/137575, 125 it/s) [10m43s:6m22s] 5.6x 65% |█████████████████ | (89967/137575, 125 it/s) [10m43s:6m19s] 5.6x 65% |█████████████████ | (90028/137575, 126 it/s) [10m44s:6m18s] 5.59x 65% |████████████████ | (90096/137575, 126 it/s) [10m44s:6m16s] 5.59x 65% |████████████████ | (90159/137575, 126 it/s) [10m45s:6m17s] 5.59x 65% |████████████████ | (90223/137575, 126 it/s) [10m45s:6m15s] 5.59x 65% |████████████████ | (90282/137575, 125 it/s) [10m46s:6m17s] 5.59x 65% |████████████████ | (90348/137575, 125 it/s) [10m46s:6m16s] 5.59x 65% |████████████████ | (90406/137575, 125 it/s) [10m47s:6m17s] 5.59x 65% |████████████████ | (90466/137575, 125 it/s) [10m47s:6m16s] 5.59x 65% |████████████████ | (90532/137575, 125 it/s) [10m48s:6m16s] 5.59x 65% |████████████████ | (90588/137575, 125 it/s) [10m48s:6m16s] 5.59x 65% |████████████████ | (90647/137575, 124 it/s) [10m49s:6m18s] 5.59x 65% |████████████████ | (90706/137575, 123 it/s) [10m49s:6m21s] 5.59x 65% |████████████████ | (90770/137575, 123 it/s) [10m50s:6m19s] 5.59x 66% |█████████████████ | (90834/137575, 123 it/s) [10m50s:6m21s] 5.59x 66% |█████████████████ | (90896/137575, 123 it/s) [10m51s:6m20s] 5.59x 66% |█████████████████ | (90962/137575, 123 it/s) [10m51s:6m19s] 5.59x 66% |█████████████████ | (91023/137575, 122 it/s) [10m52s:6m20s] 5.59x 66% |█████████████████ | (91091/137575, 124 it/s) [10m52s:6m14s] 5.59x 66% |█████████████████ | (91148/137575, 123 it/s) [10m53s:6m17s] 5.59x 66% |█████████████████ | (91213/137575, 124 it/s) [10m53s:6m13s] 5.59x 66% |█████████████████ | (91275/137575, 124 it/s) [10m54s:6m12s] 5.59x 66% |█████████████████ | (91340/137575, 125 it/s) [10m54s:6m10s] 5.58x 66% |█████████████████ | (91402/137575, 125 it/s) [10m55s:6m8s] 5.58x 66% |█████████████████ | (91463/137575, 126 it/s) [10m55s:6m6s] 5.58x 66% |█████████████████ | (91525/137575, 125 it/s) [10m56s:6m7s] 5.58x 66% |█████████████████ | (91584/137575, 124 it/s) [10m56s:6m9s] 5.58x 66% |█████████████████ | (91652/137575, 124 it/s) [10m57s:6m9s] 5.58x 66% |█████████████████ | (91715/137575, 125 it/s) [10m57s:6m7s] 5.58x 66% |█████████████████ | (91779/137575, 125 it/s) [10m58s:6m5s] 5.58x 66% |█████████████████ | (91841/137575, 125 it/s) [10m58s:6m5s] 5.58x 66% |█████████████████ | (91905/137575, 124 it/s) [10m59s:6m7s] 5.58x 66% |█████████████████ | (91966/137575, 125 it/s) [10m59s:6m4s] 5.58x 66% |██████████████████ | (92027/137575, 124 it/s) [11m0s:6m6s] 5.58x 66% |██████████████████ | (92093/137575, 125 it/s) [11m0s:6m4s] 5.58x 66% |██████████████████ | (92155/137575, 125 it/s) [11m1s:6m4s] 5.58x 67% |██████████████████ | (92214/137575, 124 it/s) [11m1s:6m5s] 5.58x 67% |██████████████████ | (92276/137575, 124 it/s) [11m2s:6m4s] 5.58x 67% |██████████████████ | (92338/137575, 124 it/s) [11m2s:6m4s] 5.58x 67% |██████████████████ | (92405/137575, 125 it/s) [11m3s:6m0s] 5.58x 67% |██████████████████ | (92464/137575, 124 it/s) [11m3s:6m3s] 5.58x 67% |██████████████████ | (92528/137575, 124 it/s) [11m4s:6m3s] 5.58x 67% |██████████████████ | (92589/137575, 124 it/s) [11m4s:6m3s] 5.58x 67% |██████████████████ | (92653/137575, 124 it/s) [11m5s:6m2s] 5.58x 67% |██████████████████ | (92719/137575, 125 it/s) [11m5s:5m59s] 5.58x 67% |██████████████████ | (92783/137575, 125 it/s) [11m6s:5m57s] 5.58x 67% |██████████████████ | (92849/137575, 125 it/s) [11m6s:5m56s] 5.57x 67% |██████████████████ | (92915/137575, 126 it/s) [11m7s:5m54s] 5.57x 67% |██████████████████ | (92975/137575, 126 it/s) [11m7s:5m53s] 5.57x 67% |██████████████████ | (93039/137575, 126 it/s) [11m8s:5m52s] 5.57x 67% |██████████████████ | (93100/137575, 127 it/s) [11m8s:5m51s] 5.57x 67% |██████████████████ | (93163/137575, 127 it/s) [11m9s:5m51s] 5.57x 67% |██████████████████ | (93226/137575, 126 it/s) [11m9s:5m51s] 5.57x 67% |█████████████████ | (93289/137575, 126 it/s) [11m10s:5m51s] 5.57x 67% |█████████████████ | (93349/137575, 127 it/s) [11m10s:5m48s] 5.57x 67% |█████████████████ | (93413/137575, 127 it/s) [11m11s:5m48s] 5.57x 67% |█████████████████ | (93477/137575, 127 it/s) [11m11s:5m47s] 5.57x 67% |█████████████████ | (93541/137575, 127 it/s) [11m12s:5m47s] 5.57x 68% |█████████████████ | (93604/137575, 126 it/s) [11m12s:5m47s] 5.57x 68% |█████████████████ | (93664/137575, 126 it/s) [11m13s:5m47s] 5.57x 68% |█████████████████ | (93729/137575, 126 it/s) [11m13s:5m48s] 5.57x 68% |█████████████████ | (93787/137575, 124 it/s) [11m14s:5m52s] 5.57x 68% |█████████████████ | (93850/137575, 125 it/s) [11m14s:5m50s] 5.57x 68% |█████████████████ | (93917/137575, 126 it/s) [11m15s:5m47s] 5.57x 68% |█████████████████ | (93981/137575, 126 it/s) [11m15s:5m46s] 5.57x 68% |█████████████████ | (94044/137575, 126 it/s) [11m16s:5m44s] 5.57x 68% |█████████████████ | (94106/137575, 126 it/s) [11m16s:5m45s] 5.57x 68% |█████████████████ | (94169/137575, 126 it/s) [11m17s:5m44s] 5.57x 68% |█████████████████ | (94231/137575, 126 it/s) [11m17s:5m45s] 5.57x 68% |█████████████████ | (94292/137575, 125 it/s) [11m18s:5m46s] 5.57x 68% |█████████████████ | (94350/137575, 124 it/s) [11m18s:5m48s] 5.56x 68% |█████████████████ | (94409/137575, 124 it/s) [11m19s:5m48s] 5.56x 68% |█████████████████ | (94470/137575, 123 it/s) [11m19s:5m49s] 5.56x 68% |█████████████████ | (94534/137575, 123 it/s) [11m20s:5m48s] 5.56x 68% |█████████████████ | (94592/137575, 124 it/s) [11m20s:5m46s] 5.56x 68% |█████████████████ | (94654/137575, 124 it/s) [11m21s:5m46s] 5.56x 68% |█████████████████ | (94715/137575, 123 it/s) [11m21s:5m49s] 5.56x 68% |█████████████████ | (94776/137575, 122 it/s) [11m22s:5m50s] 5.56x 68% |█████████████████ | (94839/137575, 122 it/s) [11m22s:5m50s] 5.56x 68% |█████████████████ | (94898/137575, 122 it/s) [11m23s:5m50s] 5.56x 69% |█████████████████ | (94962/137575, 122 it/s) [11m23s:5m49s] 5.56x 69% |█████████████████ | (95021/137575, 121 it/s) [11m24s:5m51s] 5.56x 69% |█████████████████ | (95084/137575, 121 it/s) [11m24s:5m50s] 5.56x 69% |█████████████████ | (95143/137575, 121 it/s) [11m25s:5m50s] 5.56x 69% |█████████████████ | (95204/137575, 121 it/s) [11m25s:5m49s] 5.56x 69% |█████████████████ | (95266/137575, 122 it/s) [11m26s:5m47s] 5.56x 69% |█████████████████ | (95329/137575, 122 it/s) [11m26s:5m45s] 5.56x 69% |█████████████████ | (95390/137575, 122 it/s) [11m27s:5m44s] 5.56x 69% |█████████████████ | (95447/137575, 122 it/s) [11m27s:5m45s] 5.56x 69% |█████████████████ | (95510/137575, 122 it/s) [11m28s:5m44s] 5.55x 69% |█████████████████ | (95574/137575, 123 it/s) [11m28s:5m42s] 5.55x 69% |█████████████████ | (95635/137575, 123 it/s) [11m29s:5m41s] 5.55x 69% |█████████████████ | (95696/137575, 123 it/s) [11m29s:5m41s] 5.55x 69% |█████████████████ | (95756/137575, 122 it/s) [11m30s:5m41s] 5.55x 69% |█████████████████ | (95814/137575, 122 it/s) [11m30s:5m41s] 5.55x 69% |█████████████████ | (95877/137575, 122 it/s) [11m31s:5m41s] 5.55x 69% |█████████████████ | (95939/137575, 122 it/s) [11m31s:5m40s] 5.55x 69% |█████████████████ | (95999/137575, 123 it/s) [11m32s:5m39s] 5.55x 69% |█████████████████ | (96063/137575, 123 it/s) [11m32s:5m36s] 5.55x 69% |█████████████████ | (96123/137575, 123 it/s) [11m33s:5m37s] 5.55x 69% |█████████████████ | (96185/137575, 123 it/s) [11m33s:5m37s] 5.55x 69% |█████████████████ | (96245/137575, 123 it/s) [11m34s:5m36s] 5.55x 70% |██████████████████ | (96309/137575, 123 it/s) [11m34s:5m35s] 5.55x 70% |██████████████████ | (96370/137575, 123 it/s) [11m35s:5m35s] 5.55x 70% |██████████████████ | (96437/137575, 123 it/s) [11m35s:5m34s] 5.55x 70% |██████████████████ | (96497/137575, 123 it/s) [11m36s:5m34s] 5.55x 70% |██████████████████ | (96560/137575, 123 it/s) [11m36s:5m34s] 5.55x 70% |██████████████████ | (96624/137575, 123 it/s) [11m37s:5m32s] 5.55x 70% |██████████████████ | (96688/137575, 124 it/s) [11m37s:5m29s] 5.55x 70% |██████████████████ | (96746/137575, 123 it/s) [11m38s:5m30s] 5.55x 70% |██████████████████ | (96811/137575, 124 it/s) [11m38s:5m27s] 5.55x 70% |██████████████████ | (96873/137575, 124 it/s) [11m39s:5m27s] 5.55x 70% |██████████████████ | (96932/137575, 124 it/s) [11m39s:5m28s] 5.54x 70% |██████████████████ | (96995/137575, 124 it/s) [11m40s:5m26s] 5.54x 70% |██████████████████ | (97055/137575, 124 it/s) [11m40s:5m27s] 5.54x 70% |██████████████████ | (97115/137575, 124 it/s) [11m41s:5m26s] 5.54x 70% |██████████████████ | (97178/137575, 124 it/s) [11m41s:5m25s] 5.54x 70% |██████████████████ | (97240/137575, 124 it/s) [11m42s:5m25s] 5.54x 70% |██████████████████ | (97302/137575, 124 it/s) [11m42s:5m25s] 5.54x 70% |██████████████████ | (97364/137575, 123 it/s) [11m43s:5m26s] 5.54x 70% |██████████████████ | (97431/137575, 124 it/s) [11m43s:5m24s] 5.54x 70% |██████████████████ | (97494/137575, 124 it/s) [11m44s:5m23s] 5.54x 70% |██████████████████ | (97560/137575, 125 it/s) [11m44s:5m19s] 5.54x 70% |██████████████████ | (97623/137575, 125 it/s) [11m45s:5m19s] 5.54x 71% |██████████████████ | (97687/137575, 125 it/s) [11m45s:5m19s] 5.54x 71% |██████████████████ | (97744/137575, 125 it/s) [11m46s:5m18s] 5.54x 71% |██████████████████ | (97805/137575, 125 it/s) [11m46s:5m19s] 5.54x 71% |██████████████████ | (97870/137575, 125 it/s) [11m47s:5m18s] 5.54x 71% |██████████████████ | (97929/137575, 124 it/s) [11m47s:5m18s] 5.54x 71% |██████████████████ | (97994/137575, 125 it/s) [11m48s:5m15s] 5.54x 71% |██████████████████ | (98052/137575, 125 it/s) [11m48s:5m16s] 5.54x 71% |██████████████████ | (98117/137575, 125 it/s) [11m49s:5m14s] 5.54x 71% |██████████████████ | (98182/137575, 126 it/s) [11m49s:5m12s] 5.54x 71% |██████████████████ | (98245/137575, 126 it/s) [11m50s:5m11s] 5.54x 71% |██████████████████ | (98306/137575, 125 it/s) [11m50s:5m14s] 5.54x 71% |██████████████████ | (98368/137575, 124 it/s) [11m51s:5m15s] 5.54x 71% |██████████████████ | (98432/137575, 125 it/s) [11m51s:5m14s] 5.54x 71% |██████████████████ | (98498/137575, 126 it/s) [11m52s:5m10s] 5.54x 71% |███████████████████ | (98559/137575, 126 it/s) [11m52s:5m9s] 5.53x 71% |██████████████████ | (98619/137575, 126 it/s) [11m53s:5m10s] 5.53x 71% |██████████████████ | (98681/137575, 125 it/s) [11m53s:5m11s] 5.53x 71% |██████████████████ | (98744/137575, 125 it/s) [11m54s:5m10s] 5.53x 71% |███████████████████ | (98805/137575, 126 it/s) [11m54s:5m8s] 5.53x 71% |███████████████████ | (98872/137575, 126 it/s) [11m55s:5m7s] 5.53x 71% |███████████████████ | (98934/137575, 126 it/s) [11m55s:5m7s] 5.53x 71% |███████████████████ | (98997/137575, 125 it/s) [11m56s:5m7s] 5.53x 72% |███████████████████ | (99057/137575, 125 it/s) [11m56s:5m8s] 5.53x 72% |███████████████████ | (99119/137575, 125 it/s) [11m57s:5m7s] 5.53x 72% |███████████████████ | (99182/137575, 125 it/s) [11m57s:5m6s] 5.53x 72% |███████████████████ | (99244/137575, 125 it/s) [11m58s:5m7s] 5.53x 72% |███████████████████ | (99306/137575, 124 it/s) [11m58s:5m8s] 5.53x 72% |██████████████████ | (99361/137575, 123 it/s) [11m59s:5m11s] 5.53x 72% |██████████████████ | (99417/137575, 123 it/s) [11m59s:5m10s] 5.53x 72% |███████████████████ | (99476/137575, 122 it/s) [12m0s:5m12s] 5.53x 72% |███████████████████ | (99542/137575, 122 it/s) [12m0s:5m12s] 5.53x 72% |███████████████████ | (99602/137575, 122 it/s) [12m1s:5m10s] 5.53x 72% |███████████████████ | (99667/137575, 122 it/s) [12m1s:5m10s] 5.53x 72% |███████████████████ | (99729/137575, 122 it/s) [12m2s:5m10s] 5.53x 72% |████████████████████ | (99795/137575, 122 it/s) [12m2s:5m8s] 5.53x 72% |████████████████████ | (99855/137575, 122 it/s) [12m3s:5m8s] 5.53x 72% |███████████████████ | (99913/137575, 121 it/s) [12m3s:5m10s] 5.53x 72% |████████████████████ | (99973/137575, 121 it/s) [12m4s:5m9s] 5.52x 72% |██████████████████ | (100036/137575, 121 it/s) [12m4s:5m10s] 5.52x 72% |███████████████████ | (100098/137575, 121 it/s) [12m5s:5m9s] 5.52x 72% |███████████████████ | (100160/137575, 121 it/s) [12m5s:5m9s] 5.52x 72% |███████████████████ | (100221/137575, 121 it/s) [12m6s:5m8s] 5.52x 72% |███████████████████ | (100280/137575, 121 it/s) [12m6s:5m8s] 5.52x 72% |███████████████████ | (100343/137575, 121 it/s) [12m7s:5m8s] 5.52x 72% |███████████████████ | (100405/137575, 122 it/s) [12m7s:5m3s] 5.52x 73% |███████████████████ | (100468/137575, 122 it/s) [12m8s:5m3s] 5.52x 73% |███████████████████ | (100530/137575, 123 it/s) [12m8s:5m0s] 5.52x 73% |███████████████████ | (100592/137575, 123 it/s) [12m9s:5m0s] 5.52x 73% |███████████████████ | (100652/137575, 122 it/s) [12m9s:5m2s] 5.52x 73% |██████████████████ | (100712/137575, 121 it/s) [12m10s:5m3s] 5.52x 73% |██████████████████ | (100778/137575, 122 it/s) [12m10s:5m0s] 5.52x 73% |██████████████████ | (100841/137575, 122 it/s) [12m11s:4m59s] 5.52x 73% |██████████████████ | (100898/137575, 123 it/s) [12m11s:4m58s] 5.52x 73% |██████████████████ | (100958/137575, 123 it/s) [12m12s:4m58s] 5.52x 73% |██████████████████ | (101019/137575, 122 it/s) [12m12s:4m58s] 5.52x 73% |██████████████████ | (101079/137575, 122 it/s) [12m13s:4m58s] 5.52x 73% |██████████████████ | (101140/137575, 123 it/s) [12m13s:4m57s] 5.52x 73% |██████████████████ | (101201/137575, 123 it/s) [12m14s:4m56s] 5.52x 73% |██████████████████ | (101262/137575, 122 it/s) [12m14s:4m56s] 5.52x 73% |██████████████████ | (101327/137575, 123 it/s) [12m15s:4m55s] 5.52x 73% |██████████████████ | (101388/137575, 123 it/s) [12m15s:4m54s] 5.52x 73% |██████████████████ | (101450/137575, 123 it/s) [12m16s:4m54s] 5.51x 73% |██████████████████ | (101510/137575, 123 it/s) [12m16s:4m53s] 5.51x 73% |██████████████████ | (101573/137575, 123 it/s) [12m17s:4m51s] 5.51x 73% |██████████████████ | (101633/137575, 122 it/s) [12m17s:4m54s] 5.51x 73% |██████████████████ | (101694/137575, 122 it/s) [12m18s:4m53s] 5.51x 73% |██████████████████ | (101755/137575, 123 it/s) [12m18s:4m52s] 5.51x 74% |██████████████████ | (101815/137575, 122 it/s) [12m19s:4m52s] 5.51x 74% |██████████████████ | (101880/137575, 122 it/s) [12m19s:4m51s] 5.51x 74% |██████████████████ | (101938/137575, 123 it/s) [12m20s:4m50s] 5.51x 74% |██████████████████ | (102000/137575, 123 it/s) [12m20s:4m49s] 5.51x 74% |██████████████████ | (102061/137575, 122 it/s) [12m21s:4m51s] 5.51x 74% |██████████████████ | (102128/137575, 123 it/s) [12m21s:4m48s] 5.51x 74% |██████████████████ | (102186/137575, 123 it/s) [12m22s:4m48s] 5.51x 74% |██████████████████ | (102249/137575, 123 it/s) [12m22s:4m48s] 5.51x 74% |██████████████████ | (102309/137575, 123 it/s) [12m23s:4m47s] 5.51x 74% |██████████████████ | (102370/137575, 123 it/s) [12m23s:4m47s] 5.51x 74% |██████████████████ | (102430/137575, 122 it/s) [12m24s:4m46s] 5.51x 74% |██████████████████ | (102496/137575, 124 it/s) [12m24s:4m43s] 5.51x 74% |██████████████████ | (102558/137575, 124 it/s) [12m25s:4m42s] 5.51x 74% |██████████████████ | (102621/137575, 124 it/s) [12m25s:4m41s] 5.51x 74% |██████████████████ | (102680/137575, 124 it/s) [12m26s:4m42s] 5.51x 74% |██████████████████ | (102738/137575, 123 it/s) [12m26s:4m43s] 5.51x 74% |██████████████████ | (102803/137575, 123 it/s) [12m27s:4m43s] 5.51x 74% |██████████████████ | (102862/137575, 123 it/s) [12m27s:4m42s] 5.51x 74% |██████████████████ | (102928/137575, 124 it/s) [12m28s:4m40s] 5.51x 74% |██████████████████ | (102991/137575, 124 it/s) [12m28s:4m38s] 5.5x 74% |███████████████████ | (103051/137575, 124 it/s) [12m29s:4m38s] 5.5x 74% |███████████████████ | (103111/137575, 123 it/s) [12m29s:4m40s] 5.5x 74% |███████████████████ | (103175/137575, 123 it/s) [12m30s:4m39s] 5.5x 75% |███████████████████ | (103235/137575, 123 it/s) [12m30s:4m38s] 5.5x 75% |███████████████████ | (103297/137575, 123 it/s) [12m31s:4m39s] 5.5x 75% |███████████████████ | (103359/137575, 123 it/s) [12m31s:4m37s] 5.5x 75% |███████████████████ | (103421/137575, 124 it/s) [12m32s:4m35s] 5.5x 75% |███████████████████ | (103480/137575, 123 it/s) [12m32s:4m37s] 5.5x 75% |███████████████████ | (103539/137575, 123 it/s) [12m33s:4m36s] 5.5x 75% |███████████████████ | (103601/137575, 123 it/s) [12m33s:4m36s] 5.5x 75% |███████████████████ | (103662/137575, 122 it/s) [12m34s:4m37s] 5.5x 75% |███████████████████ | (103725/137575, 122 it/s) [12m34s:4m37s] 5.5x 75% |███████████████████ | (103786/137575, 122 it/s) [12m35s:4m36s] 5.5x 75% |███████████████████ | (103851/137575, 123 it/s) [12m35s:4m33s] 5.5x 75% |███████████████████ | (103909/137575, 123 it/s) [12m36s:4m33s] 5.5x 75% |███████████████████ | (103971/137575, 122 it/s) [12m36s:4m34s] 5.5x 75% |███████████████████ | (104035/137575, 123 it/s) [12m37s:4m32s] 5.5x 75% |███████████████████ | (104093/137575, 122 it/s) [12m37s:4m34s] 5.5x 75% |███████████████████ | (104155/137575, 122 it/s) [12m38s:4m33s] 5.5x 75% |███████████████████ | (104214/137575, 122 it/s) [12m38s:4m33s] 5.5x 75% |███████████████████ | (104274/137575, 122 it/s) [12m39s:4m33s] 5.5x 75% |███████████████████ | (104336/137575, 122 it/s) [12m39s:4m31s] 5.5x 75% |███████████████████ | (104396/137575, 122 it/s) [12m40s:4m30s] 5.5x 75% |███████████████████ | (104457/137575, 122 it/s) [12m40s:4m30s] 5.49x 75% |██████████████████ | (104515/137575, 121 it/s) [12m41s:4m32s] 5.49x 76% |███████████████████ | (104573/137575, 121 it/s) [12m41s:4m32s] 5.49x 76% |███████████████████ | (104637/137575, 121 it/s) [12m42s:4m31s] 5.49x 76% |███████████████████ | (104697/137575, 120 it/s) [12m42s:4m33s] 5.49x 76% |███████████████████ | (104762/137575, 121 it/s) [12m43s:4m30s] 5.49x 76% |███████████████████ | (104822/137575, 121 it/s) [12m43s:4m31s] 5.49x 76% |███████████████████ | (104892/137575, 123 it/s) [12m44s:4m25s] 5.49x 76% |███████████████████ | (104952/137575, 123 it/s) [12m44s:4m25s] 5.49x 76% |███████████████████ | (105017/137575, 124 it/s) [12m45s:4m23s] 5.49x 76% |███████████████████ | (105076/137575, 124 it/s) [12m45s:4m23s] 5.49x 76% |███████████████████ | (105134/137575, 123 it/s) [12m46s:4m23s] 5.49x 76% |███████████████████ | (105196/137575, 124 it/s) [12m46s:4m21s] 5.49x 76% |███████████████████ | (105257/137575, 124 it/s) [12m47s:4m21s] 5.49x 76% |███████████████████ | (105316/137575, 124 it/s) [12m47s:4m20s] 5.49x 76% |███████████████████ | (105381/137575, 124 it/s) [12m48s:4m19s] 5.49x 76% |███████████████████ | (105439/137575, 123 it/s) [12m48s:4m22s] 5.49x 76% |███████████████████ | (105498/137575, 123 it/s) [12m49s:4m21s] 5.49x 76% |███████████████████ | (105560/137575, 123 it/s) [12m49s:4m20s] 5.49x 76% |███████████████████ | (105619/137575, 120 it/s) [12m50s:4m25s] 5.49x 76% |███████████████████ | (105685/137575, 120 it/s) [12m50s:4m24s] 5.49x 76% |███████████████████ | (105742/137575, 121 it/s) [12m51s:4m23s] 5.49x 76% |███████████████████ | (105804/137575, 120 it/s) [12m51s:4m24s] 5.49x 76% |███████████████████ | (105867/137575, 121 it/s) [12m52s:4m21s] 5.49x 76% |███████████████████ | (105930/137575, 122 it/s) [12m52s:4m19s] 5.49x 77% |███████████████████ | (105988/137575, 122 it/s) [12m53s:4m18s] 5.49x 77% |███████████████████ | (106050/137575, 122 it/s) [12m53s:4m19s] 5.48x 77% 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125 it/s) [13m0s:4m5s] 5.48x 77% |████████████████████ | (106980/137575, 125 it/s) [13m1s:4m4s] 5.48x 77% |████████████████████ | (107044/137575, 125 it/s) [13m1s:4m4s] 5.48x 77% |████████████████████ | (107111/137575, 125 it/s) [13m2s:4m3s] 5.48x 77% |████████████████████ | (107169/137575, 124 it/s) [13m2s:4m4s] 5.48x 77% |████████████████████ | (107231/137575, 124 it/s) [13m3s:4m5s] 5.48x 77% |████████████████████ | (107287/137575, 124 it/s) [13m3s:4m4s] 5.48x 78% |█████████████████████ | (107352/137575, 123 it/s) [13m4s:4m6s] 5.48x 78% |█████████████████████ | (107412/137575, 123 it/s) [13m4s:4m5s] 5.48x 78% |█████████████████████ | (107476/137575, 122 it/s) [13m5s:4m7s] 5.48x 78% |█████████████████████ | (107536/137575, 122 it/s) [13m5s:4m6s] 5.48x 78% |█████████████████████ | (107599/137575, 122 it/s) [13m6s:4m6s] 5.48x 78% |█████████████████████ | (107656/137575, 122 it/s) [13m6s:4m4s] 5.48x 78% |█████████████████████ | (107715/137575, 122 it/s) [13m7s:4m4s] 5.48x 78% |█████████████████████ | (107783/137575, 122 it/s) [13m7s:4m4s] 5.48x 78% |█████████████████████ | (107840/137575, 122 it/s) [13m8s:4m4s] 5.47x 78% |█████████████████████ | (107908/137575, 123 it/s) [13m8s:4m0s] 5.47x 78% |█████████████████████ | (107964/137575, 121 it/s) [13m9s:4m4s] 5.47x 78% |█████████████████████ | (108027/137575, 122 it/s) [13m9s:4m1s] 5.47x 78% |████████████████████ | (108086/137575, 122 it/s) [13m10s:4m2s] 5.47x 78% |███████████████████ | (108151/137575, 123 it/s) [13m10s:3m59s] 5.47x 78% |███████████████████ | (108215/137575, 123 it/s) [13m11s:3m59s] 5.47x 78% |███████████████████ | (108277/137575, 123 it/s) [13m11s:3m58s] 5.47x 78% |███████████████████ | (108338/137575, 123 it/s) [13m12s:3m57s] 5.47x 78% |███████████████████ | (108400/137575, 124 it/s) [13m12s:3m55s] 5.47x 78% |███████████████████ | (108461/137575, 124 it/s) [13m13s:3m55s] 5.47x 78% |███████████████████ | (108524/137575, 124 it/s) [13m13s:3m53s] 5.47x 78% |███████████████████ | (108587/137575, 124 it/s) [13m14s:3m53s] 5.47x 78% |███████████████████ | (108649/137575, 124 it/s) [13m14s:3m52s] 5.47x 79% |███████████████████ | (108706/137575, 122 it/s) [13m15s:3m56s] 5.47x 79% |███████████████████ | (108769/137575, 122 it/s) [13m15s:3m55s] 5.47x 79% |███████████████████ | (108832/137575, 123 it/s) [13m16s:3m52s] 5.47x 79% |███████████████████ | (108894/137575, 123 it/s) [13m16s:3m52s] 5.47x 79% |███████████████████ | (108954/137575, 123 it/s) [13m17s:3m51s] 5.47x 79% |███████████████████ | (109016/137575, 123 it/s) [13m17s:3m51s] 5.47x 79% |███████████████████ | (109079/137575, 123 it/s) [13m18s:3m51s] 5.47x 79% |███████████████████ | (109135/137575, 123 it/s) [13m18s:3m51s] 5.47x 79% |███████████████████ | (109199/137575, 122 it/s) [13m19s:3m51s] 5.47x 79% |███████████████████ | (109263/137575, 122 it/s) [13m19s:3m51s] 5.47x 79% |███████████████████ | (109327/137575, 123 it/s) [13m20s:3m50s] 5.47x 79% |███████████████████ | (109390/137575, 123 it/s) [13m20s:3m49s] 5.47x 79% |███████████████████ | (109448/137575, 122 it/s) [13m21s:3m50s] 5.47x 79% |███████████████████ | (109509/137575, 122 it/s) [13m21s:3m50s] 5.47x 79% |███████████████████ | (109564/137575, 122 it/s) [13m22s:3m50s] 5.46x 79% |███████████████████ | (109627/137575, 121 it/s) [13m22s:3m50s] 5.46x 79% |███████████████████ | (109687/137575, 121 it/s) [13m23s:3m49s] 5.46x 79% |███████████████████ | (109748/137575, 121 it/s) [13m23s:3m49s] 5.46x 79% |███████████████████ | (109812/137575, 121 it/s) [13m24s:3m49s] 5.46x 79% |███████████████████ | (109874/137575, 122 it/s) [13m24s:3m47s] 5.46x 79% |███████████████████ | (109938/137575, 122 it/s) [13m25s:3m46s] 5.46x 79% |███████████████████ | (109999/137575, 122 it/s) [13m25s:3m46s] 5.46x 80% |████████████████████ | (110063/137575, 123 it/s) [13m26s:3m44s] 5.46x 80% |████████████████████ | (110122/137575, 122 it/s) [13m26s:3m45s] 5.46x 80% |████████████████████ | (110186/137575, 122 it/s) [13m27s:3m45s] 5.46x 80% |████████████████████ | (110245/137575, 122 it/s) [13m27s:3m44s] 5.46x 80% |████████████████████ | (110309/137575, 122 it/s) [13m28s:3m42s] 5.46x 80% |████████████████████ | (110370/137575, 122 it/s) [13m28s:3m42s] 5.46x 80% |████████████████████ | (110431/137575, 124 it/s) [13m29s:3m39s] 5.46x 80% |████████████████████ | (110495/137575, 124 it/s) [13m29s:3m38s] 5.46x 80% |████████████████████ | (110562/137575, 124 it/s) [13m30s:3m38s] 5.46x 80% |████████████████████ | (110626/137575, 125 it/s) [13m30s:3m35s] 5.46x 80% |████████████████████ | (110688/137575, 125 it/s) [13m31s:3m35s] 5.46x 80% |████████████████████ | (110754/137575, 125 it/s) [13m31s:3m34s] 5.46x 80% |████████████████████ | (110815/137575, 125 it/s) [13m32s:3m34s] 5.46x 80% |████████████████████ | (110880/137575, 126 it/s) [13m32s:3m32s] 5.46x 80% |████████████████████ | (110940/137575, 125 it/s) [13m33s:3m32s] 5.46x 80% |████████████████████ | (111004/137575, 126 it/s) [13m33s:3m31s] 5.46x 80% |████████████████████ | (111067/137575, 126 it/s) [13m34s:3m31s] 5.46x 80% |████████████████████ | (111130/137575, 126 it/s) [13m34s:3m29s] 5.46x 80% |████████████████████ | (111195/137575, 127 it/s) [13m35s:3m28s] 5.46x 80% |████████████████████ | (111257/137575, 127 it/s) [13m35s:3m27s] 5.46x 80% |████████████████████ | (111319/137575, 126 it/s) [13m36s:3m27s] 5.46x 80% |████████████████████ | (111383/137575, 126 it/s) [13m36s:3m27s] 5.46x 81% |████████████████████ | (111443/137575, 126 it/s) [13m37s:3m27s] 5.46x 81% |████████████████████ | (111504/137575, 126 it/s) [13m37s:3m27s] 5.46x 81% |████████████████████ | (111563/137575, 126 it/s) [13m38s:3m26s] 5.46x 81% |████████████████████ | (111623/137575, 124 it/s) [13m38s:3m28s] 5.46x 81% |████████████████████ | (111688/137575, 124 it/s) [13m39s:3m28s] 5.45x 81% |████████████████████ | (111751/137575, 125 it/s) [13m39s:3m26s] 5.45x 81% |████████████████████ | (111811/137575, 124 it/s) [13m40s:3m27s] 5.45x 81% |████████████████████ | (111872/137575, 124 it/s) [13m40s:3m26s] 5.45x 81% |████████████████████ | (111930/137575, 123 it/s) [13m41s:3m28s] 5.45x 81% |████████████████████ | (111990/137575, 123 it/s) [13m41s:3m28s] 5.45x 81% |████████████████████ | (112053/137575, 122 it/s) [13m42s:3m28s] 5.45x 81% |████████████████████ | (112114/137575, 122 it/s) [13m42s:3m28s] 5.45x 81% |████████████████████ | (112178/137575, 122 it/s) [13m43s:3m28s] 5.45x 81% |████████████████████ | (112234/137575, 121 it/s) [13m43s:3m29s] 5.45x 81% |████████████████████ | (112299/137575, 122 it/s) [13m44s:3m27s] 5.45x 81% |████████████████████ | (112358/137575, 122 it/s) [13m44s:3m26s] 5.45x 81% |████████████████████ | (112421/137575, 122 it/s) [13m45s:3m26s] 5.45x 81% |████████████████████ | (112484/137575, 122 it/s) [13m45s:3m24s] 5.45x 81% |████████████████████ | (112542/137575, 122 it/s) [13m46s:3m25s] 5.45x 81% |████████████████████ | (112601/137575, 122 it/s) [13m46s:3m25s] 5.45x 81% |████████████████████ | (112664/137575, 122 it/s) [13m47s:3m23s] 5.45x 81% |████████████████████ | (112727/137575, 123 it/s) [13m47s:3m22s] 5.45x 81% |████████████████████ | (112789/137575, 123 it/s) [13m48s:3m21s] 5.45x 82% |████████████████████ | (112850/137575, 123 it/s) [13m48s:3m21s] 5.45x 82% |████████████████████ | (112911/137575, 123 it/s) [13m49s:3m20s] 5.45x 82% |████████████████████ | (112975/137575, 123 it/s) [13m49s:3m20s] 5.45x 82% |████████████████████ | (113037/137575, 123 it/s) [13m50s:3m18s] 5.45x 82% |████████████████████ | (113103/137575, 124 it/s) [13m50s:3m17s] 5.45x 82% |████████████████████ | (113163/137575, 123 it/s) [13m51s:3m17s] 5.45x 82% |████████████████████ | (113229/137575, 123 it/s) [13m51s:3m17s] 5.45x 82% |████████████████████ | (113295/137575, 125 it/s) [13m52s:3m14s] 5.45x 82% |████████████████████ | (113354/137575, 125 it/s) [13m52s:3m14s] 5.45x 82% |████████████████████ | (113418/137575, 125 it/s) [13m53s:3m13s] 5.45x 82% |████████████████████ | (113481/137575, 125 it/s) [13m53s:3m13s] 5.45x 82% |████████████████████ | (113548/137575, 126 it/s) [13m54s:3m11s] 5.45x 82% |████████████████████ | (113605/137575, 126 it/s) [13m54s:3m10s] 5.45x 82% |████████████████████ | (113669/137575, 126 it/s) [13m55s:3m10s] 5.45x 82% |████████████████████ | (113726/137575, 125 it/s) [13m55s:3m11s] 5.44x 82% |████████████████████ | (113787/137575, 125 it/s) [13m56s:3m10s] 5.44x 82% |████████████████████ | (113846/137575, 124 it/s) [13m56s:3m11s] 5.44x 82% |████████████████████ | (113910/137575, 124 it/s) [13m57s:3m10s] 5.44x 82% |████████████████████ | (113972/137575, 123 it/s) [13m57s:3m11s] 5.44x 82% |████████████████████ | (114029/137575, 123 it/s) [13m58s:3m10s] 5.44x 82% |████████████████████ | (114091/137575, 123 it/s) [13m58s:3m10s] 5.44x 82% |████████████████████ | (114151/137575, 122 it/s) [13m59s:3m11s] 5.44x 83% |████████████████████ | (114209/137575, 122 it/s) [13m59s:3m11s] 5.44x 83% |█████████████████████ | (114272/137575, 122 it/s) [14m0s:3m11s] 5.44x 83% |█████████████████████ | (114335/137575, 121 it/s) [14m0s:3m11s] 5.44x 83% |█████████████████████ | (114393/137575, 121 it/s) [14m1s:3m12s] 5.44x 83% |█████████████████████ | (114454/137575, 121 it/s) [14m1s:3m10s] 5.44x 83% |██████████████████████ | (114520/137575, 123 it/s) [14m2s:3m8s] 5.44x 83% |██████████████████████ | (114583/137575, 122 it/s) [14m2s:3m7s] 5.44x 83% |██████████████████████ | (114646/137575, 123 it/s) [14m3s:3m6s] 5.44x 83% |██████████████████████ | (114706/137575, 123 it/s) [14m3s:3m6s] 5.44x 83% |██████████████████████ | (114769/137575, 123 it/s) [14m4s:3m6s] 5.44x 83% |██████████████████████ | (114827/137575, 123 it/s) [14m4s:3m5s] 5.44x 83% |██████████████████████ | (114890/137575, 124 it/s) [14m5s:3m3s] 5.44x 83% |██████████████████████ | (114945/137575, 122 it/s) [14m5s:3m5s] 5.44x 83% |██████████████████████ | (115006/137575, 122 it/s) [14m6s:3m4s] 5.44x 83% |██████████████████████ | (115071/137575, 122 it/s) [14m6s:3m4s] 5.44x 83% |██████████████████████ | (115128/137575, 122 it/s) [14m7s:3m4s] 5.44x 83% |██████████████████████ | (115188/137575, 122 it/s) [14m7s:3m3s] 5.44x 83% |██████████████████████ | (115247/137575, 120 it/s) [14m8s:3m5s] 5.44x 83% |██████████████████████ | (115306/137575, 120 it/s) [14m8s:3m6s] 5.44x 83% |██████████████████████ | (115371/137575, 120 it/s) [14m9s:3m4s] 5.44x 83% |██████████████████████ | (115427/137575, 119 it/s) [14m9s:3m5s] 5.43x 83% |█████████████████████ | (115486/137575, 119 it/s) [14m10s:3m5s] 5.43x 83% |█████████████████████ | (115547/137575, 119 it/s) [14m10s:3m5s] 5.43x 84% |█████████████████████ | (115612/137575, 121 it/s) [14m11s:3m2s] 5.43x 84% |█████████████████████ | (115668/137575, 119 it/s) [14m11s:3m3s] 5.43x 84% |█████████████████████ | (115731/137575, 119 it/s) [14m12s:3m3s] 5.43x 84% |█████████████████████ | (115792/137575, 120 it/s) [14m12s:3m1s] 5.43x 84% |█████████████████████ | (115848/137575, 119 it/s) [14m13s:3m2s] 5.43x 84% |█████████████████████ | (115903/137575, 119 it/s) [14m13s:3m2s] 5.43x 84% |█████████████████████ | (115965/137575, 119 it/s) [14m14s:3m1s] 5.43x 84% |█████████████████████ | (116023/137575, 118 it/s) [14m14s:3m3s] 5.43x 84% |█████████████████████ | (116077/137575, 117 it/s) [14m15s:3m3s] 5.43x 84% |█████████████████████ | (116137/137575, 117 it/s) [14m15s:3m2s] 5.43x 84% |█████████████████████ | (116194/137575, 117 it/s) [14m16s:3m2s] 5.43x 84% |█████████████████████ | (116256/137575, 117 it/s) [14m16s:3m1s] 5.43x 84% |█████████████████████ | (116316/137575, 117 it/s) [14m17s:3m1s] 5.43x 84% |█████████████████████ | (116374/137575, 116 it/s) [14m17s:3m2s] 5.43x 84% |█████████████████████ | (116431/137575, 116 it/s) [14m18s:3m2s] 5.43x 84% |█████████████████████ | (116493/137575, 117 it/s) [14m18s:3m0s] 5.43x 84% |█████████████████████ | (116554/137575, 116 it/s) [14m19s:3m0s] 5.43x 84% |█████████████████████ | (116614/137575, 116 it/s) [14m19s:2m59s] 5.43x 84% |█████████████████████ | (116677/137575, 118 it/s) [14m20s:2m57s] 5.43x 84% |█████████████████████ | (116741/137575, 119 it/s) [14m20s:2m54s] 5.43x 84% |█████████████████████ | (116804/137575, 120 it/s) [14m21s:2m53s] 5.43x 84% |█████████████████████ | (116864/137575, 120 it/s) [14m21s:2m52s] 5.43x 84% |█████████████████████ | (116926/137575, 122 it/s) [14m22s:2m49s] 5.43x 85% |█████████████████████ | (116986/137575, 122 it/s) [14m22s:2m49s] 5.42x 85% |█████████████████████ | (117043/137575, 121 it/s) [14m23s:2m49s] 5.42x 85% |█████████████████████ | (117105/137575, 122 it/s) [14m23s:2m48s] 5.42x 85% |█████████████████████ | (117167/137575, 122 it/s) [14m24s:2m47s] 5.42x 85% |█████████████████████ | (117220/137575, 121 it/s) [14m24s:2m47s] 5.42x 85% |█████████████████████ | (117286/137575, 122 it/s) [14m25s:2m45s] 5.42x 85% |█████████████████████ | (117346/137575, 122 it/s) [14m25s:2m45s] 5.42x 85% |█████████████████████ | (117410/137575, 123 it/s) [14m26s:2m44s] 5.42x 85% |█████████████████████ | (117470/137575, 122 it/s) [14m26s:2m45s] 5.42x 85% |█████████████████████ | (117526/137575, 120 it/s) [14m27s:2m46s] 5.42x 85% |█████████████████████ | (117588/137575, 120 it/s) [14m27s:2m46s] 5.42x 85% |█████████████████████ | (117651/137575, 121 it/s) [14m28s:2m45s] 5.42x 85% |█████████████████████ | (117710/137575, 120 it/s) [14m28s:2m45s] 5.42x 85% |█████████████████████ | (117772/137575, 121 it/s) [14m29s:2m44s] 5.42x 85% |█████████████████████ | (117826/137575, 120 it/s) [14m29s:2m44s] 5.42x 85% |█████████████████████ | (117885/137575, 119 it/s) [14m30s:2m45s] 5.42x 85% |█████████████████████ | (117948/137575, 119 it/s) [14m30s:2m44s] 5.42x 85% |█████████████████████ | (118015/137575, 121 it/s) [14m31s:2m41s] 5.42x 85% |█████████████████████ | (118076/137575, 120 it/s) [14m31s:2m42s] 5.42x 85% |█████████████████████ | (118139/137575, 120 it/s) [14m32s:2m42s] 5.42x 85% |█████████████████████ | (118199/137575, 120 it/s) [14m32s:2m41s] 5.42x 85% |█████████████████████ | (118261/137575, 120 it/s) [14m33s:2m40s] 5.42x 86% |█████████████████████ | (118322/137575, 121 it/s) [14m33s:2m38s] 5.42x 86% |█████████████████████ | (118383/137575, 121 it/s) [14m34s:2m38s] 5.42x 86% |█████████████████████ | (118446/137575, 122 it/s) [14m34s:2m37s] 5.42x 86% |█████████████████████ | (118507/137575, 121 it/s) [14m35s:2m37s] 5.42x 86% |█████████████████████ | (118566/137575, 122 it/s) [14m35s:2m35s] 5.42x 86% |█████████████████████ | (118632/137575, 122 it/s) [14m36s:2m34s] 5.42x 86% |█████████████████████ | (118684/137575, 122 it/s) [14m36s:2m34s] 5.42x 86% |█████████████████████ | (118750/137575, 123 it/s) [14m37s:2m33s] 5.42x 86% |█████████████████████ | (118808/137575, 122 it/s) [14m37s:2m33s] 5.42x 86% |█████████████████████ | (118867/137575, 121 it/s) [14m38s:2m34s] 5.41x 86% |█████████████████████ | (118926/137575, 121 it/s) [14m38s:2m33s] 5.41x 86% |█████████████████████ | (118987/137575, 121 it/s) [14m39s:2m33s] 5.41x 86% |█████████████████████ | (119044/137575, 120 it/s) [14m39s:2m33s] 5.41x 86% |█████████████████████ | (119104/137575, 120 it/s) [14m40s:2m33s] 5.41x 86% |█████████████████████ | (119163/137575, 119 it/s) [14m40s:2m34s] 5.41x 86% |█████████████████████ | (119220/137575, 119 it/s) [14m41s:2m33s] 5.41x 86% |█████████████████████ | (119287/137575, 120 it/s) [14m41s:2m33s] 5.41x 86% |█████████████████████ | (119340/137575, 120 it/s) [14m42s:2m32s] 5.41x 86% |█████████████████████ | (119404/137575, 119 it/s) [14m42s:2m32s] 5.41x 86% |█████████████████████ | (119466/137575, 120 it/s) [14m43s:2m30s] 5.41x 86% |█████████████████████ | (119526/137575, 120 it/s) [14m43s:2m30s] 5.41x 86% |█████████████████████ | (119588/137575, 119 it/s) [14m44s:2m31s] 5.41x 86% |█████████████████████ | (119649/137575, 120 it/s) [14m44s:2m29s] 5.41x 87% |█████████████████████ | (119710/137575, 120 it/s) [14m45s:2m29s] 5.41x 87% |█████████████████████ | (119770/137575, 120 it/s) [14m45s:2m28s] 5.41x 87% |█████████████████████ | (119835/137575, 121 it/s) [14m46s:2m26s] 5.41x 87% |█████████████████████ | (119892/137575, 121 it/s) [14m46s:2m26s] 5.41x 87% |█████████████████████ | (119958/137575, 121 it/s) [14m47s:2m25s] 5.41x 87% |█████████████████████ | (120019/137575, 122 it/s) [14m47s:2m24s] 5.41x 87% |█████████████████████ | (120081/137575, 122 it/s) [14m48s:2m23s] 5.41x 87% |█████████████████████ | (120143/137575, 122 it/s) [14m48s:2m22s] 5.41x 87% |█████████████████████ | (120207/137575, 122 it/s) [14m49s:2m22s] 5.41x 87% |█████████████████████ | (120267/137575, 123 it/s) [14m49s:2m20s] 5.41x 87% |█████████████████████ | (120328/137575, 123 it/s) [14m50s:2m20s] 5.41x 87% |█████████████████████ | (120393/137575, 123 it/s) [14m50s:2m20s] 5.41x 87% |█████████████████████ | (120455/137575, 123 it/s) [14m51s:2m18s] 5.41x 87% |█████████████████████ | (120513/137575, 123 it/s) [14m51s:2m19s] 5.41x 87% |█████████████████████ | (120576/137575, 123 it/s) [14m52s:2m18s] 5.41x 87% |█████████████████████ | (120644/137575, 123 it/s) [14m52s:2m17s] 5.41x 87% |█████████████████████ | (120704/137575, 123 it/s) [14m53s:2m17s] 5.41x 87% |█████████████████████ | (120761/137575, 123 it/s) [14m53s:2m16s] 5.41x 87% |█████████████████████ | (120824/137575, 123 it/s) [14m54s:2m16s] 5.41x 87% |█████████████████████ | (120886/137575, 123 it/s) [14m54s:2m15s] 5.41x 87% |█████████████████████ | (120950/137575, 123 it/s) [14m55s:2m15s] 5.4x 87% |██████████████████████ | (121013/137575, 123 it/s) [14m55s:2m14s] 5.4x 88% |██████████████████████ | (121073/137575, 123 it/s) [14m56s:2m14s] 5.4x 88% |██████████████████████ | (121134/137575, 123 it/s) [14m57s:2m13s] 5.4x 88% |██████████████████████ | (121194/137575, 123 it/s) [14m57s:2m13s] 5.4x 88% |██████████████████████ | (121254/137575, 122 it/s) [14m58s:2m13s] 5.4x 88% |██████████████████████ | (121314/137575, 122 it/s) [14m58s:2m13s] 5.4x 88% |██████████████████████ | (121377/137575, 123 it/s) [14m59s:2m11s] 5.4x 88% |██████████████████████ | (121438/137575, 122 it/s) [14m59s:2m11s] 5.4x 88% |███████████████████████ | (121497/137575, 121 it/s) [15m0s:2m12s] 5.4x 88% |███████████████████████ | (121556/137575, 121 it/s) [15m0s:2m12s] 5.4x 88% |███████████████████████ | (121616/137575, 122 it/s) [15m1s:2m10s] 5.4x 88% |███████████████████████ | (121676/137575, 121 it/s) [15m1s:2m11s] 5.4x 88% |███████████████████████ | (121736/137575, 121 it/s) [15m2s:2m10s] 5.4x 88% |███████████████████████ | (121797/137575, 121 it/s) [15m2s:2m10s] 5.4x 88% |███████████████████████ | (121852/137575, 119 it/s) [15m3s:2m12s] 5.4x 88% |███████████████████████ | (121917/137575, 120 it/s) [15m3s:2m10s] 5.4x 88% |████████████████████████ | (121979/137575, 120 it/s) [15m4s:2m9s] 5.4x 88% |████████████████████████ | (122039/137575, 120 it/s) [15m4s:2m9s] 5.4x 88% |████████████████████████ | (122103/137575, 120 it/s) [15m5s:2m8s] 5.4x 88% |████████████████████████ | (122162/137575, 120 it/s) [15m5s:2m8s] 5.4x 88% |████████████████████████ | (122221/137575, 120 it/s) [15m6s:2m7s] 5.4x 88% |████████████████████████ | (122283/137575, 121 it/s) [15m6s:2m6s] 5.4x 88% |████████████████████████ | (122342/137575, 121 it/s) [15m7s:2m6s] 5.4x 88% |████████████████████████ | (122406/137575, 121 it/s) [15m7s:2m4s] 5.4x 89% |████████████████████████ | (122469/137575, 122 it/s) [15m8s:2m3s] 5.4x 89% |████████████████████████ | (122532/137575, 124 it/s) [15m8s:2m1s] 5.4x 89% |████████████████████████ | (122592/137575, 122 it/s) [15m9s:2m2s] 5.4x 89% |████████████████████████ | (122655/137575, 122 it/s) [15m9s:2m1s] 5.4x 89% |████████████████████████ | (122713/137575, 122 it/s) [15m10s:2m1s] 5.4x 89% |████████████████████████ | (122774/137575, 122 it/s) [15m10s:2m1s] 5.4x 89% |████████████████████████ | (122833/137575, 122 it/s) [15m11s:2m1s] 5.4x 89% |████████████████████████ | (122894/137575, 122 it/s) [15m11s:2m0s] 5.4x 89% |███████████████████████ | (122957/137575, 122 it/s) [15m12s:1m59s] 5.39x 89% |██████████████████████ | (123021/137575, 122 it/s) [15m12s:1m58s] 5.39x 89% |██████████████████████ | (123084/137575, 123 it/s) [15m13s:1m58s] 5.39x 89% 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|██████████████████████ | (123940/137575, 123 it/s) [15m20s:1m51s] 5.39x 90% |██████████████████████ | (124000/137575, 123 it/s) [15m20s:1m50s] 5.39x 90% |██████████████████████ | (124059/137575, 121 it/s) [15m21s:1m51s] 5.39x 90% |██████████████████████ | (124118/137575, 121 it/s) [15m21s:1m51s] 5.39x 90% |██████████████████████ | (124178/137575, 121 it/s) [15m22s:1m50s] 5.39x 90% |██████████████████████ | (124237/137575, 121 it/s) [15m22s:1m50s] 5.39x 90% |██████████████████████ | (124300/137575, 120 it/s) [15m23s:1m50s] 5.39x 90% |██████████████████████ | (124359/137575, 119 it/s) [15m23s:1m50s] 5.39x 90% |██████████████████████ | (124420/137575, 119 it/s) [15m24s:1m50s] 5.39x 90% |██████████████████████ | (124480/137575, 119 it/s) [15m24s:1m49s] 5.39x 90% |██████████████████████ | (124543/137575, 120 it/s) [15m25s:1m48s] 5.39x 90% |██████████████████████ | (124601/137575, 120 it/s) [15m25s:1m48s] 5.39x 90% |██████████████████████ | (124660/137575, 120 it/s) [15m26s:1m47s] 5.39x 90% |██████████████████████ | (124725/137575, 121 it/s) [15m26s:1m46s] 5.39x 90% |██████████████████████ | (124790/137575, 122 it/s) [15m27s:1m44s] 5.39x 90% |██████████████████████ | (124853/137575, 122 it/s) [15m27s:1m44s] 5.39x 90% |██████████████████████ | (124913/137575, 122 it/s) [15m28s:1m43s] 5.39x 90% |██████████████████████ | (124972/137575, 122 it/s) [15m28s:1m43s] 5.39x 90% |██████████████████████ | (125037/137575, 123 it/s) [15m29s:1m42s] 5.39x 90% |██████████████████████ | (125096/137575, 123 it/s) [15m29s:1m41s] 5.39x 90% |██████████████████████ | (125160/137575, 124 it/s) [15m30s:1m40s] 5.39x 91% |██████████████████████ | (125219/137575, 123 it/s) [15m30s:1m40s] 5.38x 91% |██████████████████████ | (125280/137575, 123 it/s) [15m31s:1m39s] 5.38x 91% |██████████████████████ | (125341/137575, 124 it/s) [15m31s:1m38s] 5.38x 91% |██████████████████████ | (125401/137575, 123 it/s) [15m32s:1m39s] 5.38x 91% |██████████████████████ | (125462/137575, 122 it/s) [15m32s:1m39s] 5.38x 91% 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5.38x 92% |███████████████████████ | (127098/137575, 123 it/s) [15m46s:1m25s] 5.38x 92% |███████████████████████ | (127160/137575, 122 it/s) [15m46s:1m25s] 5.38x 92% |███████████████████████ | (127226/137575, 124 it/s) [15m47s:1m23s] 5.38x 92% |███████████████████████ | (127284/137575, 124 it/s) [15m47s:1m22s] 5.38x 92% |███████████████████████ | (127345/137575, 123 it/s) [15m48s:1m22s] 5.37x 92% |███████████████████████ | (127406/137575, 123 it/s) [15m48s:1m22s] 5.37x 92% |███████████████████████ | (127465/137575, 123 it/s) [15m49s:1m22s] 5.37x 92% |███████████████████████ | (127527/137575, 124 it/s) [15m49s:1m21s] 5.37x 92% |███████████████████████ | (127590/137575, 124 it/s) [15m50s:1m20s] 5.37x 92% |███████████████████████ | (127652/137575, 125 it/s) [15m50s:1m19s] 5.37x 92% |███████████████████████ | (127713/137575, 125 it/s) [15m51s:1m18s] 5.37x 92% |███████████████████████ | (127773/137575, 124 it/s) [15m51s:1m18s] 5.37x 92% |███████████████████████ | (127831/137575, 123 it/s) [15m52s:1m19s] 5.37x 92% |███████████████████████ | (127890/137575, 122 it/s) [15m52s:1m19s] 5.37x 93% |███████████████████████ | (127951/137575, 122 it/s) [15m53s:1m18s] 5.37x 93% |███████████████████████ | (128014/137575, 121 it/s) [15m53s:1m18s] 5.37x 93% |███████████████████████ | (128072/137575, 121 it/s) [15m54s:1m18s] 5.37x 93% |███████████████████████ | (128132/137575, 121 it/s) [15m54s:1m17s] 5.37x 93% |███████████████████████ | (128192/137575, 121 it/s) [15m55s:1m17s] 5.37x 93% |███████████████████████ | (128254/137575, 121 it/s) [15m55s:1m16s] 5.37x 93% |███████████████████████ | (128314/137575, 121 it/s) [15m56s:1m16s] 5.37x 93% |███████████████████████ | (128380/137575, 121 it/s) [15m56s:1m16s] 5.37x 93% |███████████████████████ | (128442/137575, 121 it/s) [15m57s:1m15s] 5.37x 93% |███████████████████████ | (128505/137575, 121 it/s) [15m57s:1m14s] 5.37x 93% |███████████████████████ | (128569/137575, 122 it/s) [15m58s:1m14s] 5.37x 93% |███████████████████████ | (128625/137575, 121 it/s) [15m58s:1m13s] 5.37x 93% |███████████████████████ | (128688/137575, 122 it/s) [15m59s:1m12s] 5.37x 93% |███████████████████████ | (128748/137575, 122 it/s) [15m59s:1m12s] 5.37x 93% |████████████████████████ | (128803/137575, 120 it/s) [16m0s:1m12s] 5.37x 93% |████████████████████████ | (128861/137575, 120 it/s) [16m0s:1m12s] 5.37x 93% |████████████████████████ | (128915/137575, 120 it/s) [16m1s:1m12s] 5.37x 93% |████████████████████████ | (128976/137575, 120 it/s) [16m1s:1m11s] 5.37x 93% |████████████████████████ | (129037/137575, 119 it/s) [16m2s:1m11s] 5.37x 93% |████████████████████████ | (129095/137575, 119 it/s) [16m2s:1m11s] 5.37x 93% |████████████████████████ | (129152/137575, 118 it/s) [16m3s:1m11s] 5.37x 93% |████████████████████████ | (129211/137575, 118 it/s) [16m3s:1m11s] 5.37x 93% |████████████████████████ | (129271/137575, 117 it/s) [16m4s:1m11s] 5.37x 94% |█████████████████████████ | (129333/137575, 118 it/s) [16m4s:1m9s] 5.37x 94% |█████████████████████████ | (129391/137575, 117 it/s) [16m5s:1m9s] 5.36x 94% |█████████████████████████ | (129450/137575, 117 it/s) [16m5s:1m9s] 5.36x 94% |█████████████████████████ | (129514/137575, 119 it/s) [16m6s:1m8s] 5.36x 94% |█████████████████████████ | (129573/137575, 119 it/s) [16m6s:1m7s] 5.36x 94% |█████████████████████████ | (129635/137575, 119 it/s) [16m7s:1m6s] 5.36x 94% |█████████████████████████ | (129700/137575, 121 it/s) [16m7s:1m5s] 5.36x 94% |█████████████████████████ | (129761/137575, 121 it/s) [16m8s:1m4s] 5.36x 94% |█████████████████████████ | (129820/137575, 121 it/s) [16m8s:1m4s] 5.36x 94% |█████████████████████████ | (129887/137575, 122 it/s) [16m9s:1m3s] 5.36x 94% |█████████████████████████ | (129951/137575, 123 it/s) [16m9s:1m2s] 5.36x 94% |████████████████████████ | (130009/137575, 123 it/s) [16m10s:1m1s] 5.36x 94% |████████████████████████ | (130074/137575, 123 it/s) [16m10s:1m1s] 5.36x 94% |████████████████████████ | (130135/137575, 123 it/s) [16m11s:1m0s] 5.36x 94% |████████████████████████ | (130194/137575, 123 it/s) [16m11s:1m0s] 5.36x 94% |█████████████████████████ | (130254/137575, 123 it/s) [16m12s:59s] 5.36x 94% |█████████████████████████ | (130314/137575, 123 it/s) [16m12s:58s] 5.36x 94% |█████████████████████████ | (130380/137575, 124 it/s) [16m13s:58s] 5.36x 94% |█████████████████████████ | (130441/137575, 123 it/s) [16m13s:57s] 5.36x 94% |█████████████████████████ | (130501/137575, 123 it/s) [16m14s:57s] 5.36x 94% |█████████████████████████ | (130568/137575, 124 it/s) [16m14s:56s] 5.36x 94% |█████████████████████████ | (130628/137575, 124 it/s) [16m15s:56s] 5.36x 94% |█████████████████████████ | (130693/137575, 124 it/s) [16m15s:55s] 5.36x 95% |█████████████████████████ | (130756/137575, 124 it/s) [16m16s:55s] 5.36x 95% |█████████████████████████ | (130817/137575, 124 it/s) [16m16s:54s] 5.36x 95% |█████████████████████████ | (130878/137575, 124 it/s) [16m17s:53s] 5.36x 95% |█████████████████████████ | (130938/137575, 124 it/s) [16m17s:53s] 5.36x 95% |█████████████████████████ | (130998/137575, 124 it/s) [16m18s:53s] 5.36x 95% |█████████████████████████ | (131065/137575, 125 it/s) [16m18s:52s] 5.36x 95% |█████████████████████████ | (131119/137575, 123 it/s) [16m19s:52s] 5.36x 95% |█████████████████████████ | (131182/137575, 123 it/s) [16m19s:51s] 5.36x 95% |█████████████████████████ | (131247/137575, 124 it/s) [16m20s:50s] 5.36x 95% |█████████████████████████ | (131312/137575, 124 it/s) [16m20s:50s] 5.36x 95% |█████████████████████████ | (131374/137575, 124 it/s) [16m21s:49s] 5.36x 95% |█████████████████████████ | (131437/137575, 124 it/s) [16m21s:49s] 5.36x 95% |█████████████████████████ | (131503/137575, 124 it/s) [16m22s:48s] 5.36x 95% |█████████████████████████ | (131568/137575, 124 it/s) [16m22s:48s] 5.36x 95% |█████████████████████████ | (131628/137575, 124 it/s) [16m23s:47s] 5.36x 95% |█████████████████████████ | (131693/137575, 125 it/s) [16m23s:47s] 5.36x 95% 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[16m30s:40s] 5.36x 96% |█████████████████████████ | (132581/137575, 126 it/s) [16m30s:39s] 5.36x 96% |█████████████████████████ | (132642/137575, 126 it/s) [16m31s:39s] 5.35x 96% |█████████████████████████ | (132707/137575, 127 it/s) [16m31s:38s] 5.35x 96% |█████████████████████████ | (132772/137575, 127 it/s) [16m32s:37s] 5.35x 96% |█████████████████████████ | (132833/137575, 126 it/s) [16m32s:37s] 5.35x 96% |█████████████████████████ | (132897/137575, 126 it/s) [16m33s:37s] 5.35x 96% |█████████████████████████ | (132963/137575, 126 it/s) [16m33s:36s] 5.35x 96% |█████████████████████████ | (133027/137575, 126 it/s) [16m34s:35s] 5.35x 96% |█████████████████████████ | (133092/137575, 127 it/s) [16m34s:35s] 5.35x 96% |█████████████████████████ | (133157/137575, 127 it/s) [16m35s:34s] 5.35x 96% |█████████████████████████ | (133223/137575, 127 it/s) [16m35s:34s] 5.35x 96% |█████████████████████████ | (133288/137575, 127 it/s) [16m36s:33s] 5.35x 96% |█████████████████████████ | (133352/137575, 128 it/s) [16m36s:32s] 5.35x 96% |█████████████████████████ | (133422/137575, 128 it/s) [16m37s:32s] 5.35x 97% |██████████████████████████ | (133481/137575, 128 it/s) [16m37s:31s] 5.35x 97% |██████████████████████████ | (133544/137575, 128 it/s) [16m38s:31s] 5.35x 97% |██████████████████████████ | (133605/137575, 127 it/s) [16m38s:31s] 5.35x 97% |██████████████████████████ | (133667/137575, 127 it/s) [16m39s:30s] 5.35x 97% |██████████████████████████ | (133732/137575, 128 it/s) [16m39s:30s] 5.35x 97% |██████████████████████████ | (133794/137575, 127 it/s) [16m40s:29s] 5.35x 97% |██████████████████████████ | (133859/137575, 127 it/s) [16m40s:29s] 5.35x 97% |██████████████████████████ | (133922/137575, 127 it/s) [16m41s:28s] 5.35x 97% |██████████████████████████ | (133982/137575, 126 it/s) [16m41s:28s] 5.35x 97% |██████████████████████████ | (134048/137575, 126 it/s) [16m42s:28s] 5.35x 97% |██████████████████████████ | (134113/137575, 126 it/s) [16m42s:27s] 5.35x 97% 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it/s) [16m49s:21s] 5.35x 98% |██████████████████████████ | (134984/137575, 124 it/s) [16m49s:20s] 5.35x 98% |██████████████████████████ | (135046/137575, 123 it/s) [16m50s:20s] 5.35x 98% |██████████████████████████ | (135113/137575, 123 it/s) [16m50s:19s] 5.35x 98% |██████████████████████████ | (135176/137575, 123 it/s) [16m51s:19s] 5.35x 98% |██████████████████████████ | (135241/137575, 125 it/s) [16m51s:18s] 5.35x 98% |██████████████████████████ | (135297/137575, 123 it/s) [16m52s:18s] 5.35x 98% |██████████████████████████ | (135364/137575, 125 it/s) [16m52s:17s] 5.35x 98% |██████████████████████████ | (135424/137575, 125 it/s) [16m53s:17s] 5.35x 98% |██████████████████████████ | (135493/137575, 126 it/s) [16m53s:16s] 5.35x 98% |██████████████████████████ | (135556/137575, 125 it/s) [16m54s:16s] 5.35x 98% |██████████████████████████ | (135618/137575, 126 it/s) [16m54s:15s] 5.35x 98% |██████████████████████████ | (135682/137575, 126 it/s) [16m55s:14s] 5.35x 98% 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it/s) [17m1s:8s] 5.35x 99% |████████████████████████████ | (136562/137575, 125 it/s) [17m2s:8s] 5.35x 99% |████████████████████████████ | (136624/137575, 125 it/s) [17m2s:7s] 5.35x 99% |████████████████████████████ | (136690/137575, 125 it/s) [17m3s:7s] 5.35x 99% |████████████████████████████ | (136745/137575, 124 it/s) [17m3s:6s] 5.34x 99% |████████████████████████████ | (136807/137575, 124 it/s) [17m4s:6s] 5.34x 99% |████████████████████████████ | (136867/137575, 124 it/s) [17m4s:5s] 5.34x 99% |████████████████████████████ | (136929/137575, 123 it/s) [17m5s:5s] 5.34x 99% |████████████████████████████ | (136993/137575, 124 it/s) [17m5s:4s] 5.34x 99% |████████████████████████████ | (137048/137575, 122 it/s) [17m6s:4s] 5.34x 99% |████████████████████████████ | (137105/137575, 120 it/s) [17m6s:3s] 5.34x 99% |████████████████████████████ | (137162/137575, 120 it/s) [17m7s:3s] 5.34x 99% |████████████████████████████ | (137220/137575, 119 it/s) [17m7s:2s] 5.34x 99% |████████████████████████████ | (137277/137575, 119 it/s) [17m8s:2s] 5.34x 99% |████████████████████████████ | (137336/137575, 118 it/s) [17m8s:2s] 5.34x 99% |████████████████████████████ | (137394/137575, 117 it/s) [17m9s:1s] 5.34x 99% |████████████████████████████ | (137453/137575, 117 it/s) [17m9s:1s] 5.34x 99% |███████████████████████████ | (137513/137575, 118 it/s) [17m10s:0s] 5.34x 100% |████████████████████████████| (137575/137575, 133 it/s) 5.34x 100% |████████████████████████████| (137575/137575, 133 it/s)2026-10-06 22:40:29 [INFO] Prepared camera 2 in 17m10.951231357s 2026-10-06 22:40:29 [INFO] Preparing camera 3 1% | | [0s:0s] 2% |█ | [0s:0s] 3% |█ | [0s:0s] 4% |██ | [0s:0s] 5% |███ | [0s:0s] 6% |███ | [0s:0s] 7% |████ | [0s:0s] 8% |████ | [0s:0s] 9% |█████ | [0s:0s] 10% |██████ | [0s:0s] 11% |██████ | [0s:0s] 12% |███████ | [0s:0s] 13% |████████ | [0s:0s] 14% |████████ | [0s:0s] 15% |█████████ | [0s:0s] 16% |█████████ | [0s:0s] 17% |██████████ | [0s:0s] 18% |███████████ | [0s:0s] 19% |███████████ | [0s:0s] 20% |████████████ | [0s:0s] 21% |█████████████ | [0s:0s] 22% |█████████████ | [0s:0s] 23% |██████████████ | [0s:0s] 24% |██████████████ | [0s:0s] 25% |███████████████ | [0s:0s] 26% |████████████████ | [0s:0s] 27% |████████████████ | [0s:0s] 28% |█████████████████ | [0s:0s] 29% |█████████████████ | [0s:0s] 30% |██████████████████ | [0s:0s] 31% |███████████████████ | [0s:0s] 32% |███████████████████ | [0s:0s] 33% |████████████████████ | [0s:0s] 34% |█████████████████████ | [0s:0s] 35% |█████████████████████ | [0s:0s] 36% |██████████████████████ | [0s:0s] 37% |██████████████████████ | [0s:0s] 38% |███████████████████████ | [0s:0s] 39% |████████████████████████ | [0s:0s] 40% |████████████████████████ | [0s:0s] 41% |█████████████████████████ | [0s:0s] 42% |██████████████████████████ | [0s:0s] 43% |██████████████████████████ | [0s:0s] 44% |███████████████████████████ | [0s:0s] 45% |███████████████████████████ | [0s:0s] 46% |████████████████████████████ | [0s:0s] 47% |█████████████████████████████ | [0s:0s] 48% |█████████████████████████████ | [0s:0s] 49% |██████████████████████████████ | [0s:0s] 50% |███████████████████████████████ | [0s:0s] 51% |███████████████████████████████ | [0s:0s] 52% |████████████████████████████████ | [0s:0s] 53% |████████████████████████████████ | [0s:0s] 54% |█████████████████████████████████ | [0s:0s] 55% |██████████████████████████████████ | [0s:0s] 56% |██████████████████████████████████ | [0s:0s] 57% |███████████████████████████████████ | [0s:0s] 58% |███████████████████████████████████ | [0s:0s] 59% |████████████████████████████████████ | [0s:0s] 60% |█████████████████████████████████████ | [0s:0s] 61% |█████████████████████████████████████ | [0s:0s] 62% |██████████████████████████████████████ | [0s:0s] 63% |███████████████████████████████████████ | [0s:0s] 64% |███████████████████████████████████████ | [0s:0s] 65% |████████████████████████████████████████ | [0s:0s] 66% |████████████████████████████████████████ | [0s:0s] 67% |█████████████████████████████████████████ | [0s:0s] 68% |██████████████████████████████████████████ | [0s:0s] 69% |██████████████████████████████████████████ | [0s:0s] 70% |███████████████████████████████████████████ | [0s:0s] 71% |████████████████████████████████████████████ | [0s:0s] 72% |████████████████████████████████████████████ | [0s:0s] 73% |█████████████████████████████████████████████ | [0s:0s] 74% |█████████████████████████████████████████████ | [0s:0s] 75% |██████████████████████████████████████████████ | [0s:0s] 76% |███████████████████████████████████████████████ | [0s:0s] 77% |███████████████████████████████████████████████ | [0s:0s] 78% |████████████████████████████████████████████████ | [0s:0s] 79% |████████████████████████████████████████████████ | [0s:0s] 80% |█████████████████████████████████████████████████ | [0s:0s] 81% |██████████████████████████████████████████████████ | [0s:0s] 82% |██████████████████████████████████████████████████ | [0s:0s] 83% |███████████████████████████████████████████████████ | [0s:0s] 84% |████████████████████████████████████████████████████ | [0s:0s] 85% |████████████████████████████████████████████████████ | [0s:0s] 86% |█████████████████████████████████████████████████████ | [0s:0s] 87% |█████████████████████████████████████████████████████ | [0s:0s] 88% |██████████████████████████████████████████████████████ | [0s:0s] 89% |███████████████████████████████████████████████████████ | [0s:0s] 90% |███████████████████████████████████████████████████████ | [0s:0s] 91% |████████████████████████████████████████████████████████ | [0s:0s] 92% |█████████████████████████████████████████████████████████ | [0s:0s] 93% |█████████████████████████████████████████████████████████ | [0s:0s] 94% |██████████████████████████████████████████████████████████ | [0s:0s] 95% |██████████████████████████████████████████████████████████ | [0s:0s] 96% |███████████████████████████████████████████████████████████ | [0s:0s] 97% |████████████████████████████████████████████████████████████ | [0s:0s] 98% |████████████████████████████████████████████████████████████ | [0s:0s] 99% |█████████████████████████████████████████████████████████████ | [0s:0s] 100% |██████████████████████████████████████████████████████████████| 0% | | (0/137575, 0 it/hr) [0s:0s] 0% | | (13/137575, 15 it/s) [0s:2h35m3s] 0.959x 0% | | (65/137575, 129 it/s) [1s:17m42s] 2.56x 0% | | (124/137575, 129 it/s) [1s:17m41s] 3.27x 0% | | (187/137575, 126 it/s) [2s:18m13s] 3.71x 0% | | (245/137575, 122 it/s) [2s:18m42s] 3.9x 0% | | (307/137575, 123 it/s) [3s:18m38s] 4.07x 0% | | (366/137575, 122 it/s) [3s:18m47s] 4.17x 0% | | (425/137575, 121 it/s) [4s:18m53s] 4.23x 0% | | (484/137575, 121 it/s) [4s:18m57s] 4.28x 0% | | (546/137575, 121 it/s) [5s:18m52s] 4.35x 0% | | (607/137575, 121 it/s) [5s:18m51s] 4.4x 0% | | (664/137575, 120 it/s) [6s:18m58s] 4.41x 0% | | (724/137575, 120 it/s) [6s:18m57s] 4.44x 0% | | (787/137575, 120 it/s) [7s:19m3s] 4.48x 0% | | (846/137575, 119 it/s) [7s:19m7s] 4.5x 0% | | (900/137575, 118 it/s) [8s:19m14s] 4.48x 0% | | (956/137575, 117 it/s) [8s:19m25s] 4.49x 0% | | (1019/137575, 118 it/s) [9s:19m17s] 4.51x 0% | | (1081/137575, 118 it/s) [9s:19m12s] 4.54x 0% | | (1138/137575, 118 it/s) [10s:19m11s] 4.54x 0% | | (1200/137575, 119 it/s) [10s:19m9s] 4.56x 0% | | (1264/137575, 119 it/s) [11s:19m5s] 4.58x 0% | | (1323/137575, 119 it/s) [11s:19m8s] 4.59x 1% | | (1381/137575, 119 it/s) [12s:19m6s] 4.59x 1% | | (1442/137575, 119 it/s) [12s:19m6s] 4.6x 1% | | (1500/137575, 118 it/s) [13s:19m9s] 4.6x 1% | | (1563/137575, 119 it/s) [13s:19m1s] 4.62x 1% | | (1621/137575, 119 it/s) [14s:19m1s] 4.62x 1% | | (1679/137575, 120 it/s) [14s:18m53s] 4.62x 1% | | (1743/137575, 121 it/s) [15s:18m38s] 4.63x 1% | | (1809/137575, 121 it/s) [15s:18m38s] 4.65x 1% | | (1874/137575, 122 it/s) [16s:18m32s] 4.67x 1% | | (1937/137575, 122 it/s) [16s:18m31s] 4.68x 1% | | (1997/137575, 122 it/s) [17s:18m30s] 4.69x 1% | | (2063/137575, 123 it/s) [17s:18m18s] 4.7x 1% | | (2126/137575, 123 it/s) [18s:18m19s] 4.71x 1% | | (2186/137575, 123 it/s) [18s:18m17s] 4.71x 1% | | (2242/137575, 123 it/s) [19s:18m17s] 4.71x 1% | | (2307/137575, 124 it/s) [19s:18m11s] 4.72x 1% | | (2366/137575, 124 it/s) [20s:18m12s] 4.72x 1% | | (2433/137575, 125 it/s) [20s:18m4s] 4.73x 1% | | (2491/137575, 125 it/s) [21s:18m4s] 4.73x 1% | | (2554/137575, 125 it/s) [21s:18m4s] 4.74x 1% | | (2617/137575, 124 it/s) [22s:18m8s] 4.75x 1% | | (2677/137575, 124 it/s) [22s:18m11s] 4.75x 1% | | (2736/137575, 122 it/s) [23s:18m24s] 4.75x 2% | | (2798/137575, 122 it/s) [23s:18m23s] 4.75x 2% | | (2860/137575, 122 it/s) [24s:18m24s] 4.75x 2% | | (2920/137575, 122 it/s) [24s:18m23s] 4.76x 2% | | (2988/137575, 124 it/s) [25s:18m9s] 4.77x 2% | | (3056/137575, 125 it/s) [25s:17m53s] 4.78x 2% | | (3119/137575, 124 it/s) [26s:17m59s] 4.79x 2% | | (3178/137575, 124 it/s) [26s:17m59s] 4.79x 2% | | (3239/137575, 125 it/s) [27s:17m55s] 4.79x 2% | | (3303/137575, 125 it/s) [27s:17m53s] 4.79x 2% | | (3361/137575, 125 it/s) [28s:17m52s] 4.79x 2% | | (3426/137575, 125 it/s) [28s:17m54s] 4.8x 2% | | (3486/137575, 125 it/s) [29s:17m53s] 4.8x 2% | | (3551/137575, 126 it/s) [29s:17m42s] 4.8x 2% | | (3612/137575, 126 it/s) [30s:17m44s] 4.81x 2% | | (3671/137575, 126 it/s) [30s:17m44s] 4.8x 2% | | (3732/137575, 126 it/s) [31s:17m43s] 4.8x 2% | | (3792/137575, 124 it/s) [31s:17m56s] 4.8x 2% | | (3856/137575, 124 it/s) [32s:17m55s] 4.81x 2% | | (3912/137575, 123 it/s) [32s:18m9s] 4.8x 2% | | (3973/137575, 122 it/s) [33s:18m12s] 4.81x 2% | | (4037/137575, 123 it/s) [33s:18m4s] 4.81x 2% | | (4094/137575, 122 it/s) [34s:18m17s] 4.81x 3% | | (4156/137575, 122 it/s) [34s:18m16s] 4.81x 3% | | (4219/137575, 122 it/s) [35s:18m14s] 4.81x 3% | | (4278/137575, 122 it/s) [35s:18m16s] 4.81x 3% | | (4336/137575, 120 it/s) [36s:18m28s] 4.81x 3% | | (4401/137575, 121 it/s) [36s:18m21s] 4.81x 3% | | (4459/137575, 121 it/s) [37s:18m20s] 4.81x 3% | | (4521/137575, 121 it/s) [37s:18m19s] 4.81x 3% | | (4584/137575, 122 it/s) [38s:18m13s] 4.82x 3% | | (4644/137575, 121 it/s) [38s:18m14s] 4.81x 3% | | (4702/137575, 121 it/s) [39s:18m19s] 4.81x 3% | | (4766/137575, 121 it/s) [39s:18m20s] 4.81x 3% | | (4827/137575, 121 it/s) [40s:18m19s] 4.82x 3% | | (4894/137575, 122 it/s) [40s:18m5s] 4.82x 3% | | (4955/137575, 122 it/s) [41s:18m8s] 4.82x 3% | | (5017/137575, 122 it/s) [41s:18m2s] 4.82x 3% | | (5080/137575, 122 it/s) [42s:18m2s] 4.83x 3% | | (5144/137575, 124 it/s) [42s:17m51s] 4.83x 3% | | (5208/137575, 124 it/s) [43s:17m51s] 4.83x 3% | | (5272/137575, 124 it/s) [43s:17m45s] 4.84x 3% | | (5335/137575, 124 it/s) [44s:17m45s] 4.84x 3% | | (5397/137575, 124 it/s) [44s:17m44s] 4.84x 3% | | (5457/137575, 125 it/s) [45s:17m40s] 4.84x 4% |█ | (5524/137575, 126 it/s) [45s:17m25s] 4.85x 4% |█ | (5582/137575, 125 it/s) [46s:17m34s] 4.84x 4% |█ | (5649/137575, 126 it/s) [46s:17m28s] 4.85x 4% |█ | (5713/137575, 126 it/s) [47s:17m22s] 4.85x 4% |█ | (5776/137575, 127 it/s) [47s:17m20s] 4.85x 4% |█ | (5837/137575, 126 it/s) [48s:17m24s] 4.85x 4% |█ | (5903/137575, 126 it/s) [48s:17m22s] 4.86x 4% |█ | (5964/137575, 126 it/s) [49s:17m21s] 4.86x 4% |█ | (6028/137575, 126 it/s) [49s:17m22s] 4.86x 4% |█ | (6087/137575, 125 it/s) [50s:17m29s] 4.86x 4% |█ | (6148/137575, 125 it/s) [50s:17m29s] 4.86x 4% |█ | (6213/137575, 125 it/s) [51s:17m28s] 4.86x 4% |█ | (6277/137575, 125 it/s) [51s:17m32s] 4.86x 4% |█ | (6339/137575, 126 it/s) [52s:17m24s] 4.87x 4% |█ | (6399/137575, 124 it/s) [52s:17m35s] 4.86x 4% |█ | (6460/137575, 124 it/s) [53s:17m40s] 4.86x 4% |█ | (6521/137575, 123 it/s) [53s:17m43s] 4.86x 4% |█ | (6587/137575, 124 it/s) [54s:17m34s] 4.87x 4% |█ | (6652/137575, 124 it/s) [54s:17m34s] 4.87x 4% |█ | (6717/137575, 124 it/s) [55s:17m34s] 4.87x 4% |█ | (6780/137575, 124 it/s) [55s:17m31s] 4.88x 4% |█ | (6840/137575, 125 it/s) [56s:17m28s] 4.88x 5% |█ | (6906/137575, 126 it/s) [56s:17m19s] 4.88x 5% |█ | (6967/137575, 125 it/s) [57s:17m25s] 4.88x 5% |█ | (7027/137575, 124 it/s) [58s:17m28s] 4.88x 5% |█ | (7095/137575, 126 it/s) [58s:17m15s] 4.88x 5% |█ | (7160/137575, 127 it/s) [59s:17m8s] 4.88x 5% |█ | (7225/137575, 128 it/s) [59s:17m1s] 4.89x 5% |█ | (7295/137575, 128 it/s) [1m0s:16m54s] 4.89x 5% |█ | (7354/137575, 127 it/s) [1m0s:17m2s] 4.89x 5% |█ | (7416/137575, 127 it/s) [1m1s:17m5s] 4.89x 5% |█ | (7478/137575, 127 it/s) [1m1s:17m2s] 4.89x 5% |█ | (7539/137575, 127 it/s) [1m2s:17m2s] 4.89x 5% |█ | (7605/137575, 127 it/s) [1m2s:17m5s] 4.9x 5% |█ | (7667/137575, 127 it/s) [1m3s:17m3s] 4.9x 5% |█ | (7731/137575, 127 it/s) [1m3s:17m2s] 4.9x 5% |█ | (7798/137575, 128 it/s) [1m4s:16m53s] 4.9x 5% |█ | (7862/137575, 127 it/s) [1m4s:16m59s] 4.9x 5% |█ | (7929/137575, 128 it/s) [1m5s:16m55s] 4.91x 5% |█ | (7999/137575, 128 it/s) [1m5s:16m55s] 4.91x 5% |█ | (8109/137575, 133 it/s) [1m6s:16m15s] 4.94x 5% |█ | (8238/137575, 144 it/s) [1m6s:14m55s] 4.98x 6% |█ | (8378/137575, 161 it/s) [1m7s:13m24s] 5.03x 6% |█ | (8517/137575, 161 it/s) [1m7s:13m23s] 5.07x 6% |█ | (8655/137575, 176 it/s) [1m8s:12m12s] 5.12x 6% |█ | (8780/137575, 189 it/s) [1m8s:11m22s] 5.15x 6% |█ | (8917/137575, 203 it/s) [1m9s:10m32s] 5.2x 6% |█ | (9054/137575, 203 it/s) [1m9s:10m32s] 5.24x 6% |█ | (9195/137575, 219 it/s) [1m10s:9m47s] 5.28x 6% |█ | (9332/137575, 233 it/s) [1m10s:9m10s] 5.32x 6% |█ | (9459/137575, 246 it/s) [1m11s:8m41s] 5.36x 6% |█ | (9579/137575, 256 it/s) [1m11s:8m19s] 5.39x 7% |██ | (9706/137575, 264 it/s) [1m12s:8m5s] 5.42x 7% |██ | (9843/137575, 265 it/s) [1m12s:8m1s] 5.46x 7% |██ | (9982/137575, 265 it/s) [1m13s:8m1s] 5.5x 7% |██ | (10121/137575, 265 it/s) [1m13s:8m0s] 5.53x 7% |█ | (10263/137575, 269 it/s) [1m14s:7m54s] 5.57x 7% |█ | (10401/137575, 269 it/s) [1m14s:7m53s] 5.61x 7% |█ | (10547/137575, 270 it/s) [1m15s:7m50s] 5.65x 7% |█ | (10692/137575, 272 it/s) [1m15s:7m46s] 5.69x 7% |█ | (10833/137575, 275 it/s) [1m16s:7m41s] 5.73x 7% |█ | (10970/137575, 278 it/s) [1m16s:7m35s] 5.76x 8% |██ | (11116/137575, 282 it/s) [1m17s:7m28s] 5.8x 8% |██ | (11261/137575, 283 it/s) [1m17s:7m25s] 5.84x 8% |██ | (11403/137575, 283 it/s) [1m18s:7m25s] 5.87x 8% |██ | (11542/137575, 284 it/s) [1m18s:7m24s] 5.91x 8% |██ | (11681/137575, 284 it/s) [1m19s:7m23s] 5.94x 8% |██ | (11822/137575, 283 it/s) [1m19s:7m23s] 5.97x 8% |██ | (11956/137575, 283 it/s) [1m20s:7m24s] 6x 8% |██ | (12092/137575, 281 it/s) [1m20s:7m26s] 6.03x 8% |██ | (12221/137575, 277 it/s) [1m21s:7m32s] 6.06x 8% |██ | (12359/137575, 276 it/s) [1m21s:7m33s] 6.09x 9% |██ | (12501/137575, 277 it/s) [1m22s:7m31s] 6.12x 9% |██ | (12643/137575, 276 it/s) [1m22s:7m32s] 6.15x 9% |██ | (12786/137575, 276 it/s) [1m23s:7m32s] 6.19x 9% |██ | (12926/137575, 276 it/s) [1m23s:7m31s] 6.22x 9% |██ | (13067/137575, 276 it/s) [1m24s:7m31s] 6.25x 9% |██ | (13209/137575, 276 it/s) [1m24s:7m30s] 6.28x 9% |██ | (13352/137575, 277 it/s) [1m25s:7m28s] 6.31x 9% |██ | (13495/137575, 279 it/s) [1m25s:7m25s] 6.34x 9% |██ | (13639/137575, 280 it/s) [1m26s:7m22s] 6.37x 10% |██ | (13782/137575, 284 it/s) [1m26s:7m16s] 6.4x 10% |██ | (13921/137575, 284 it/s) [1m27s:7m15s] 6.42x 10% |██ | (14068/137575, 285 it/s) [1m27s:7m13s] 6.45x 10% |██ | (14210/137575, 285 it/s) [1m28s:7m13s] 6.48x 10% |██ | (14348/137575, 285 it/s) [1m28s:7m12s] 6.51x 10% |██ | (14487/137575, 284 it/s) [1m29s:7m13s] 6.53x 10% |██ | (14630/137575, 284 it/s) [1m29s:7m12s] 6.56x 10% |██ | (14732/137575, 280 it/s) [1m30s:7m17s] 6.57x 10% |██ | (14868/137575, 279 it/s) [1m30s:7m19s] 6.59x 10% |██ | (14965/137575, 270 it/s) [1m31s:7m33s] 6.6x 10% |██ | (15049/137575, 258 it/s) [1m31s:7m54s] 6.6x 11% |███ | (15144/137575, 249 it/s) [1m32s:8m12s] 6.61x 11% |██ | (15282/137575, 248 it/s) [1m32s:8m14s] 6.63x 11% |██ | (15425/137575, 248 it/s) [1m33s:8m11s] 6.66x 11% |██ | (15567/137575, 247 it/s) [1m33s:8m13s] 6.68x 11% |██ | (15709/137575, 247 it/s) [1m34s:8m12s] 6.71x 11% |██ | (15850/137575, 247 it/s) [1m34s:8m12s] 6.73x 11% |███ | (15994/137575, 248 it/s) [1m35s:8m9s] 6.76x 11% |███ | (16136/137575, 248 it/s) [1m35s:8m9s] 6.78x 11% |███ | (16267/137575, 251 it/s) [1m36s:8m3s] 6.8x 11% |███ | (16422/137575, 251 it/s) [1m36s:8m2s] 6.83x 12% |███ | (16561/137575, 253 it/s) [1m37s:7m57s] 6.85x 12% |███ | (16704/137575, 262 it/s) [1m37s:7m40s] 6.88x 12% |███ | (16847/137575, 262 it/s) [1m38s:7m40s] 6.9x 12% |███ | (16988/137575, 274 it/s) [1m38s:7m20s] 6.92x 12% |███ | (17117/137575, 281 it/s) [1m39s:7m8s] 6.94x 12% |███ | (17260/137575, 282 it/s) [1m39s:7m6s] 6.96x 12% |███ | (17404/137575, 282 it/s) [1m40s:7m6s] 6.98x 12% |███ | (17546/137575, 282 it/s) [1m40s:7m5s] 7.01x 12% |███ | (17688/137575, 282 it/s) [1m41s:7m5s] 7.03x 12% |███ | (17831/137575, 282 it/s) [1m41s:7m4s] 7.05x 13% |███ | (17944/137575, 276 it/s) [1m42s:7m12s] 7.06x 13% |███ | (18085/137575, 277 it/s) [1m42s:7m10s] 7.08x 13% |███ | (18227/137575, 277 it/s) [1m43s:7m10s] 7.1x 13% |███ | (18368/137575, 276 it/s) [1m43s:7m11s] 7.12x 13% |███ | (18509/137575, 276 it/s) [1m44s:7m11s] 7.14x 13% |███ | (18649/137575, 275 it/s) [1m44s:7m11s] 7.16x 13% |███ | (18792/137575, 278 it/s) [1m45s:7m7s] 7.18x 13% |███ | (18931/137575, 277 it/s) [1m45s:7m7s] 7.2x 13% |███ | (19070/137575, 276 it/s) [1m46s:7m8s] 7.22x 13% |███ | (19207/137575, 276 it/s) [1m46s:7m8s] 7.24x 14% |███ | (19337/137575, 275 it/s) [1m47s:7m10s] 7.25x 14% |███ | (19485/137575, 275 it/s) [1m47s:7m10s] 7.27x 14% |███ | (19628/137575, 275 it/s) [1m48s:7m8s] 7.29x 14% |███ | (19763/137575, 279 it/s) [1m48s:7m1s] 7.31x 14% |███ | (19902/137575, 279 it/s) [1m49s:7m1s] 7.32x 14% |███ | (20039/137575, 278 it/s) [1m49s:7m2s] 7.34x 14% |███ | (20180/137575, 278 it/s) [1m50s:7m1s] 7.36x 14% |███ | (20315/137575, 277 it/s) [1m50s:7m2s] 7.37x 14% |███ | (20455/137575, 277 it/s) [1m51s:7m3s] 7.39x 14% |███ | (20594/137575, 277 it/s) [1m51s:7m2s] 7.41x 15% |████ | (20735/137575, 277 it/s) [1m52s:7m2s] 7.43x 15% |████ | (20873/137575, 277 it/s) [1m52s:7m1s] 7.44x 15% |████ | (21010/137575, 277 it/s) [1m53s:7m0s] 7.46x 15% |████ | (21150/137575, 277 it/s) [1m53s:6m59s] 7.47x 15% |████ | (21288/137575, 276 it/s) [1m54s:7m1s] 7.49x 15% |████ | (21428/137575, 277 it/s) [1m54s:6m59s] 7.51x 15% |████ | (21570/137575, 278 it/s) [1m55s:6m57s] 7.52x 15% |████ | (21708/137575, 278 it/s) [1m55s:6m57s] 7.54x 15% |████ | (21847/137575, 278 it/s) [1m56s:6m56s] 7.55x 15% |████ | (21988/137575, 278 it/s) [1m56s:6m55s] 7.57x 16% |████ | (22125/137575, 278 it/s) [1m57s:6m54s] 7.58x 16% |████ | (22261/137575, 278 it/s) [1m57s:6m55s] 7.6x 16% |████ | (22403/137575, 278 it/s) [1m58s:6m54s] 7.61x 16% |████ | (22543/137575, 278 it/s) [1m58s:6m53s] 7.63x 16% |████ | (22684/137575, 279 it/s) [1m59s:6m51s] 7.64x 16% |████ | (22825/137575, 280 it/s) [1m59s:6m50s] 7.66x 16% |████ | (22962/137575, 279 it/s) [2m0s:6m50s] 7.67x 16% |████ | (23101/137575, 279 it/s) [2m0s:6m50s] 7.69x 16% |████ | (23241/137575, 278 it/s) [2m1s:6m50s] 7.7x 16% |████ | (23381/137575, 279 it/s) [2m1s:6m49s] 7.72x 17% |████ | (23521/137575, 279 it/s) [2m2s:6m49s] 7.73x 17% |████ | (23660/137575, 279 it/s) [2m2s:6m48s] 7.74x 17% |████ | (23797/137575, 279 it/s) [2m3s:6m47s] 7.76x 17% |████ | (23938/137575, 279 it/s) [2m3s:6m47s] 7.77x 17% |████ | (24076/137575, 279 it/s) [2m4s:6m47s] 7.79x 17% |████ | (24214/137575, 278 it/s) [2m4s:6m47s] 7.8x 17% |████ | (24354/137575, 278 it/s) [2m5s:6m46s] 7.81x 17% |████ | (24492/137575, 278 it/s) [2m5s:6m47s] 7.83x 17% |████ | (24631/137575, 277 it/s) [2m6s:6m47s] 7.84x 18% |█████ | (24768/137575, 277 it/s) [2m6s:6m46s] 7.85x 18% |█████ | (24909/137575, 278 it/s) [2m7s:6m45s] 7.86x 18% |█████ | (25052/137575, 278 it/s) [2m7s:6m44s] 7.88x 18% |█████ | (25188/137575, 278 it/s) [2m8s:6m44s] 7.89x 18% |█████ | (25325/137575, 277 it/s) [2m8s:6m45s] 7.9x 18% |█████ | (25465/137575, 278 it/s) [2m9s:6m43s] 7.91x 18% |█████ | (25604/137575, 278 it/s) [2m9s:6m43s] 7.93x 18% |████ | (25746/137575, 279 it/s) [2m10s:6m41s] 7.94x 18% |████ | (25882/137575, 278 it/s) [2m10s:6m41s] 7.95x 18% |████ | (26021/137575, 278 it/s) [2m11s:6m41s] 7.96x 19% |█████ | (26160/137575, 278 it/s) [2m11s:6m40s] 7.98x 19% |█████ | (26295/137575, 277 it/s) [2m12s:6m41s] 7.99x 19% |█████ | (26435/137575, 277 it/s) [2m12s:6m41s] 8x 19% |█████ | (26575/137575, 277 it/s) [2m13s:6m40s] 8.01x 19% |█████ | (26712/137575, 277 it/s) [2m13s:6m39s] 8.02x 19% |█████ | (26850/137575, 277 it/s) [2m14s:6m39s] 8.03x 19% |█████ | (26988/137575, 277 it/s) [2m14s:6m39s] 8.04x 19% |█████ | (27130/137575, 277 it/s) [2m15s:6m39s] 8.06x 19% |█████ | (27267/137575, 276 it/s) [2m15s:6m39s] 8.07x 19% |█████ | (27408/137575, 277 it/s) [2m16s:6m37s] 8.08x 20% |█████ | (27545/137575, 277 it/s) [2m16s:6m37s] 8.09x 20% |█████ | (27684/137575, 277 it/s) [2m17s:6m36s] 8.1x 20% |█████ | (27828/137575, 278 it/s) [2m17s:6m34s] 8.11x 20% |█████ | (27968/137575, 279 it/s) [2m18s:6m33s] 8.12x 20% |█████ | (28111/137575, 279 it/s) [2m18s:6m32s] 8.14x 20% |█████ | (28249/137575, 279 it/s) [2m19s:6m31s] 8.15x 20% |█████ | (28390/137575, 279 it/s) [2m19s:6m31s] 8.16x 20% |█████ | (28527/137575, 279 it/s) [2m20s:6m30s] 8.17x 20% |█████ | (28665/137575, 279 it/s) [2m20s:6m30s] 8.18x 20% |█████ | (28803/137575, 279 it/s) [2m21s:6m29s] 8.19x 21% |█████ | (28941/137575, 279 it/s) [2m21s:6m29s] 8.2x 21% |█████ | (29079/137575, 279 it/s) [2m22s:6m29s] 8.21x 21% |█████ | (29219/137575, 279 it/s) [2m22s:6m28s] 8.22x 21% |█████ | (29355/137575, 278 it/s) [2m23s:6m28s] 8.23x 21% |█████ | (29495/137575, 277 it/s) [2m23s:6m29s] 8.24x 21% |█████ | (29637/137575, 278 it/s) [2m24s:6m28s] 8.25x 21% |█████ | (29777/137575, 278 it/s) [2m24s:6m28s] 8.26x 21% |█████ | (29917/137575, 278 it/s) [2m25s:6m27s] 8.27x 21% |█████ | (30056/137575, 278 it/s) [2m25s:6m26s] 8.28x 21% |█████ | (30194/137575, 278 it/s) [2m26s:6m26s] 8.29x 22% |█████ | (30338/137575, 279 it/s) [2m26s:6m24s] 8.3x 22% |██████ | (30475/137575, 279 it/s) [2m27s:6m23s] 8.31x 22% |█████ | (30613/137575, 279 it/s) [2m27s:6m23s] 8.32x 22% |█████ | (30754/137575, 279 it/s) [2m28s:6m22s] 8.33x 22% |█████ | (30894/137575, 279 it/s) [2m28s:6m21s] 8.34x 22% |█████ | (31035/137575, 280 it/s) [2m29s:6m21s] 8.35x 22% |█████ | (31174/137575, 279 it/s) [2m29s:6m21s] 8.36x 22% |█████ | (31316/137575, 279 it/s) [2m30s:6m20s] 8.37x 22% |█████ | (31454/137575, 279 it/s) [2m30s:6m20s] 8.38x 22% |█████ | (31594/137575, 279 it/s) [2m31s:6m19s] 8.39x 23% |██████ | (31733/137575, 279 it/s) [2m31s:6m18s] 8.39x 23% |██████ | (31874/137575, 279 it/s) [2m32s:6m18s] 8.4x 23% |██████ | (32013/137575, 279 it/s) [2m32s:6m19s] 8.41x 23% |██████ | (32155/137575, 279 it/s) [2m33s:6m17s] 8.42x 23% |██████ | (32295/137575, 280 it/s) [2m33s:6m16s] 8.43x 23% |██████ | (32435/137575, 280 it/s) [2m34s:6m15s] 8.44x 23% |██████ | (32573/137575, 280 it/s) [2m34s:6m15s] 8.45x 23% |██████ | (32708/137575, 279 it/s) [2m35s:6m15s] 8.46x 23% |██████ | (32831/137575, 276 it/s) [2m35s:6m19s] 8.46x 23% |██████ | (32964/137575, 274 it/s) [2m36s:6m21s] 8.47x 24% |██████ | (33096/137575, 274 it/s) [2m36s:6m21s] 8.47x 24% |██████ | (33224/137575, 272 it/s) [2m37s:6m23s] 8.48x 24% |██████ | (33362/137575, 272 it/s) [2m37s:6m22s] 8.49x 24% |██████ | (33501/137575, 272 it/s) [2m38s:6m22s] 8.5x 24% |██████ | (33641/137575, 272 it/s) [2m38s:6m21s] 8.5x 24% |██████ | (33774/137575, 272 it/s) [2m39s:6m21s] 8.51x 24% |██████ | (33907/137575, 271 it/s) [2m39s:6m22s] 8.52x 24% |██████ | (34042/137575, 270 it/s) [2m40s:6m24s] 8.53x 24% |██████ | (34174/137575, 268 it/s) [2m40s:6m25s] 8.53x 24% |██████ | (34279/137575, 268 it/s) [2m41s:6m25s] 8.53x 25% |██████ | (34411/137575, 264 it/s) [2m41s:6m31s] 8.54x 25% |██████ | (34549/137575, 264 it/s) [2m42s:6m30s] 8.55x 25% |██████ | (34684/137575, 266 it/s) [2m42s:6m26s] 8.55x 25% |██████ | (34820/137575, 266 it/s) [2m43s:6m25s] 8.56x 25% |██████ | (34958/137575, 267 it/s) [2m43s:6m23s] 8.57x 25% |██████ | (35095/137575, 269 it/s) [2m44s:6m21s] 8.57x 25% |██████ | (35233/137575, 269 it/s) [2m44s:6m21s] 8.58x 25% |██████ | (35375/137575, 269 it/s) [2m45s:6m19s] 8.59x 25% |██████ | (35514/137575, 270 it/s) [2m45s:6m17s] 8.6x 25% |███████ | (35652/137575, 271 it/s) [2m46s:6m16s] 8.61x 26% |███████ | (35787/137575, 271 it/s) [2m46s:6m15s] 8.61x 26% |███████ | (35927/137575, 271 it/s) [2m47s:6m14s] 8.62x 26% |███████ | (36063/137575, 275 it/s) [2m47s:6m8s] 8.63x 26% |███████ | (36199/137575, 275 it/s) [2m48s:6m8s] 8.63x 26% |███████ | (36337/137575, 275 it/s) [2m48s:6m7s] 8.64x 26% |███████ | (36473/137575, 275 it/s) [2m49s:6m7s] 8.65x 26% |███████ | (36612/137575, 276 it/s) [2m49s:6m6s] 8.65x 26% |███████ | (36747/137575, 275 it/s) [2m50s:6m6s] 8.66x 26% |███████ | (36882/137575, 274 it/s) [2m50s:6m7s] 8.67x 26% |███████ | (37021/137575, 274 it/s) [2m51s:6m7s] 8.67x 27% |███████ | (37159/137575, 274 it/s) [2m51s:6m7s] 8.68x 27% |███████ | (37295/137575, 274 it/s) [2m52s:6m6s] 8.69x 27% |███████ | (37434/137575, 274 it/s) [2m52s:6m5s] 8.69x 27% |███████ | (37569/137575, 273 it/s) [2m53s:6m5s] 8.7x 27% |███████ | (37708/137575, 274 it/s) [2m53s:6m4s] 8.71x 27% |███████ | (37846/137575, 274 it/s) [2m54s:6m3s] 8.71x 27% |███████ | (37981/137575, 274 it/s) [2m54s:6m3s] 8.72x 27% |███████ | (38120/137575, 274 it/s) [2m55s:6m3s] 8.73x 27% |███████ | (38255/137575, 273 it/s) [2m55s:6m3s] 8.73x 27% |███████ | (38393/137575, 274 it/s) [2m56s:6m1s] 8.74x 28% |███████ | (38525/137575, 273 it/s) [2m56s:6m2s] 8.74x 28% |███████ | (38664/137575, 273 it/s) [2m57s:6m1s] 8.75x 28% |███████ | (38801/137575, 273 it/s) [2m57s:6m1s] 8.76x 28% |███████ | (38941/137575, 274 it/s) [2m58s:6m0s] 8.76x 28% |███████ | (39079/137575, 274 it/s) [2m58s:5m59s] 8.77x 28% |███████ | (39217/137575, 274 it/s) [2m59s:5m58s] 8.78x 28% |███████ | (39357/137575, 275 it/s) [2m59s:5m57s] 8.78x 28% |███████ | (39500/137575, 276 it/s) [3m0s:5m55s] 8.79x 28% |███████ | (39638/137575, 276 it/s) [3m0s:5m54s] 8.8x 28% |████████ | (39776/137575, 276 it/s) [3m1s:5m53s] 8.8x 29% |████████ | (39902/137575, 274 it/s) [3m1s:5m56s] 8.81x 29% |████████ | (40009/137575, 274 it/s) [3m2s:5m55s] 8.81x 29% |████████ | (40151/137575, 273 it/s) [3m2s:5m57s] 8.81x 29% |████████ | (40293/137575, 273 it/s) [3m3s:5m55s] 8.82x 29% |████████ | (40431/137575, 273 it/s) [3m3s:5m55s] 8.83x 29% |████████ | (40575/137575, 274 it/s) [3m4s:5m54s] 8.83x 29% |████████ | (40717/137575, 274 it/s) [3m4s:5m52s] 8.84x 29% |████████ | (40860/137575, 275 it/s) [3m5s:5m51s] 8.85x 29% |████████ | (41005/137575, 276 it/s) [3m5s:5m49s] 8.85x 29% |████████ | (41153/137575, 277 it/s) [3m6s:5m47s] 8.86x 30% |████████ | (41297/137575, 279 it/s) [3m6s:5m45s] 8.87x 30% |████████ | (41437/137575, 279 it/s) [3m7s:5m44s] 8.88x 30% |████████ | (41585/137575, 283 it/s) [3m7s:5m38s] 8.88x 30% |████████ | (41729/137575, 287 it/s) [3m8s:5m33s] 8.89x 30% |████████ | (41876/137575, 288 it/s) [3m8s:5m31s] 8.9x 30% |████████ | (42025/137575, 290 it/s) [3m9s:5m29s] 8.91x 30% |████████ | (42167/137575, 290 it/s) [3m9s:5m29s] 8.91x 30% |████████ | (42312/137575, 290 it/s) [3m10s:5m28s] 8.92x 30% |████████ | (42457/137575, 290 it/s) [3m10s:5m27s] 8.93x 30% |████████ | (42599/137575, 289 it/s) [3m11s:5m28s] 8.93x 31% |████████ | (42743/137575, 289 it/s) [3m11s:5m28s] 8.94x 31% |████████ | (42891/137575, 291 it/s) [3m12s:5m25s] 8.95x 31% |████████ | (43039/137575, 291 it/s) [3m12s:5m25s] 8.96x 31% |████████ | (43187/137575, 291 it/s) [3m13s:5m24s] 8.96x 31% |████████ | (43331/137575, 291 it/s) [3m13s:5m24s] 8.97x 31% |████████ | (43476/137575, 290 it/s) [3m14s:5m24s] 8.98x 31% |████████ | (43617/137575, 290 it/s) [3m14s:5m24s] 8.98x 31% |████████ | (43764/137575, 290 it/s) [3m15s:5m23s] 8.99x 31% |████████ | (43907/137575, 290 it/s) [3m15s:5m23s] 9x 32% |█████████ | (44052/137575, 290 it/s) [3m16s:5m22s] 9x 32% |█████████ | (44197/137575, 290 it/s) [3m16s:5m21s] 9.01x 32% |████████ | (44341/137575, 290 it/s) [3m17s:5m21s] 9.02x 32% |████████ | (44485/137575, 290 it/s) [3m17s:5m21s] 9.02x 32% |████████ | (44621/137575, 288 it/s) [3m18s:5m22s] 9.03x 32% |████████ | (44765/137575, 288 it/s) [3m18s:5m22s] 9.03x 32% |████████ | (44913/137575, 288 it/s) [3m19s:5m21s] 9.04x 32% |████████ | (45060/137575, 288 it/s) [3m19s:5m20s] 9.05x 32% |████████ | (45203/137575, 288 it/s) [3m20s:5m20s] 9.05x 32% |████████ | (45350/137575, 288 it/s) [3m20s:5m19s] 9.06x 33% |████████ | (45491/137575, 288 it/s) [3m21s:5m19s] 9.06x 33% |████████ | (45634/137575, 288 it/s) [3m21s:5m19s] 9.07x 33% |████████ | (45780/137575, 288 it/s) [3m22s:5m18s] 9.08x 33% |████████ | (45928/137575, 289 it/s) [3m22s:5m17s] 9.08x 33% |████████ | (46072/137575, 289 it/s) [3m23s:5m17s] 9.09x 33% |████████ | (46219/137575, 289 it/s) [3m23s:5m15s] 9.1x 33% |█████████ | (46365/137575, 290 it/s) [3m24s:5m14s] 9.1x 33% |█████████ | (46510/137575, 290 it/s) [3m24s:5m13s] 9.11x 33% |████████ | (46654/137575, 290 it/s) [3m25s:5m13s] 9.11x 34% |█████████ | (46800/137575, 290 it/s) [3m25s:5m13s] 9.12x 34% |█████████ | (46940/137575, 290 it/s) [3m26s:5m12s] 9.13x 34% |█████████ | (47082/137575, 290 it/s) [3m26s:5m12s] 9.13x 34% |█████████ | (47229/137575, 291 it/s) [3m27s:5m10s] 9.14x 34% |█████████ | (47345/137575, 285 it/s) [3m27s:5m17s] 9.14x 34% |█████████ | (47415/137575, 269 it/s) [3m28s:5m35s] 9.13x 34% |█████████ | (47484/137575, 254 it/s) [3m28s:5m54s] 9.12x 34% |█████████ | (47550/137575, 238 it/s) [3m29s:6m18s] 9.11x 34% |█████████ | (47613/137575, 221 it/s) [3m29s:6m46s] 9.1x 34% |█████████ | (47672/137575, 221 it/s) [3m30s:6m46s] 9.09x 34% |█████████ | (47738/137575, 205 it/s) [3m30s:7m19s] 9.08x 34% |█████████ | (47805/137575, 189 it/s) [3m31s:7m54s] 9.07x 34% |█████████ | (47868/137575, 173 it/s) [3m31s:8m39s] 9.06x 34% |█████████ | (47930/137575, 157 it/s) [3m32s:9m31s] 9.05x 34% |█████████ | (47995/137575, 157 it/s) [3m32s:9m31s] 9.04x 34% |████████ | (48053/137575, 140 it/s) [3m33s:10m41s] 9.03x 34% |████████ | (48112/137575, 128 it/s) [3m33s:11m37s] 9.02x 35% |█████████ | (48183/137575, 128 it/s) [3m34s:11m36s] 9.02x 35% |█████████ | (48246/137575, 127 it/s) [3m34s:11m41s] 9.01x 35% |█████████ | (48307/137575, 127 it/s) [3m35s:11m41s] 9x 35% |██████████ | (48369/137575, 126 it/s) [3m35s:11m45s] 8.99x 35% |█████████ | (48437/137575, 127 it/s) [3m36s:11m39s] 8.98x 35% |█████████ | (48496/137575, 127 it/s) [3m36s:11m43s] 8.97x 35% |█████████ | (48556/137575, 125 it/s) [3m37s:11m51s] 8.96x 35% |█████████ | (48618/137575, 125 it/s) [3m37s:11m51s] 8.95x 35% |█████████ | (48688/137575, 125 it/s) [3m38s:11m51s] 8.94x 35% |█████████ | (48750/137575, 126 it/s) [3m38s:11m46s] 8.93x 35% |█████████ | (48807/137575, 126 it/s) [3m39s:11m45s] 8.92x 35% |█████████ | (48874/137575, 126 it/s) [3m39s:11m44s] 8.92x 35% |█████████ | (48939/137575, 127 it/s) [3m40s:11m37s] 8.91x 35% |█████████ | (49000/137575, 127 it/s) [3m40s:11m37s] 8.9x 35% |█████████ | (49064/137575, 125 it/s) [3m41s:11m45s] 8.89x 35% |█████████ | (49125/137575, 125 it/s) [3m41s:11m47s] 8.88x 35% |█████████ | (49192/137575, 126 it/s) [3m42s:11m41s] 8.87x 35% |█████████ | (49260/137575, 126 it/s) [3m42s:11m40s] 8.86x 35% |█████████ | (49325/137575, 126 it/s) [3m43s:11m40s] 8.86x 35% |█████████ | (49386/137575, 127 it/s) [3m43s:11m34s] 8.85x 35% |█████████ | (49452/137575, 128 it/s) [3m44s:11m27s] 8.84x 35% |█████████ | (49520/137575, 129 it/s) [3m44s:11m20s] 8.83x 36% |█████████ | (49586/137575, 129 it/s) [3m45s:11m19s] 8.82x 36% |█████████ | (49653/137575, 130 it/s) [3m45s:11m14s] 8.82x 36% |█████████ | (49717/137575, 130 it/s) [3m46s:11m14s] 8.81x 36% |█████████ | (49781/137575, 131 it/s) [3m46s:11m12s] 8.8x 36% |█████████ | (49843/137575, 131 it/s) [3m47s:11m10s] 8.79x 36% |█████████ | (49906/137575, 130 it/s) [3m47s:11m14s] 8.78x 36% |█████████ | (49970/137575, 129 it/s) [3m48s:11m17s] 8.77x 36% |█████████ | (50032/137575, 129 it/s) [3m48s:11m18s] 8.77x 36% |█████████ | (50093/137575, 129 it/s) [3m49s:11m18s] 8.76x 36% |█████████ | (50154/137575, 128 it/s) [3m49s:11m22s] 8.75x 36% |█████████ | (50222/137575, 128 it/s) [3m50s:11m22s] 8.74x 36% |█████████ | (50284/137575, 128 it/s) [3m50s:11m22s] 8.73x 36% |█████████ | (50349/137575, 127 it/s) [3m51s:11m24s] 8.73x 36% |█████████ | (50410/137575, 126 it/s) [3m51s:11m30s] 8.72x 36% |█████████ | (50478/137575, 127 it/s) [3m52s:11m25s] 8.71x 36% |█████████ | (50545/137575, 128 it/s) [3m52s:11m21s] 8.7x 36% |█████████ | (50612/137575, 129 it/s) [3m53s:11m16s] 8.7x 36% |██████████ | (50681/137575, 130 it/s) [3m53s:11m9s] 8.69x 36% |█████████ | (50748/137575, 130 it/s) [3m54s:11m6s] 8.68x 36% |█████████ | (50808/137575, 130 it/s) [3m54s:11m7s] 8.67x 36% |█████████ | (50871/137575, 130 it/s) [3m55s:11m7s] 8.67x 37% |█████████ | (50937/137575, 131 it/s) [3m55s:11m3s] 8.66x 37% |█████████ | (51002/137575, 130 it/s) [3m56s:11m5s] 8.65x 37% |█████████ | (51067/137575, 130 it/s) [3m56s:11m5s] 8.64x 37% |█████████ | (51138/137575, 131 it/s) [3m57s:11m0s] 8.64x 37% |█████████ | (51200/137575, 131 it/s) [3m57s:10m59s] 8.63x 37% |█████████ | (51268/137575, 131 it/s) [3m58s:10m58s] 8.62x 37% |█████████ | (51324/137575, 130 it/s) [3m58s:11m3s] 8.61x 37% |█████████ | (51390/137575, 130 it/s) [3m59s:11m4s] 8.61x 37% |█████████ | (51452/137575, 129 it/s) [3m59s:11m8s] 8.6x 37% |██████████ | (51511/137575, 129 it/s) [4m0s:11m8s] 8.59x 37% |█████████ | (51575/137575, 127 it/s) [4m0s:11m15s] 8.58x 37% |█████████ | (51633/137575, 126 it/s) [4m1s:11m24s] 8.58x 37% |█████████ | (51697/137575, 126 it/s) [4m1s:11m19s] 8.57x 37% |█████████ | (51755/137575, 125 it/s) [4m2s:11m26s] 8.56x 37% |█████████ | (51819/137575, 125 it/s) [4m2s:11m26s] 8.55x 37% |█████████ | (51885/137575, 124 it/s) [4m3s:11m28s] 8.55x 37% |█████████ | (51949/137575, 125 it/s) [4m3s:11m25s] 8.54x 37% |█████████ | (52015/137575, 126 it/s) [4m4s:11m21s] 8.53x 37% |█████████ | (52077/137575, 126 it/s) [4m4s:11m20s] 8.53x 37% |█████████ | (52143/137575, 125 it/s) [4m5s:11m22s] 8.52x 37% |█████████ | (52203/137575, 125 it/s) [4m5s:11m24s] 8.51x 37% |█████████ | (52266/137575, 125 it/s) [4m6s:11m21s] 8.5x 38% |██████████ | (52326/137575, 125 it/s) [4m6s:11m19s] 8.5x 38% |██████████ | (52393/137575, 126 it/s) [4m7s:11m15s] 8.49x 38% |██████████ | (52457/137575, 127 it/s) [4m7s:11m9s] 8.48x 38% |██████████ | (52519/137575, 127 it/s) [4m8s:11m8s] 8.48x 38% |██████████ | (52580/137575, 127 it/s) [4m8s:11m10s] 8.47x 38% |██████████ | (52642/137575, 126 it/s) [4m9s:11m14s] 8.46x 38% |██████████ | (52708/137575, 126 it/s) [4m9s:11m11s] 8.46x 38% |█████████ | (52770/137575, 126 it/s) [4m10s:11m15s] 8.45x 38% |█████████ | (52831/137575, 125 it/s) [4m10s:11m17s] 8.44x 38% |█████████ | (52892/137575, 125 it/s) [4m11s:11m16s] 8.43x 38% |█████████ | (52960/137575, 125 it/s) [4m11s:11m16s] 8.43x 38% |█████████ | (53021/137575, 125 it/s) [4m12s:11m13s] 8.42x 38% |█████████ | (53078/137575, 125 it/s) [4m12s:11m16s] 8.41x 38% |█████████ | (53139/137575, 124 it/s) [4m13s:11m22s] 8.41x 38% |█████████ | (53200/137575, 123 it/s) [4m13s:11m24s] 8.4x 38% |██████████ | (53259/137575, 123 it/s) [4m14s:11m27s] 8.39x 38% |█████████ | (53321/137575, 123 it/s) [4m14s:11m26s] 8.39x 38% |█████████ | (53382/137575, 122 it/s) [4m15s:11m32s] 8.38x 38% |█████████ | (53439/137575, 121 it/s) [4m15s:11m37s] 8.37x 38% |█████████ | (53499/137575, 120 it/s) [4m16s:11m38s] 8.36x 38% |█████████ | (53559/137575, 120 it/s) [4m16s:11m38s] 8.36x 38% |█████████ | (53619/137575, 120 it/s) [4m17s:11m38s] 8.35x 39% |██████████ | (53686/137575, 120 it/s) [4m17s:11m38s] 8.34x 39% |██████████ | (53745/137575, 120 it/s) [4m18s:11m35s] 8.34x 39% |██████████ | (53806/137575, 120 it/s) [4m18s:11m35s] 8.33x 39% |██████████ | (53869/137575, 120 it/s) [4m19s:11m34s] 8.32x 39% |██████████ | (53926/137575, 120 it/s) [4m19s:11m35s] 8.32x 39% |██████████ | (53991/137575, 120 it/s) [4m20s:11m35s] 8.31x 39% |██████████ | (54058/137575, 122 it/s) [4m20s:11m26s] 8.31x 39% |██████████ | (54117/137575, 122 it/s) [4m21s:11m26s] 8.3x 39% |██████████ | (54180/137575, 121 it/s) [4m21s:11m26s] 8.29x 39% |██████████ | (54240/137575, 121 it/s) [4m22s:11m28s] 8.29x 39% |██████████ | (54305/137575, 121 it/s) [4m22s:11m27s] 8.28x 39% |██████████ | (54369/137575, 123 it/s) [4m23s:11m18s] 8.27x 39% |██████████ | (54433/137575, 124 it/s) [4m23s:11m12s] 8.27x 39% |██████████ | (54492/137575, 124 it/s) [4m24s:11m12s] 8.26x 39% |██████████ | (54562/137575, 124 it/s) [4m24s:11m6s] 8.26x 39% |██████████ | (54622/137575, 124 it/s) [4m25s:11m10s] 8.25x 39% |██████████ | (54682/137575, 124 it/s) [4m25s:11m8s] 8.24x 39% |██████████ | (54744/137575, 124 it/s) [4m26s:11m7s] 8.24x 39% |██████████ | (54809/137575, 124 it/s) [4m26s:11m6s] 8.23x 39% |██████████ | (54872/137575, 125 it/s) [4m27s:11m1s] 8.22x 39% |██████████ | (54933/137575, 124 it/s) [4m27s:11m6s] 8.22x 39% |██████████ | (55000/137575, 125 it/s) [4m28s:10m59s] 8.21x 40% |██████████ | (55066/137575, 125 it/s) [4m28s:10m59s] 8.21x 40% |██████████ | (55134/137575, 127 it/s) [4m29s:10m51s] 8.2x 40% |██████████ | (55200/137575, 127 it/s) [4m29s:10m50s] 8.2x 40% |██████████ | (55262/137575, 126 it/s) [4m30s:10m51s] 8.19x 40% |██████████ | (55332/137575, 128 it/s) [4m30s:10m44s] 8.19x 40% |██████████ | (55393/137575, 128 it/s) [4m31s:10m44s] 8.18x 40% |██████████ | (55456/137575, 127 it/s) [4m31s:10m45s] 8.17x 40% |██████████ | (55519/137575, 128 it/s) [4m32s:10m43s] 8.17x 40% |██████████ | (55579/137575, 128 it/s) [4m32s:10m42s] 8.16x 40% |██████████ | (55642/137575, 128 it/s) [4m33s:10m40s] 8.16x 40% |██████████ | (55705/137575, 128 it/s) [4m33s:10m38s] 8.15x 40% |██████████ | (55766/137575, 128 it/s) [4m34s:10m38s] 8.14x 40% |██████████ | (55832/137575, 128 it/s) [4m34s:10m38s] 8.14x 40% |██████████ | (55895/137575, 128 it/s) [4m35s:10m36s] 8.13x 40% |██████████ | (55954/137575, 128 it/s) [4m35s:10m36s] 8.13x 40% |██████████ | (56016/137575, 127 it/s) [4m36s:10m41s] 8.12x 40% |██████████ | (56077/137575, 126 it/s) [4m36s:10m47s] 8.12x 40% |██████████ | (56140/137575, 126 it/s) [4m37s:10m48s] 8.11x 40% |██████████ | (56205/137575, 125 it/s) [4m37s:10m52s] 8.1x 40% |██████████ | (56264/137575, 124 it/s) [4m38s:10m55s] 8.1x 40% |██████████ | (56331/137575, 125 it/s) [4m38s:10m50s] 8.09x 40% |██████████ | (56393/137575, 125 it/s) [4m39s:10m49s] 8.09x 41% |██████████ | (56456/137575, 125 it/s) [4m39s:10m49s] 8.08x 41% |██████████ | (56520/137575, 125 it/s) [4m40s:10m49s] 8.08x 41% |██████████ | (56581/137575, 125 it/s) [4m40s:10m49s] 8.07x 41% |██████████ | (56648/137575, 126 it/s) [4m41s:10m43s] 8.07x 41% |██████████ | (56712/137575, 126 it/s) [4m41s:10m42s] 8.06x 41% |██████████ | (56771/137575, 126 it/s) [4m42s:10m41s] 8.06x 41% |██████████ | (56835/137575, 126 it/s) [4m42s:10m39s] 8.05x 41% |██████████ | (56894/137575, 125 it/s) [4m43s:10m45s] 8.04x 41% |██████████ | (56957/137575, 125 it/s) [4m43s:10m45s] 8.04x 41% |██████████ | (57019/137575, 126 it/s) [4m44s:10m41s] 8.03x 41% |██████████ | (57081/137575, 125 it/s) [4m44s:10m45s] 8.03x 41% |██████████ | (57143/137575, 125 it/s) [4m45s:10m45s] 8.02x 41% |██████████ | (57206/137575, 125 it/s) [4m45s:10m44s] 8.02x 41% |██████████ | (57275/137575, 125 it/s) [4m46s:10m40s] 8.01x 41% |██████████ | (57336/137575, 125 it/s) [4m46s:10m42s] 8.01x 41% |██████████ | (57401/137575, 126 it/s) [4m47s:10m38s] 8x 41% |███████████ | (57460/137575, 124 it/s) [4m47s:10m45s] 8x 41% |███████████ | (57521/137575, 124 it/s) [4m48s:10m46s] 7.99x 41% |██████████ | (57581/137575, 123 it/s) [4m48s:10m49s] 7.99x 41% |██████████ | (57642/137575, 124 it/s) [4m49s:10m46s] 7.98x 41% |██████████ | (57700/137575, 123 it/s) [4m49s:10m51s] 7.97x 41% |██████████ | (57768/137575, 124 it/s) [4m50s:10m44s] 7.97x 42% |██████████ | (57832/137575, 124 it/s) [4m50s:10m41s] 7.97x 42% |██████████ | (57890/137575, 123 it/s) [4m51s:10m49s] 7.96x 42% |██████████ | (57954/137575, 123 it/s) [4m51s:10m45s] 7.95x 42% |██████████ | (58019/137575, 123 it/s) [4m52s:10m44s] 7.95x 42% |██████████ | (58080/137575, 124 it/s) [4m52s:10m42s] 7.94x 42% |██████████ | (58141/137575, 124 it/s) [4m53s:10m41s] 7.94x 42% |██████████ | (58199/137575, 124 it/s) [4m53s:10m40s] 7.93x 42% |██████████ | (58266/137575, 124 it/s) [4m54s:10m37s] 7.93x 42% |██████████ | (58328/137575, 124 it/s) [4m54s:10m36s] 7.92x 42% |██████████ | (58394/137575, 126 it/s) [4m55s:10m28s] 7.92x 42% |██████████ | (58456/137575, 125 it/s) [4m55s:10m33s] 7.91x 42% |██████████ | (58516/137575, 124 it/s) [4m56s:10m38s] 7.91x 42% |██████████ | (58578/137575, 124 it/s) [4m56s:10m37s] 7.9x 42% |███████████ | (58638/137575, 125 it/s) [4m57s:10m33s] 7.9x 42% |███████████ | (58702/137575, 125 it/s) [4m57s:10m33s] 7.89x 42% |██████████ | (58765/137575, 125 it/s) [4m58s:10m32s] 7.89x 42% |██████████ | (58829/137575, 124 it/s) [4m58s:10m34s] 7.88x 42% |██████████ | (58892/137575, 125 it/s) [4m59s:10m31s] 7.88x 42% |██████████ | (58952/137575, 124 it/s) [4m59s:10m32s] 7.87x 42% |███████████ | (59017/137575, 125 it/s) [5m0s:10m29s] 7.87x 42% |███████████ | (59079/137575, 125 it/s) [5m0s:10m28s] 7.87x 42% |███████████ | (59144/137575, 125 it/s) [5m1s:10m29s] 7.86x 43% |███████████ | (59207/137575, 125 it/s) [5m1s:10m28s] 7.86x 43% |███████████ | (59265/137575, 124 it/s) [5m2s:10m29s] 7.85x 43% |███████████ | (59329/137575, 124 it/s) [5m2s:10m29s] 7.85x 43% |███████████ | (59389/137575, 125 it/s) [5m3s:10m26s] 7.84x 43% |███████████ | (59450/137575, 125 it/s) [5m3s:10m25s] 7.84x 43% |███████████ | (59513/137575, 125 it/s) [5m4s:10m26s] 7.83x 43% |███████████ | (59574/137575, 124 it/s) [5m4s:10m28s] 7.83x 43% |███████████ | (59640/137575, 125 it/s) [5m5s:10m24s] 7.82x 43% |███████████ | (59703/137575, 125 it/s) [5m5s:10m20s] 7.82x 43% |███████████ | (59766/137575, 125 it/s) [5m6s:10m21s] 7.81x 43% |███████████ | (59829/137575, 125 it/s) [5m6s:10m20s] 7.81x 43% |███████████ | (59894/137575, 125 it/s) [5m7s:10m20s] 7.8x 43% |████████████ | (59957/137575, 125 it/s) [5m7s:10m20s] 7.8x 43% |████████████ | (60016/137575, 125 it/s) [5m8s:10m21s] 7.8x 43% |████████████ | (60074/137575, 124 it/s) [5m8s:10m25s] 7.79x 43% |███████████ | (60140/137575, 125 it/s) [5m9s:10m19s] 7.79x 43% |███████████ | (60201/137575, 125 it/s) [5m9s:10m19s] 7.78x 43% |███████████ | (60265/137575, 125 it/s) [5m10s:10m19s] 7.78x 43% |███████████ | (60329/137575, 125 it/s) [5m10s:10m16s] 7.77x 43% |███████████ | (60386/137575, 125 it/s) [5m11s:10m15s] 7.77x 43% |███████████ | (60448/137575, 124 it/s) [5m11s:10m21s] 7.76x 43% |███████████ | (60507/137575, 123 it/s) [5m12s:10m25s] 7.76x 44% |███████████ | (60576/137575, 124 it/s) [5m12s:10m18s] 7.75x 44% |███████████ | (60638/137575, 124 it/s) [5m13s:10m19s] 7.75x 44% |███████████ | (60702/137575, 124 it/s) [5m13s:10m18s] 7.75x 44% |███████████ | (60763/137575, 125 it/s) [5m14s:10m16s] 7.74x 44% |███████████ | (60828/137575, 126 it/s) [5m14s:10m9s] 7.74x 44% |███████████ | (60886/137575, 124 it/s) [5m15s:10m16s] 7.73x 44% |███████████ | (60949/137575, 124 it/s) [5m15s:10m15s] 7.73x 44% |███████████ | (61007/137575, 124 it/s) [5m16s:10m17s] 7.72x 44% |███████████ | (61074/137575, 124 it/s) [5m16s:10m16s] 7.72x 44% |███████████ | (61141/137575, 125 it/s) [5m17s:10m13s] 7.72x 44% |███████████ | (61205/137575, 125 it/s) [5m17s:10m8s] 7.71x 44% |███████████ | (61268/137575, 125 it/s) [5m18s:10m8s] 7.71x 44% |███████████ | (61330/137575, 126 it/s) [5m18s:10m3s] 7.7x 44% |███████████ | (61392/137575, 125 it/s) [5m19s:10m10s] 7.7x 44% |████████████ | (61459/137575, 125 it/s) [5m19s:10m9s] 7.69x 44% |███████████ | (61523/137575, 126 it/s) [5m20s:10m5s] 7.69x 44% |███████████ | (61584/137575, 125 it/s) [5m20s:10m8s] 7.69x 44% |███████████ | (61648/137575, 126 it/s) [5m21s:10m4s] 7.68x 44% |███████████ | (61708/137575, 125 it/s) [5m21s:10m8s] 7.68x 44% |███████████ | (61770/137575, 125 it/s) [5m22s:10m4s] 7.67x 44% |███████████ | (61833/137575, 126 it/s) [5m22s:10m1s] 7.67x 44% |███████████ | (61895/137575, 125 it/s) [5m23s:10m6s] 7.67x 45% |████████████ | (61959/137575, 125 it/s) [5m23s:10m5s] 7.66x 45% |████████████ | (62026/137575, 125 it/s) [5m24s:10m3s] 7.66x 45% |████████████ | (62095/137575, 127 it/s) [5m24s:9m56s] 7.65x 45% |████████████ | (62159/137575, 127 it/s) [5m25s:9m56s] 7.65x 45% |████████████ | (62221/137575, 127 it/s) [5m25s:9m54s] 7.65x 45% |████████████ | (62287/137575, 127 it/s) [5m26s:9m53s] 7.64x 45% |████████████ | (62356/137575, 127 it/s) [5m26s:9m51s] 7.64x 45% |████████████ | (62416/137575, 127 it/s) [5m27s:9m51s] 7.64x 45% |████████████ | (62483/137575, 128 it/s) [5m27s:9m48s] 7.63x 45% |████████████ | (62545/137575, 128 it/s) [5m28s:9m48s] 7.63x 45% |████████████ | (62610/137575, 128 it/s) [5m28s:9m45s] 7.62x 45% |████████████ | (62674/137575, 128 it/s) [5m29s:9m44s] 7.62x 45% |████████████ | (62739/137575, 129 it/s) [5m29s:9m41s] 7.62x 45% |████████████ | (62799/137575, 128 it/s) [5m30s:9m43s] 7.61x 45% |████████████ | (62863/137575, 129 it/s) [5m30s:9m41s] 7.61x 45% |████████████ | (62926/137575, 128 it/s) [5m31s:9m42s] 7.6x 45% |████████████ | (62989/137575, 128 it/s) [5m31s:9m42s] 7.6x 45% |████████████ | (63054/137575, 127 it/s) [5m32s:9m46s] 7.6x 45% |████████████ | (63116/137575, 127 it/s) [5m32s:9m46s] 7.59x 45% |████████████ | (63174/137575, 125 it/s) [5m33s:9m55s] 7.59x 45% |████████████ | (63243/137575, 127 it/s) [5m33s:9m47s] 7.58x 46% |████████████ | (63305/137575, 127 it/s) [5m34s:9m46s] 7.58x 46% |████████████ | (63367/137575, 126 it/s) [5m34s:9m50s] 7.58x 46% |████████████ | (63427/137575, 125 it/s) [5m35s:9m53s] 7.57x 46% |████████████ | (63489/137575, 125 it/s) [5m35s:9m52s] 7.57x 46% |████████████ | (63555/137575, 125 it/s) [5m36s:9m52s] 7.57x 46% |████████████ | (63619/137575, 126 it/s) [5m36s:9m48s] 7.56x 46% |████████████ | (63682/137575, 126 it/s) [5m37s:9m48s] 7.56x 46% |████████████ | (63739/137575, 125 it/s) [5m37s:9m51s] 7.55x 46% |████████████ | (63800/137575, 125 it/s) [5m38s:9m51s] 7.55x 46% |████████████ | (63864/137575, 125 it/s) [5m38s:9m50s] 7.55x 46% |████████████ | (63927/137575, 124 it/s) [5m39s:9m51s] 7.54x 46% |████████████ | (63990/137575, 124 it/s) [5m39s:9m51s] 7.54x 46% |████████████ | (64052/137575, 125 it/s) [5m40s:9m50s] 7.53x 46% |████████████ | (64113/137575, 125 it/s) [5m40s:9m47s] 7.53x 46% |████████████ | (64178/137575, 124 it/s) [5m41s:9m50s] 7.53x 46% |████████████ | (64243/137575, 124 it/s) [5m41s:9m49s] 7.52x 46% |████████████ | (64301/137575, 124 it/s) [5m42s:9m49s] 7.52x 46% |████████████ | (64364/137575, 125 it/s) [5m42s:9m46s] 7.52x 46% |████████████ | (64426/137575, 125 it/s) [5m43s:9m45s] 7.51x 46% |████████████ | (64485/137575, 124 it/s) [5m43s:9m48s] 7.51x 46% |████████████ | (64548/137575, 124 it/s) [5m44s:9m49s] 7.5x 46% |████████████ | (64614/137575, 124 it/s) [5m44s:9m48s] 7.5x 47% |█████████████ | (64678/137575, 125 it/s) [5m45s:9m43s] 7.5x 47% |█████████████ | (64740/137575, 125 it/s) [5m45s:9m43s] 7.49x 47% |████████████ | (64805/137575, 125 it/s) [5m46s:9m40s] 7.49x 47% |████████████ | (64866/137575, 125 it/s) [5m46s:9m41s] 7.49x 47% |████████████ | (64925/137575, 125 it/s) [5m47s:9m42s] 7.48x 47% |████████████ | (64989/137575, 125 it/s) [5m47s:9m42s] 7.48x 47% |████████████ | (65049/137575, 124 it/s) [5m48s:9m43s] 7.48x 47% |████████████ | (65104/137575, 124 it/s) [5m48s:9m43s] 7.47x 47% |████████████ | (65171/137575, 124 it/s) [5m49s:9m44s] 7.47x 47% |████████████ | (65234/137575, 124 it/s) [5m49s:9m41s] 7.46x 47% |████████████ | (65300/137575, 125 it/s) [5m50s:9m38s] 7.46x 47% |████████████ | (65364/137575, 125 it/s) [5m50s:9m37s] 7.46x 47% |████████████ | (65425/137575, 124 it/s) [5m51s:9m39s] 7.45x 47% |████████████ | (65487/137575, 124 it/s) [5m51s:9m39s] 7.45x 47% |████████████ | (65551/137575, 125 it/s) [5m52s:9m37s] 7.45x 47% |████████████ | (65616/137575, 125 it/s) [5m52s:9m37s] 7.44x 47% |████████████ | (65681/137575, 125 it/s) [5m53s:9m33s] 7.44x 47% |████████████ | (65744/137575, 126 it/s) [5m53s:9m29s] 7.44x 47% |████████████ | (65809/137575, 126 it/s) [5m54s:9m27s] 7.43x 47% |████████████ | (65870/137575, 127 it/s) [5m54s:9m26s] 7.43x 47% |████████████ | (65934/137575, 127 it/s) [5m55s:9m23s] 7.43x 47% |████████████ | (66001/137575, 127 it/s) [5m55s:9m22s] 7.43x 48% |████████████ | (66059/137575, 127 it/s) [5m56s:9m22s] 7.42x 48% |████████████ | (66120/137575, 126 it/s) [5m56s:9m26s] 7.42x 48% |████████████ | (66181/137575, 126 it/s) [5m57s:9m26s] 7.41x 48% |████████████ | (66242/137575, 125 it/s) [5m57s:9m28s] 7.41x 48% |████████████ | (66303/137575, 125 it/s) [5m58s:9m27s] 7.41x 48% |████████████ | (66367/137575, 125 it/s) [5m58s:9m29s] 7.4x 48% |█████████████ | (66433/137575, 125 it/s) [5m59s:9m27s] 7.4x 48% |█████████████ | (66497/137575, 125 it/s) [5m59s:9m26s] 7.4x 48% |█████████████ | (66558/137575, 125 it/s) [6m0s:9m29s] 7.39x 48% |█████████████ | (66619/137575, 125 it/s) [6m0s:9m29s] 7.39x 48% |█████████████ | (66683/137575, 125 it/s) [6m1s:9m29s] 7.39x 48% |█████████████ | (66745/137575, 125 it/s) [6m1s:9m28s] 7.38x 48% |█████████████ | (66810/137575, 125 it/s) [6m2s:9m27s] 7.38x 48% |█████████████ | (66873/137575, 125 it/s) [6m2s:9m24s] 7.38x 48% |█████████████ | (66937/137575, 125 it/s) [6m3s:9m24s] 7.37x 48% |█████████████ | (67000/137575, 126 it/s) [6m3s:9m21s] 7.37x 48% |█████████████ | (67062/137575, 126 it/s) [6m4s:9m20s] 7.37x 48% |█████████████ | (67126/137575, 126 it/s) [6m4s:9m19s] 7.36x 48% |█████████████ | (67189/137575, 126 it/s) [6m5s:9m18s] 7.36x 48% |█████████████ | (67253/137575, 125 it/s) [6m5s:9m20s] 7.36x 48% |█████████████ | (67319/137575, 126 it/s) [6m6s:9m18s] 7.36x 48% |█████████████ | (67377/137575, 126 it/s) [6m6s:9m17s] 7.35x 49% |█████████████ | (67442/137575, 126 it/s) [6m7s:9m17s] 7.35x 49% |█████████████ | (67507/137575, 127 it/s) [6m7s:9m13s] 7.35x 49% |█████████████ | (67561/137575, 127 it/s) [6m8s:9m12s] 7.34x 49% |█████████████ | (67627/137575, 126 it/s) [6m8s:9m15s] 7.34x 49% |█████████████ | (67687/137575, 125 it/s) [6m9s:9m18s] 7.34x 49% |█████████████ | (67749/137575, 125 it/s) [6m9s:9m17s] 7.33x 49% |█████████████ | (67811/137575, 125 it/s) [6m10s:9m17s] 7.33x 49% |█████████████ | (67871/137575, 124 it/s) [6m10s:9m20s] 7.33x 49% |█████████████ | (67931/137575, 124 it/s) [6m11s:9m21s] 7.32x 49% |█████████████ | (67993/137575, 124 it/s) [6m11s:9m22s] 7.32x 49% |█████████████ | (68056/137575, 124 it/s) [6m12s:9m22s] 7.32x 49% |█████████████ | (68119/137575, 123 it/s) [6m12s:9m24s] 7.31x 49% |█████████████ | (68183/137575, 123 it/s) [6m13s:9m23s] 7.31x 49% |█████████████ | (68242/137575, 123 it/s) [6m13s:9m23s] 7.31x 49% |█████████████ | (68305/137575, 123 it/s) [6m14s:9m24s] 7.3x 49% |█████████████ | (68369/137575, 124 it/s) [6m14s:9m20s] 7.3x 49% |█████████████ | (68426/137575, 123 it/s) [6m15s:9m22s] 7.3x 49% |█████████████ | (68488/137575, 123 it/s) [6m15s:9m21s] 7.29x 49% |█████████████ | (68546/137575, 123 it/s) [6m16s:9m23s] 7.29x 49% |█████████████ | (68611/137575, 124 it/s) [6m16s:9m18s] 7.29x 49% |█████████████ | (68677/137575, 125 it/s) [6m17s:9m12s] 7.28x 49% |█████████████ | (68746/137575, 126 it/s) [6m17s:9m5s] 7.28x 50% |██████████████ | (68809/137575, 126 it/s) [6m18s:9m5s] 7.28x 50% |█████████████ | (68866/137575, 125 it/s) [6m18s:9m10s] 7.28x 50% |██████████████ | (68931/137575, 126 it/s) [6m19s:9m6s] 7.27x 50% |██████████████ | (68995/137575, 126 it/s) [6m19s:9m5s] 7.27x 50% |██████████████ | (69058/137575, 126 it/s) [6m20s:9m4s] 7.27x 50% |██████████████ | (69118/137575, 125 it/s) [6m20s:9m6s] 7.26x 50% |██████████████ | (69181/137575, 126 it/s) [6m21s:9m1s] 7.26x 50% |█████████████ | (69245/137575, 127 it/s) [6m21s:8m57s] 7.26x 50% |█████████████ | (69309/137575, 127 it/s) [6m22s:8m57s] 7.26x 50% |██████████████ | (69369/137575, 126 it/s) [6m22s:9m2s] 7.25x 50% |██████████████ | (69431/137575, 124 it/s) [6m23s:9m7s] 7.25x 50% |██████████████ | (69493/137575, 124 it/s) [6m23s:9m8s] 7.25x 50% |██████████████ | (69553/137575, 124 it/s) [6m24s:9m7s] 7.24x 50% |██████████████ | (69612/137575, 125 it/s) [6m24s:9m5s] 7.24x 50% |██████████████ | (69675/137575, 125 it/s) [6m25s:9m4s] 7.24x 50% |██████████████ | (69736/137575, 124 it/s) [6m25s:9m6s] 7.23x 50% |██████████████ | (69799/137575, 124 it/s) [6m26s:9m7s] 7.23x 50% |██████████████ | (69868/137575, 125 it/s) [6m26s:9m0s] 7.23x 50% |█████████████ | (69932/137575, 126 it/s) [6m27s:8m58s] 7.23x 50% |█████████████ | (69996/137575, 126 it/s) [6m27s:8m58s] 7.22x 50% |█████████████ | (70057/137575, 125 it/s) [6m28s:8m58s] 7.22x 50% |█████████████ | (70124/137575, 125 it/s) [6m28s:8m58s] 7.22x 51% |█████████████ | (70187/137575, 126 it/s) [6m29s:8m56s] 7.21x 51% |█████████████ | (70251/137575, 126 it/s) [6m29s:8m52s] 7.21x 51% |█████████████ | (70315/137575, 127 it/s) [6m30s:8m50s] 7.21x 51% |█████████████ | (70376/137575, 127 it/s) [6m30s:8m50s] 7.21x 51% |█████████████ | (70443/137575, 128 it/s) [6m31s:8m44s] 7.2x 51% |██████████████ | (70503/137575, 128 it/s) [6m31s:8m45s] 7.2x 51% |██████████████ | (70564/137575, 127 it/s) [6m32s:8m46s] 7.2x 51% |██████████████ | (70617/137575, 124 it/s) [6m32s:8m59s] 7.19x 51% |██████████████ | (70679/137575, 124 it/s) [6m33s:9m0s] 7.19x 51% |█████████████ | (70744/137575, 124 it/s) [6m34s:8m58s] 7.19x 51% |██████████████ | (70802/137575, 123 it/s) [6m34s:9m4s] 7.19x 51% |██████████████ | (70864/137575, 122 it/s) [6m35s:9m5s] 7.18x 51% |██████████████ | (70923/137575, 121 it/s) [6m35s:9m9s] 7.18x 51% |██████████████ | (70983/137575, 121 it/s) [6m36s:9m9s] 7.18x 51% |██████████████ | (71048/137575, 122 it/s) [6m36s:9m7s] 7.17x 51% |██████████████ | (71114/137575, 121 it/s) [6m37s:9m7s] 7.17x 51% |██████████████ | (71176/137575, 122 it/s) [6m37s:9m5s] 7.17x 51% |██████████████ | (71233/137575, 121 it/s) [6m38s:9m8s] 7.17x 51% |█████████████ | (71297/137575, 123 it/s) [6m38s:8m58s] 7.16x 51% |█████████████ | (71357/137575, 123 it/s) [6m39s:8m57s] 7.16x 51% |█████████████ | (71422/137575, 123 it/s) [6m39s:8m57s] 7.16x 51% |█████████████ | (71486/137575, 123 it/s) [6m40s:8m57s] 7.15x 52% |██████████████ | (71548/137575, 124 it/s) [6m40s:8m53s] 7.15x 52% |██████████████ | (71608/137575, 123 it/s) [6m41s:8m54s] 7.15x 52% |██████████████ | (71672/137575, 124 it/s) [6m41s:8m49s] 7.15x 52% |██████████████ | (71735/137575, 125 it/s) [6m42s:8m48s] 7.14x 52% |██████████████ | (71797/137575, 124 it/s) [6m42s:8m51s] 7.14x 52% |██████████████ | (71861/137575, 124 it/s) [6m43s:8m49s] 7.14x 52% |██████████████ | (71928/137575, 126 it/s) [6m43s:8m40s] 7.14x 52% |██████████████ | (71990/137575, 126 it/s) [6m44s:8m41s] 7.13x 52% |██████████████ | (72051/137575, 126 it/s) [6m44s:8m41s] 7.13x 52% |██████████████ | (72114/137575, 125 it/s) [6m45s:8m42s] 7.13x 52% |██████████████ | (72177/137575, 125 it/s) [6m45s:8m41s] 7.13x 52% |██████████████ | (72239/137575, 125 it/s) [6m46s:8m41s] 7.12x 52% |██████████████ | (72299/137575, 126 it/s) [6m46s:8m39s] 7.12x 52% |██████████████ | (72362/137575, 125 it/s) [6m47s:8m39s] 7.12x 52% |██████████████ | (72422/137575, 125 it/s) [6m47s:8m39s] 7.11x 52% |██████████████ | (72486/137575, 125 it/s) [6m48s:8m39s] 7.11x 52% |██████████████ | (72544/137575, 124 it/s) [6m48s:8m42s] 7.11x 52% |██████████████ | (72605/137575, 124 it/s) [6m49s:8m42s] 7.11x 52% |██████████████ | (72667/137575, 124 it/s) [6m49s:8m43s] 7.1x 52% |██████████████ | (72730/137575, 123 it/s) [6m50s:8m46s] 7.1x 52% |██████████████ | (72791/137575, 123 it/s) [6m50s:8m46s] 7.1x 52% |██████████████ | (72852/137575, 123 it/s) [6m51s:8m46s] 7.1x 53% |██████████████ | (72916/137575, 123 it/s) [6m51s:8m45s] 7.09x 53% |██████████████ | (72986/137575, 125 it/s) [6m52s:8m38s] 7.09x 53% |██████████████ | (73050/137575, 125 it/s) [6m52s:8m37s] 7.09x 53% |██████████████ | (73109/137575, 125 it/s) [6m53s:8m36s] 7.09x 53% |██████████████ | (73174/137575, 125 it/s) [6m53s:8m36s] 7.08x 53% |██████████████ | (73237/137575, 125 it/s) [6m54s:8m34s] 7.08x 53% |██████████████ | (73297/137575, 125 it/s) [6m54s:8m36s] 7.08x 53% |██████████████ | (73360/137575, 126 it/s) [6m55s:8m31s] 7.08x 53% |██████████████ | (73425/137575, 126 it/s) [6m55s:8m28s] 7.07x 53% |██████████████ | (73488/137575, 126 it/s) [6m56s:8m27s] 7.07x 53% |██████████████ | (73547/137575, 126 it/s) [6m56s:8m28s] 7.07x 53% |██████████████ | (73611/137575, 126 it/s) [6m57s:8m26s] 7.07x 53% |██████████████ | (73673/137575, 126 it/s) [6m57s:8m25s] 7.06x 53% |██████████████ | (73738/137575, 127 it/s) [6m58s:8m23s] 7.06x 53% |██████████████ | (73800/137575, 126 it/s) [6m58s:8m24s] 7.06x 53% |██████████████ | (73863/137575, 125 it/s) [6m59s:8m29s] 7.06x 53% |██████████████ | (73926/137575, 125 it/s) [6m59s:8m27s] 7.05x 53% |██████████████ | (73993/137575, 126 it/s) [7m0s:8m25s] 7.05x 53% |██████████████ | (74058/137575, 126 it/s) [7m0s:8m24s] 7.05x 53% |██████████████ | (74122/137575, 127 it/s) [7m1s:8m20s] 7.05x 53% |██████████████ | (74181/137575, 126 it/s) [7m1s:8m22s] 7.04x 53% |██████████████ | (74243/137575, 125 it/s) [7m2s:8m25s] 7.04x 54% |███████████████ | (74311/137575, 127 it/s) [7m2s:8m18s] 7.04x 54% |███████████████ | (74370/137575, 126 it/s) [7m3s:8m22s] 7.04x 54% |███████████████ | (74434/137575, 126 it/s) [7m3s:8m21s] 7.04x 54% |███████████████ | (74496/137575, 126 it/s) [7m4s:8m20s] 7.03x 54% |███████████████ | (74562/137575, 127 it/s) [7m4s:8m17s] 7.03x 54% |███████████████ | (74628/137575, 127 it/s) [7m5s:8m14s] 7.03x 54% |███████████████ | (74690/137575, 126 it/s) [7m5s:8m18s] 7.03x 54% |███████████████ | (74750/137575, 126 it/s) [7m6s:8m17s] 7.02x 54% |███████████████ | (74813/137575, 126 it/s) [7m6s:8m19s] 7.02x 54% |███████████████ | (74873/137575, 126 it/s) [7m7s:8m18s] 7.02x 54% |███████████████ | (74936/137575, 126 it/s) [7m7s:8m16s] 7.02x 54% |███████████████ | (74995/137575, 124 it/s) [7m8s:8m23s] 7.01x 54% |███████████████ | (75053/137575, 124 it/s) [7m8s:8m23s] 7.01x 54% |███████████████ | (75113/137575, 123 it/s) [7m9s:8m26s] 7.01x 54% |███████████████ | (75179/137575, 124 it/s) [7m9s:8m23s] 7.01x 54% |██████████████ | (75241/137575, 124 it/s) [7m10s:8m22s] 7x 54% |████████████████ | (75300/137575, 123 it/s) [7m10s:8m26s] 7x 54% |████████████████ | (75365/137575, 123 it/s) [7m11s:8m26s] 7x 54% |████████████████ | (75421/137575, 121 it/s) [7m11s:8m31s] 7x 54% |████████████████ | (75481/137575, 121 it/s) [7m12s:8m31s] 6.99x 54% |██████████████ | (75545/137575, 122 it/s) [7m12s:8m30s] 6.99x 54% |██████████████ | (75606/137575, 122 it/s) [7m13s:8m29s] 6.99x 54% |██████████████ | (75666/137575, 122 it/s) [7m13s:8m28s] 6.99x 55% |██████████████ | (75728/137575, 122 it/s) [7m14s:8m28s] 6.98x 55% |██████████████ | (75784/137575, 121 it/s) [7m14s:8m31s] 6.98x 55% |██████████████ | (75853/137575, 123 it/s) [7m15s:8m22s] 6.98x 55% |██████████████ | (75915/137575, 123 it/s) [7m15s:8m22s] 6.98x 55% |██████████████ | (75972/137575, 123 it/s) [7m16s:8m20s] 6.97x 55% |██████████████ | (76035/137575, 124 it/s) [7m16s:8m17s] 6.97x 55% |██████████████ | (76101/137575, 124 it/s) [7m17s:8m16s] 6.97x 55% |██████████████ | (76159/137575, 123 it/s) [7m17s:8m18s] 6.97x 55% |██████████████ | (76228/137575, 124 it/s) [7m18s:8m14s] 6.97x 55% |███████████████ | (76290/137575, 125 it/s) [7m18s:8m8s] 6.96x 55% |███████████████ | (76351/137575, 125 it/s) [7m19s:8m9s] 6.96x 55% |███████████████ | (76411/137575, 125 it/s) [7m19s:8m8s] 6.96x 55% |███████████████ | (76478/137575, 126 it/s) [7m20s:8m5s] 6.96x 55% |███████████████ | (76540/137575, 126 it/s) [7m20s:8m5s] 6.95x 55% |███████████████ | (76603/137575, 126 it/s) [7m21s:8m2s] 6.95x 55% |███████████████ | (76670/137575, 126 it/s) [7m21s:8m2s] 6.95x 55% |███████████████ | (76729/137575, 126 it/s) [7m22s:8m2s] 6.95x 55% |███████████████ | (76793/137575, 126 it/s) [7m22s:8m1s] 6.95x 55% |███████████████ | (76854/137575, 125 it/s) [7m23s:8m4s] 6.94x 55% |███████████████ | (76914/137575, 125 it/s) [7m23s:8m4s] 6.94x 55% |███████████████ | (76975/137575, 126 it/s) [7m24s:8m1s] 6.94x 55% |███████████████ | (77040/137575, 125 it/s) [7m24s:8m4s] 6.94x 56% |███████████████ | (77107/137575, 126 it/s) [7m25s:8m0s] 6.94x 56% |███████████████ | (77172/137575, 127 it/s) [7m25s:7m57s] 6.93x 56% |███████████████ | (77236/137575, 127 it/s) [7m26s:7m56s] 6.93x 56% |███████████████ | (77299/137575, 127 it/s) [7m26s:7m55s] 6.93x 56% |███████████████ | (77366/137575, 127 it/s) [7m27s:7m52s] 6.93x 56% |███████████████ | (77433/137575, 127 it/s) [7m27s:7m51s] 6.93x 56% |███████████████ | (77498/137575, 127 it/s) [7m28s:7m51s] 6.92x 56% |███████████████ | (77560/137575, 128 it/s) [7m28s:7m47s] 6.92x 56% |███████████████ | (77621/137575, 128 it/s) [7m29s:7m47s] 6.92x 56% |███████████████ | (77685/137575, 128 it/s) [7m29s:7m47s] 6.92x 56% |███████████████ | (77746/137575, 128 it/s) [7m30s:7m46s] 6.91x 56% |███████████████ | (77811/137575, 129 it/s) [7m30s:7m43s] 6.91x 56% |███████████████ | (77875/137575, 129 it/s) [7m31s:7m43s] 6.91x 56% |███████████████ | (77933/137575, 127 it/s) [7m31s:7m49s] 6.91x 56% |███████████████ | (77995/137575, 127 it/s) [7m32s:7m50s] 6.91x 56% |███████████████ | (78051/137575, 125 it/s) [7m32s:7m56s] 6.9x 56% |███████████████ | (78116/137575, 125 it/s) [7m33s:7m57s] 6.9x 56% |███████████████ | (78183/137575, 125 it/s) [7m33s:7m56s] 6.9x 56% |███████████████ | (78243/137575, 124 it/s) [7m34s:7m58s] 6.9x 56% |███████████████ | (78307/137575, 124 it/s) [7m34s:7m57s] 6.9x 56% |███████████████ | (78368/137575, 124 it/s) [7m35s:7m57s] 6.89x 57% |███████████████ | (78429/137575, 124 it/s) [7m35s:7m58s] 6.89x 57% |███████████████ | (78492/137575, 124 it/s) [7m36s:7m56s] 6.89x 57% |███████████████ | (78560/137575, 125 it/s) [7m36s:7m53s] 6.89x 57% |███████████████ | (78625/137575, 125 it/s) [7m37s:7m52s] 6.89x 57% |███████████████ | (78689/137575, 126 it/s) [7m37s:7m48s] 6.88x 57% |███████████████ | (78755/137575, 127 it/s) [7m38s:7m44s] 6.88x 57% |███████████████ | (78821/137575, 129 it/s) [7m38s:7m36s] 6.88x 57% |███████████████ | (78886/137575, 129 it/s) [7m39s:7m36s] 6.88x 57% |███████████████ | (78951/137575, 129 it/s) [7m39s:7m34s] 6.88x 57% |███████████████ | (79019/137575, 130 it/s) [7m40s:7m31s] 6.87x 57% |███████████████ | (79084/137575, 130 it/s) [7m40s:7m30s] 6.87x 57% |███████████████ | (79148/137575, 130 it/s) [7m41s:7m27s] 6.87x 57% |███████████████ | (79213/137575, 131 it/s) [7m41s:7m25s] 6.87x 57% |███████████████ | (79272/137575, 129 it/s) [7m42s:7m31s] 6.87x 57% |███████████████ | (79331/137575, 128 it/s) [7m42s:7m34s] 6.86x 57% |███████████████ | (79394/137575, 128 it/s) [7m43s:7m34s] 6.86x 57% |███████████████ | (79457/137575, 127 it/s) [7m43s:7m36s] 6.86x 57% |███████████████ | (79519/137575, 127 it/s) [7m44s:7m38s] 6.86x 57% |███████████████ | (79583/137575, 126 it/s) [7m44s:7m38s] 6.86x 57% |███████████████ | (79643/137575, 125 it/s) [7m45s:7m41s] 6.85x 57% |███████████████ | (79702/137575, 124 it/s) [7m45s:7m48s] 6.85x 57% |███████████████ | (79761/137575, 123 it/s) [7m46s:7m51s] 6.85x 58% |███████████████ | (79826/137575, 123 it/s) [7m46s:7m51s] 6.85x 58% |███████████████ | (79888/137575, 123 it/s) [7m47s:7m48s] 6.85x 58% |███████████████ | (79953/137575, 124 it/s) [7m47s:7m43s] 6.84x 58% |███████████████ | (80012/137575, 123 it/s) [7m48s:7m46s] 6.84x 58% |███████████████ | (80072/137575, 123 it/s) [7m48s:7m47s] 6.84x 58% |███████████████ | (80135/137575, 123 it/s) [7m49s:7m46s] 6.84x 58% |███████████████ | (80200/137575, 123 it/s) [7m49s:7m45s] 6.84x 58% |███████████████ | (80262/137575, 124 it/s) [7m50s:7m43s] 6.83x 58% |███████████████ | (80320/137575, 124 it/s) [7m50s:7m43s] 6.83x 58% |███████████████ | (80386/137575, 124 it/s) [7m51s:7m40s] 6.83x 58% |███████████████ | (80447/137575, 125 it/s) [7m51s:7m38s] 6.83x 58% |███████████████ | (80511/137575, 124 it/s) [7m52s:7m38s] 6.83x 58% |███████████████ | (80574/137575, 125 it/s) [7m52s:7m37s] 6.82x 58% |███████████████ | (80639/137575, 125 it/s) [7m53s:7m37s] 6.82x 58% |███████████████ | (80698/137575, 125 it/s) [7m53s:7m36s] 6.82x 58% |███████████████ | (80763/137575, 126 it/s) [7m54s:7m32s] 6.82x 58% |███████████████ | (80827/137575, 126 it/s) [7m54s:7m31s] 6.82x 58% |███████████████ | (80897/137575, 126 it/s) [7m55s:7m30s] 6.82x 58% |███████████████ | (80962/137575, 126 it/s) [7m55s:7m28s] 6.81x 58% |███████████████ | (81021/137575, 126 it/s) [7m56s:7m29s] 6.81x 58% |███████████████ | (81083/137575, 126 it/s) [7m56s:7m29s] 6.81x 58% |███████████████ | (81147/137575, 126 it/s) [7m57s:7m26s] 6.81x 59% |███████████████ | (81212/137575, 126 it/s) [7m57s:7m25s] 6.81x 59% |███████████████ | (81273/137575, 126 it/s) [7m58s:7m25s] 6.8x 59% |████████████████ | (81344/137575, 127 it/s) [7m58s:7m22s] 6.8x 59% |████████████████ | (81402/137575, 127 it/s) [7m59s:7m21s] 6.8x 59% |████████████████ | (81470/137575, 127 it/s) [7m59s:7m22s] 6.8x 59% |█████████████████ | (81533/137575, 127 it/s) [8m0s:7m19s] 6.8x 59% |█████████████████ | (81596/137575, 127 it/s) [8m0s:7m19s] 6.8x 59% |█████████████████ | (81661/137575, 127 it/s) [8m1s:7m19s] 6.79x 59% |████████████████ | (81724/137575, 127 it/s) [8m1s:7m19s] 6.79x 59% |████████████████ | (81786/137575, 126 it/s) [8m2s:7m22s] 6.79x 59% 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[8m9s:7m8s] 6.76x 60% |████████████████ | (82812/137575, 127 it/s) [8m10s:7m9s] 6.76x 60% |████████████████ | (82877/137575, 127 it/s) [8m10s:7m9s] 6.76x 60% |████████████████ | (82939/137575, 127 it/s) [8m11s:7m9s] 6.76x 60% |████████████████ | (83002/137575, 127 it/s) [8m11s:7m10s] 6.76x 60% |████████████████ | (83066/137575, 127 it/s) [8m12s:7m10s] 6.76x 60% |████████████████ | (83130/137575, 127 it/s) [8m12s:7m8s] 6.75x 60% |████████████████ | (83196/137575, 127 it/s) [8m13s:7m7s] 6.75x 60% |████████████████ | (83257/137575, 127 it/s) [8m13s:7m7s] 6.75x 60% |████████████████ | (83324/137575, 127 it/s) [8m14s:7m6s] 6.75x 60% |████████████████ | (83386/137575, 127 it/s) [8m14s:7m6s] 6.75x 60% |████████████████ | (83447/137575, 127 it/s) [8m15s:7m5s] 6.75x 60% |████████████████ | (83511/137575, 127 it/s) [8m15s:7m5s] 6.74x 60% |████████████████ | (83572/137575, 127 it/s) [8m16s:7m5s] 6.74x 60% |████████████████ | (83636/137575, 127 it/s) [8m16s:7m4s] 6.74x 60% |████████████████ | (83701/137575, 127 it/s) [8m17s:7m4s] 6.74x 60% |████████████████ | (83763/137575, 127 it/s) [8m17s:7m4s] 6.74x 60% |████████████████ | (83827/137575, 127 it/s) [8m18s:7m3s] 6.74x 60% |████████████████ | (83890/137575, 127 it/s) [8m18s:7m4s] 6.73x 61% |█████████████████ | (83955/137575, 126 it/s) [8m19s:7m4s] 6.73x 61% |█████████████████ | (84015/137575, 125 it/s) [8m19s:7m6s] 6.73x 61% |█████████████████ | (84081/137575, 125 it/s) [8m20s:7m6s] 6.73x 61% |█████████████████ | (84144/137575, 126 it/s) [8m20s:7m3s] 6.73x 61% |█████████████████ | (84206/137575, 126 it/s) [8m21s:7m4s] 6.73x 61% |█████████████████ | (84270/137575, 126 it/s) [8m21s:7m4s] 6.72x 61% |█████████████████ | (84331/137575, 126 it/s) [8m22s:7m2s] 6.72x 61% |█████████████████ | (84396/137575, 126 it/s) [8m22s:7m1s] 6.72x 61% |█████████████████ | (84458/137575, 126 it/s) [8m23s:7m0s] 6.72x 61% |█████████████████ | (84521/137575, 126 it/s) [8m23s:7m1s] 6.72x 61% |█████████████████ | (84584/137575, 126 it/s) [8m24s:7m1s] 6.72x 61% |█████████████████ | (84647/137575, 126 it/s) [8m24s:7m0s] 6.71x 61% |█████████████████ | (84703/137575, 125 it/s) [8m25s:7m2s] 6.71x 61% |████████████████ | (84773/137575, 126 it/s) [8m25s:6m57s] 6.71x 61% |████████████████ | (84835/137575, 126 it/s) [8m26s:6m59s] 6.71x 61% |████████████████ | (84892/137575, 126 it/s) [8m26s:6m59s] 6.71x 61% |████████████████ | (84958/137575, 126 it/s) [8m27s:6m57s] 6.7x 61% |█████████████████ | (85020/137575, 125 it/s) [8m27s:6m58s] 6.7x 61% |█████████████████ | (85082/137575, 125 it/s) [8m28s:6m58s] 6.7x 61% |█████████████████ | (85148/137575, 126 it/s) [8m28s:6m56s] 6.7x 61% |█████████████████ | (85207/137575, 125 it/s) [8m29s:6m58s] 6.7x 61% |█████████████████ | (85269/137575, 125 it/s) [8m29s:6m59s] 6.7x 62% |█████████████████ | (85333/137575, 125 it/s) [8m30s:6m59s] 6.69x 62% |████████████████ | (85395/137575, 125 it/s) [8m30s:6m58s] 6.69x 62% |█████████████████ | (85453/137575, 124 it/s) [8m31s:7m1s] 6.69x 62% |████████████████ | (85517/137575, 125 it/s) [8m31s:6m57s] 6.69x 62% |█████████████████ | (85577/137575, 123 it/s) [8m32s:7m3s] 6.69x 62% |█████████████████ | (85640/137575, 123 it/s) [8m32s:7m2s] 6.69x 62% |█████████████████ | (85703/137575, 123 it/s) [8m33s:7m0s] 6.68x 62% |████████████████ | (85765/137575, 123 it/s) [8m33s:6m59s] 6.68x 62% |█████████████████ | (85822/137575, 122 it/s) [8m34s:7m4s] 6.68x 62% |█████████████████ | (85883/137575, 122 it/s) [8m34s:7m4s] 6.68x 62% |█████████████████ | (85945/137575, 122 it/s) [8m35s:7m1s] 6.68x 62% |█████████████████ | (86008/137575, 122 it/s) [8m35s:7m1s] 6.68x 62% |█████████████████ | (86069/137575, 122 it/s) [8m36s:7m0s] 6.67x 62% |█████████████████ | (86132/137575, 122 it/s) [8m36s:7m0s] 6.67x 62% |████████████████ | (86193/137575, 123 it/s) [8m37s:6m57s] 6.67x 62% |████████████████ | (86258/137575, 123 it/s) [8m37s:6m56s] 6.67x 62% |████████████████ | (86321/137575, 124 it/s) [8m38s:6m54s] 6.67x 62% |████████████████ | (86384/137575, 124 it/s) [8m38s:6m53s] 6.67x 62% |████████████████ | (86448/137575, 124 it/s) [8m39s:6m53s] 6.66x 62% |████████████████ | (86508/137575, 124 it/s) [8m39s:6m53s] 6.66x 62% |████████████████ | (86569/137575, 123 it/s) [8m40s:6m53s] 6.66x 62% |████████████████ | (86630/137575, 123 it/s) [8m40s:6m52s] 6.66x 63% |█████████████████ | (86691/137575, 124 it/s) [8m41s:6m49s] 6.66x 63% |█████████████████ | (86751/137575, 124 it/s) [8m41s:6m49s] 6.66x 63% |█████████████████ | (86812/137575, 124 it/s) [8m42s:6m50s] 6.65x 63% |█████████████████ | (86875/137575, 124 it/s) [8m42s:6m49s] 6.65x 63% |█████████████████ | (86938/137575, 124 it/s) [8m43s:6m48s] 6.65x 63% |█████████████████ | (87001/137575, 124 it/s) [8m43s:6m49s] 6.65x 63% |█████████████████ | (87062/137575, 123 it/s) [8m44s:6m50s] 6.65x 63% |█████████████████ | (87125/137575, 123 it/s) [8m44s:6m50s] 6.65x 63% |█████████████████ | (87186/137575, 123 it/s) [8m45s:6m49s] 6.64x 63% |█████████████████ | (87253/137575, 123 it/s) [8m45s:6m49s] 6.64x 63% 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(88199/137575, 126 it/s) [8m53s:6m32s] 6.62x 64% |█████████████████ | (88265/137575, 126 it/s) [8m53s:6m30s] 6.62x 64% |█████████████████ | (88329/137575, 126 it/s) [8m54s:6m29s] 6.62x 64% |█████████████████ | (88393/137575, 128 it/s) [8m54s:6m25s] 6.62x 64% |█████████████████ | (88460/137575, 128 it/s) [8m55s:6m25s] 6.62x 64% |█████████████████ | (88524/137575, 128 it/s) [8m55s:6m23s] 6.61x 64% |█████████████████ | (88592/137575, 128 it/s) [8m56s:6m23s] 6.61x 64% |█████████████████ | (88650/137575, 129 it/s) [8m56s:6m19s] 6.61x 64% |█████████████████ | (88712/137575, 127 it/s) [8m57s:6m23s] 6.61x 64% |█████████████████ | (88775/137575, 128 it/s) [8m57s:6m21s] 6.61x 64% |█████████████████ | (88833/137575, 128 it/s) [8m58s:6m21s] 6.61x 64% |█████████████████ | (88894/137575, 127 it/s) [8m58s:6m24s] 6.6x 64% |█████████████████ | (88957/137575, 127 it/s) [8m59s:6m24s] 6.6x 64% |█████████████████ | (89020/137575, 127 it/s) [8m59s:6m21s] 6.6x 64% |██████████████████ | (89081/137575, 127 it/s) [9m0s:6m22s] 6.6x 64% |██████████████████ | (89143/137575, 126 it/s) [9m0s:6m25s] 6.6x 64% |██████████████████ | (89204/137575, 126 it/s) [9m1s:6m25s] 6.6x 64% |██████████████████ | (89262/137575, 124 it/s) [9m1s:6m28s] 6.59x 64% |█████████████████ | (89326/137575, 124 it/s) [9m2s:6m28s] 6.59x 64% |█████████████████ | (89388/137575, 124 it/s) [9m2s:6m27s] 6.59x 65% |██████████████████ | (89452/137575, 124 it/s) [9m3s:6m28s] 6.59x 65% |██████████████████ | (89515/137575, 124 it/s) [9m3s:6m28s] 6.59x 65% |██████████████████ | (89576/137575, 124 it/s) [9m4s:6m28s] 6.59x 65% |██████████████████ | (89639/137575, 124 it/s) [9m4s:6m27s] 6.59x 65% |██████████████████ | (89703/137575, 124 it/s) [9m5s:6m26s] 6.58x 65% |██████████████████ | (89764/137575, 124 it/s) [9m5s:6m24s] 6.58x 65% |██████████████████ | (89825/137575, 124 it/s) [9m6s:6m25s] 6.58x 65% |██████████████████ | (89885/137575, 124 it/s) [9m6s:6m25s] 6.58x 65% |██████████████████ | (89945/137575, 123 it/s) [9m7s:6m26s] 6.58x 65% |██████████████████ | (90005/137575, 123 it/s) [9m7s:6m25s] 6.58x 65% |██████████████████ | (90068/137575, 123 it/s) [9m8s:6m25s] 6.58x 65% |██████████████████ | (90128/137575, 123 it/s) [9m8s:6m26s] 6.57x 65% |██████████████████ | (90192/137575, 123 it/s) [9m9s:6m24s] 6.57x 65% |██████████████████ | (90252/137575, 123 it/s) [9m9s:6m26s] 6.57x 65% |█████████████████ | (90313/137575, 122 it/s) [9m10s:6m26s] 6.57x 65% |█████████████████ | (90377/137575, 122 it/s) [9m10s:6m26s] 6.57x 65% |█████████████████ | (90437/137575, 122 it/s) [9m11s:6m25s] 6.57x 65% |█████████████████ | (90501/137575, 122 it/s) [9m11s:6m24s] 6.56x 65% |█████████████████ | (90560/137575, 122 it/s) [9m12s:6m25s] 6.56x 65% |█████████████████ | (90620/137575, 122 it/s) [9m12s:6m24s] 6.56x 65% |█████████████████ | (90681/137575, 122 it/s) [9m13s:6m23s] 6.56x 65% |█████████████████ | (90745/137575, 123 it/s) [9m13s:6m20s] 6.56x 66% |█████████████████ | (90807/137575, 123 it/s) [9m14s:6m20s] 6.56x 66% 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(91706/137575, 119 it/s) [9m21s:6m24s] 6.53x 66% |█████████████████ | (91761/137575, 119 it/s) [9m22s:6m24s] 6.53x 66% |█████████████████ | (91826/137575, 119 it/s) [9m22s:6m23s] 6.53x 66% |█████████████████ | (91886/137575, 119 it/s) [9m23s:6m23s] 6.53x 66% |█████████████████ | (91945/137575, 119 it/s) [9m23s:6m22s] 6.53x 66% |█████████████████ | (92005/137575, 120 it/s) [9m24s:6m21s] 6.53x 66% |█████████████████ | (92059/137575, 119 it/s) [9m24s:6m23s] 6.52x 66% |█████████████████ | (92114/137575, 118 it/s) [9m25s:6m26s] 6.52x 67% |██████████████████ | (92176/137575, 117 it/s) [9m25s:6m27s] 6.52x 67% |██████████████████ | (92240/137575, 118 it/s) [9m26s:6m24s] 6.52x 67% |██████████████████ | (92294/137575, 117 it/s) [9m26s:6m27s] 6.52x 67% |██████████████████ | (92354/137575, 117 it/s) [9m27s:6m25s] 6.52x 67% |██████████████████ | (92410/137575, 117 it/s) [9m27s:6m25s] 6.51x 67% |██████████████████ | (92472/137575, 117 it/s) [9m28s:6m24s] 6.51x 67% |██████████████████ | (92530/137575, 117 it/s) [9m28s:6m25s] 6.51x 67% |██████████████████ | (92594/137575, 118 it/s) [9m29s:6m22s] 6.51x 67% |██████████████████ | (92654/137575, 118 it/s) [9m29s:6m21s] 6.51x 67% |██████████████████ | (92719/137575, 120 it/s) [9m30s:6m13s] 6.51x 67% |██████████████████ | (92782/137575, 122 it/s) [9m30s:6m8s] 6.51x 67% |██████████████████ | (92842/137575, 121 it/s) [9m31s:6m9s] 6.5x 67% |██████████████████ | (92900/137575, 120 it/s) [9m31s:6m12s] 6.5x 67% |██████████████████ | (92953/137575, 120 it/s) [9m32s:6m11s] 6.5x 67% |██████████████████ | (93012/137575, 120 it/s) [9m32s:6m10s] 6.5x 67% |███████████████████ | (93073/137575, 121 it/s) [9m33s:6m8s] 6.5x 67% |██████████████████ | (93126/137575, 119 it/s) [9m33s:6m12s] 6.5x 67% |██████████████████ | (93188/137575, 119 it/s) [9m34s:6m11s] 6.49x 67% |██████████████████ | (93252/137575, 120 it/s) [9m34s:6m7s] 6.49x 67% |██████████████████ | (93311/137575, 120 it/s) [9m35s:6m7s] 6.49x 67% |██████████████████ | (93378/137575, 120 it/s) [9m35s:6m7s] 6.49x 67% |██████████████████ | (93435/137575, 120 it/s) [9m36s:6m8s] 6.49x 67% |██████████████████ | (93496/137575, 119 it/s) [9m36s:6m10s] 6.49x 68% |███████████████████ | (93564/137575, 120 it/s) [9m37s:6m7s] 6.49x 68% |███████████████████ | (93622/137575, 120 it/s) [9m37s:6m7s] 6.48x 68% |███████████████████ | (93688/137575, 120 it/s) [9m38s:6m5s] 6.48x 68% |███████████████████ | (93746/137575, 120 it/s) [9m38s:6m4s] 6.48x 68% |███████████████████ | (93809/137575, 121 it/s) [9m39s:6m0s] 6.48x 68% |██████████████████ | (93876/137575, 121 it/s) [9m39s:5m59s] 6.48x 68% |██████████████████ | (93945/137575, 123 it/s) [9m40s:5m55s] 6.48x 68% |██████████████████ | (94007/137575, 125 it/s) [9m40s:5m49s] 6.48x 68% |██████████████████ | (94069/137575, 124 it/s) [9m41s:5m49s] 6.48x 68% |██████████████████ | (94129/137575, 124 it/s) [9m41s:5m50s] 6.48x 68% |██████████████████ | (94193/137575, 125 it/s) [9m42s:5m46s] 6.47x 68% |██████████████████ | (94256/137575, 126 it/s) [9m42s:5m44s] 6.47x 68% |██████████████████ | (94320/137575, 125 it/s) [9m43s:5m46s] 6.47x 68% |██████████████████ | (94381/137575, 125 it/s) [9m43s:5m46s] 6.47x 68% |██████████████████ | (94441/137575, 125 it/s) [9m44s:5m44s] 6.47x 68% |██████████████████ | (94503/137575, 125 it/s) [9m44s:5m44s] 6.47x 68% |██████████████████ | (94571/137575, 125 it/s) [9m45s:5m43s] 6.47x 68% |██████████████████ | (94629/137575, 124 it/s) [9m45s:5m46s] 6.47x 68% |██████████████████ | (94694/137575, 124 it/s) [9m46s:5m44s] 6.46x 68% |██████████████████ | (94761/137575, 125 it/s) [9m46s:5m41s] 6.46x 68% |██████████████████ | (94822/137575, 125 it/s) [9m47s:5m40s] 6.46x 68% |██████████████████ | (94881/137575, 125 it/s) [9m47s:5m40s] 6.46x 69% |██████████████████ | (94946/137575, 126 it/s) [9m48s:5m39s] 6.46x 69% |██████████████████ | (95008/137575, 125 it/s) [9m48s:5m39s] 6.46x 69% |██████████████████ | (95071/137575, 125 it/s) [9m49s:5m39s] 6.46x 69% |██████████████████ | (95133/137575, 125 it/s) [9m49s:5m39s] 6.46x 69% |██████████████████ | (95195/137575, 125 it/s) [9m50s:5m38s] 6.45x 69% |██████████████████ | (95258/137575, 126 it/s) [9m50s:5m36s] 6.45x 69% |██████████████████ | (95319/137575, 126 it/s) [9m51s:5m36s] 6.45x 69% |██████████████████ | (95381/137575, 126 it/s) [9m51s:5m35s] 6.45x 69% |██████████████████ | (95444/137575, 126 it/s) [9m52s:5m35s] 6.45x 69% |██████████████████ | (95510/137575, 126 it/s) [9m52s:5m33s] 6.45x 69% |██████████████████ | (95568/137575, 124 it/s) [9m53s:5m37s] 6.45x 69% |██████████████████ | (95633/137575, 125 it/s) [9m53s:5m34s] 6.45x 69% |██████████████████ | (95699/137575, 126 it/s) [9m54s:5m33s] 6.44x 69% |██████████████████ | (95762/137575, 126 it/s) [9m54s:5m32s] 6.44x 69% |██████████████████ | (95827/137575, 126 it/s) [9m55s:5m32s] 6.44x 69% |██████████████████ | (95886/137575, 126 it/s) [9m55s:5m31s] 6.44x 69% |██████████████████ | (95950/137575, 126 it/s) [9m56s:5m30s] 6.44x 69% |██████████████████ | (96014/137575, 126 it/s) [9m56s:5m29s] 6.44x 69% |██████████████████ | (96075/137575, 126 it/s) [9m57s:5m28s] 6.44x 69% |██████████████████ | (96138/137575, 126 it/s) [9m57s:5m27s] 6.44x 69% |██████████████████ | (96197/137575, 126 it/s) [9m58s:5m29s] 6.43x 69% |██████████████████ | (96258/137575, 124 it/s) [9m58s:5m31s] 6.43x 70% |██████████████████ | (96321/137575, 125 it/s) [9m59s:5m28s] 6.43x 70% |██████████████████ | (96389/137575, 126 it/s) [9m59s:5m26s] 6.43x 70% |██████████████████ | (96449/137575, 126 it/s) [10m0s:5m26s] 6.43x 70% |██████████████████ | (96514/137575, 125 it/s) [10m0s:5m27s] 6.43x 70% |██████████████████ | (96577/137575, 125 it/s) [10m1s:5m26s] 6.43x 70% |██████████████████ | (96635/137575, 125 it/s) [10m1s:5m28s] 6.43x 70% |██████████████████ | (96700/137575, 125 it/s) [10m2s:5m27s] 6.42x 70% |██████████████████ | (96760/137575, 124 it/s) [10m2s:5m29s] 6.42x 70% |██████████████████ | (96824/137575, 124 it/s) [10m3s:5m27s] 6.42x 70% |██████████████████ | (96887/137575, 125 it/s) [10m3s:5m25s] 6.42x 70% |██████████████████ | (96949/137575, 125 it/s) [10m4s:5m24s] 6.42x 70% |██████████████████ | (97010/137575, 125 it/s) [10m4s:5m24s] 6.42x 70% |██████████████████ | (97074/137575, 124 it/s) [10m5s:5m26s] 6.42x 70% |██████████████████ | (97140/137575, 125 it/s) [10m5s:5m23s] 6.42x 70% |██████████████████ | (97202/137575, 125 it/s) [10m6s:5m23s] 6.42x 70% |██████████████████ | (97264/137575, 125 it/s) [10m6s:5m23s] 6.41x 70% |██████████████████ | (97330/137575, 126 it/s) [10m7s:5m19s] 6.41x 70% |██████████████████ | (97392/137575, 125 it/s) [10m7s:5m20s] 6.41x 70% |██████████████████ | (97457/137575, 125 it/s) [10m8s:5m20s] 6.41x 70% |██████████████████ | (97519/137575, 126 it/s) [10m8s:5m17s] 6.41x 70% |██████████████████ | (97583/137575, 126 it/s) [10m9s:5m17s] 6.41x 70% |██████████████████ | (97645/137575, 126 it/s) [10m9s:5m17s] 6.41x 71% |██████████████████ | (97711/137575, 127 it/s) [10m10s:5m14s] 6.41x 71% |██████████████████ | (97778/137575, 128 it/s) [10m10s:5m11s] 6.41x 71% |██████████████████ | (97842/137575, 128 it/s) [10m11s:5m11s] 6.4x 71% |███████████████████ | (97902/137575, 127 it/s) [10m11s:5m13s] 6.4x 71% |███████████████████ | (97962/137575, 127 it/s) [10m12s:5m13s] 6.4x 71% |███████████████████ | (98026/137575, 127 it/s) [10m12s:5m12s] 6.4x 71% |███████████████████ | (98086/137575, 126 it/s) [10m13s:5m13s] 6.4x 71% |███████████████████ | (98151/137575, 126 it/s) [10m13s:5m11s] 6.4x 71% |███████████████████ | (98213/137575, 126 it/s) [10m14s:5m11s] 6.4x 71% |███████████████████ | (98272/137575, 125 it/s) [10m14s:5m13s] 6.4x 71% |███████████████████ | (98332/137575, 125 it/s) [10m15s:5m14s] 6.4x 71% |███████████████████ | (98399/137575, 125 it/s) [10m15s:5m13s] 6.39x 71% |██████████████████ | (98460/137575, 125 it/s) [10m16s:5m13s] 6.39x 71% |██████████████████ | (98527/137575, 124 it/s) [10m16s:5m14s] 6.39x 71% |██████████████████ | (98587/137575, 124 it/s) [10m17s:5m13s] 6.39x 71% |██████████████████ | (98654/137575, 124 it/s) [10m17s:5m13s] 6.39x 71% |██████████████████ | (98713/137575, 124 it/s) [10m18s:5m12s] 6.39x 71% |██████████████████ | (98775/137575, 124 it/s) [10m18s:5m12s] 6.39x 71% |██████████████████ | (98839/137575, 125 it/s) [10m19s:5m10s] 6.39x 71% |███████████████████ | (98903/137575, 126 it/s) [10m19s:5m8s] 6.39x 71% |███████████████████ | (98965/137575, 126 it/s) [10m20s:5m7s] 6.38x 71% |███████████████████ | (99029/137575, 125 it/s) [10m20s:5m8s] 6.38x 72% |███████████████████ | (99090/137575, 125 it/s) [10m21s:5m8s] 6.38x 72% |███████████████████ | (99153/137575, 126 it/s) [10m21s:5m5s] 6.38x 72% |███████████████████ | (99214/137575, 126 it/s) [10m22s:5m4s] 6.38x 72% |███████████████████ | (99279/137575, 125 it/s) [10m22s:5m5s] 6.38x 72% |███████████████████ | (99344/137575, 126 it/s) [10m23s:5m4s] 6.38x 72% |███████████████████ | (99404/137575, 126 it/s) [10m23s:5m3s] 6.38x 72% |███████████████████ | (99466/137575, 125 it/s) [10m24s:5m4s] 6.38x 72% |███████████████████ | (99533/137575, 126 it/s) [10m24s:5m0s] 6.37x 72% |███████████████████ | (99592/137575, 125 it/s) [10m25s:5m3s] 6.37x 72% |███████████████████ | (99652/137575, 125 it/s) [10m25s:5m2s] 6.37x 72% |███████████████████ | (99712/137575, 125 it/s) [10m26s:5m3s] 6.37x 72% |███████████████████ | (99778/137575, 125 it/s) [10m26s:5m1s] 6.37x 72% |███████████████████ | (99840/137575, 125 it/s) [10m27s:5m0s] 6.37x 72% |██████████████████ | (99906/137575, 126 it/s) [10m27s:4m59s] 6.37x 72% |██████████████████ | (99967/137575, 126 it/s) [10m28s:4m58s] 6.37x 72% |██████████████████ | (100030/137575, 126 it/s) [10m28s:4m58s] 6.37x 72% |██████████████████ | (100091/137575, 126 it/s) [10m29s:4m58s] 6.36x 72% |██████████████████ | (100152/137575, 125 it/s) [10m29s:4m59s] 6.36x 72% |██████████████████ | (100213/137575, 125 it/s) [10m30s:4m59s] 6.36x 72% |██████████████████ | (100281/137575, 125 it/s) [10m30s:4m58s] 6.36x 72% |██████████████████ | (100342/137575, 125 it/s) [10m31s:4m56s] 6.36x 72% |██████████████████ | (100404/137575, 125 it/s) [10m31s:4m56s] 6.36x 73% |██████████████████ | (100462/137575, 125 it/s) [10m32s:4m55s] 6.36x 73% |██████████████████ | (100524/137575, 125 it/s) [10m32s:4m57s] 6.36x 73% |██████████████████ | (100585/137575, 125 it/s) [10m33s:4m56s] 6.36x 73% |██████████████████ | (100647/137575, 125 it/s) [10m33s:4m56s] 6.35x 73% |██████████████████ | (100712/137575, 124 it/s) [10m34s:4m56s] 6.35x 73% |██████████████████ | (100773/137575, 124 it/s) [10m34s:4m55s] 6.35x 73% |██████████████████ | (100845/137575, 126 it/s) [10m35s:4m50s] 6.35x 73% |██████████████████ | (100906/137575, 126 it/s) [10m35s:4m50s] 6.35x 73% |██████████████████ | (100962/137575, 126 it/s) [10m36s:4m49s] 6.35x 73% |██████████████████ | (101029/137575, 126 it/s) [10m36s:4m49s] 6.35x 73% |██████████████████ | (101092/137575, 126 it/s) [10m37s:4m50s] 6.35x 73% |██████████████████ | (101152/137575, 125 it/s) [10m37s:4m50s] 6.35x 73% |██████████████████ | (101216/137575, 126 it/s) [10m38s:4m48s] 6.34x 73% |██████████████████ | (101280/137575, 126 it/s) [10m38s:4m47s] 6.34x 73% |██████████████████ | (101339/137575, 126 it/s) [10m39s:4m47s] 6.34x 73% |██████████████████ | (101400/137575, 125 it/s) [10m39s:4m49s] 6.34x 73% |██████████████████ | (101462/137575, 125 it/s) [10m40s:4m48s] 6.34x 73% |██████████████████ | (101523/137575, 123 it/s) [10m40s:4m53s] 6.34x 73% |██████████████████ | (101581/137575, 122 it/s) [10m41s:4m54s] 6.34x 73% |██████████████████ | (101645/137575, 123 it/s) [10m41s:4m52s] 6.34x 73% |██████████████████ | (101707/137575, 123 it/s) [10m42s:4m52s] 6.34x 73% |██████████████████ | (101770/137575, 123 it/s) [10m42s:4m50s] 6.33x 74% |██████████████████ | (101830/137575, 123 it/s) [10m43s:4m51s] 6.33x 74% |██████████████████ | (101890/137575, 122 it/s) [10m43s:4m52s] 6.33x 74% |██████████████████ | (101953/137575, 122 it/s) [10m44s:4m52s] 6.33x 74% |██████████████████ | (102013/137575, 122 it/s) [10m44s:4m50s] 6.33x 74% |██████████████████ | (102076/137575, 123 it/s) [10m45s:4m49s] 6.33x 74% |██████████████████ | (102140/137575, 123 it/s) [10m45s:4m47s] 6.33x 74% |██████████████████ | (102200/137575, 123 it/s) [10m46s:4m47s] 6.33x 74% |██████████████████ | (102262/137575, 124 it/s) [10m46s:4m45s] 6.33x 74% |██████████████████ | (102325/137575, 124 it/s) [10m47s:4m45s] 6.33x 74% |██████████████████ | (102390/137575, 124 it/s) [10m47s:4m44s] 6.32x 74% |██████████████████ | (102454/137575, 124 it/s) [10m48s:4m43s] 6.32x 74% |██████████████████ | (102512/137575, 123 it/s) [10m48s:4m43s] 6.32x 74% |██████████████████ | (102575/137575, 123 it/s) [10m49s:4m43s] 6.32x 74% |██████████████████ | (102637/137575, 124 it/s) [10m49s:4m42s] 6.32x 74% |██████████████████ | (102696/137575, 124 it/s) [10m50s:4m41s] 6.32x 74% |██████████████████ | (102762/137575, 124 it/s) [10m50s:4m40s] 6.32x 74% |██████████████████ | (102825/137575, 125 it/s) [10m51s:4m38s] 6.32x 74% |██████████████████ | (102889/137575, 125 it/s) [10m51s:4m37s] 6.32x 74% |██████████████████ | (102951/137575, 124 it/s) [10m52s:4m38s] 6.31x 74% |██████████████████ | (103010/137575, 124 it/s) [10m52s:4m38s] 6.31x 74% |██████████████████ | (103073/137575, 124 it/s) [10m53s:4m37s] 6.31x 74% |██████████████████ | (103135/137575, 124 it/s) [10m53s:4m37s] 6.31x 75% |██████████████████ | (103194/137575, 124 it/s) [10m54s:4m37s] 6.31x 75% |██████████████████ | (103258/137575, 124 it/s) [10m54s:4m36s] 6.31x 75% |██████████████████ | (103320/137575, 124 it/s) [10m55s:4m36s] 6.31x 75% |██████████████████ | (103382/137575, 124 it/s) [10m55s:4m36s] 6.31x 75% |██████████████████ | (103443/137575, 123 it/s) [10m56s:4m36s] 6.31x 75% |██████████████████ | (103496/137575, 121 it/s) [10m57s:4m41s] 6.3x 75% |███████████████████ | (103560/137575, 121 it/s) [10m57s:4m40s] 6.3x 75% |███████████████████ | (103624/137575, 122 it/s) [10m58s:4m37s] 6.3x 75% |███████████████████ | (103686/137575, 122 it/s) [10m58s:4m37s] 6.3x 75% |███████████████████ | (103752/137575, 122 it/s) [10m59s:4m36s] 6.3x 75% |███████████████████ | (103815/137575, 123 it/s) [10m59s:4m35s] 6.3x 75% |████████████████████ | (103880/137575, 124 it/s) [11m0s:4m32s] 6.3x 75% |████████████████████ | (103944/137575, 124 it/s) [11m0s:4m31s] 6.3x 75% |████████████████████ | (104007/137575, 124 it/s) [11m1s:4m31s] 6.3x 75% |████████████████████ | (104068/137575, 123 it/s) [11m1s:4m31s] 6.3x 75% |████████████████████ | (104134/137575, 123 it/s) [11m2s:4m31s] 6.3x 75% |████████████████████ | (104201/137575, 124 it/s) [11m2s:4m28s] 6.29x 75% |███████████████████ | (104260/137575, 124 it/s) [11m3s:4m28s] 6.29x 75% |███████████████████ | (104323/137575, 124 it/s) [11m3s:4m27s] 6.29x 75% |███████████████████ | (104386/137575, 126 it/s) [11m4s:4m22s] 6.29x 75% |███████████████████ | (104446/137575, 126 it/s) [11m4s:4m22s] 6.29x 75% |███████████████████ | (104505/137575, 125 it/s) [11m5s:4m23s] 6.29x 76% |███████████████████ | (104567/137575, 125 it/s) [11m5s:4m23s] 6.29x 76% |███████████████████ | (104629/137575, 125 it/s) [11m6s:4m23s] 6.29x 76% |███████████████████ | (104692/137575, 125 it/s) [11m6s:4m23s] 6.29x 76% |███████████████████ | (104756/137575, 125 it/s) [11m7s:4m23s] 6.29x 76% |███████████████████ | (104820/137575, 125 it/s) [11m7s:4m22s] 6.28x 76% |███████████████████ | (104881/137575, 125 it/s) [11m8s:4m21s] 6.28x 76% |███████████████████ | (104946/137575, 125 it/s) [11m8s:4m20s] 6.28x 76% |███████████████████ | (105007/137575, 124 it/s) [11m9s:4m22s] 6.28x 76% |███████████████████ | (105076/137575, 124 it/s) [11m9s:4m21s] 6.28x 76% |███████████████████ | (105137/137575, 125 it/s) [11m10s:4m19s] 6.28x 76% |███████████████████ | (105200/137575, 125 it/s) [11m10s:4m19s] 6.28x 76% |███████████████████ | (105261/137575, 125 it/s) [11m11s:4m17s] 6.28x 76% |███████████████████ | (105327/137575, 126 it/s) [11m11s:4m15s] 6.28x 76% |███████████████████ | (105389/137575, 126 it/s) [11m12s:4m15s] 6.28x 76% |███████████████████ | (105449/137575, 126 it/s) [11m12s:4m14s] 6.28x 76% |███████████████████ | (105512/137575, 126 it/s) [11m13s:4m14s] 6.27x 76% |███████████████████ | (105578/137575, 126 it/s) [11m13s:4m13s] 6.27x 76% |███████████████████ | (105639/137575, 126 it/s) [11m14s:4m14s] 6.27x 76% |███████████████████ | (105700/137575, 125 it/s) [11m14s:4m14s] 6.27x 76% |███████████████████ | (105762/137575, 125 it/s) [11m15s:4m13s] 6.27x 76% |███████████████████ | (105827/137575, 125 it/s) [11m15s:4m13s] 6.27x 76% |███████████████████ | (105893/137575, 125 it/s) [11m16s:4m12s] 6.27x 77% |███████████████████ | (105954/137575, 126 it/s) [11m16s:4m11s] 6.27x 77% |████████████████████ | (106020/137575, 127 it/s) [11m17s:4m9s] 6.27x 77% |████████████████████ | (106084/137575, 126 it/s) [11m17s:4m9s] 6.27x 77% |████████████████████ | (106149/137575, 127 it/s) [11m18s:4m7s] 6.27x 77% |████████████████████ | (106210/137575, 127 it/s) [11m18s:4m7s] 6.26x 77% |████████████████████ | (106273/137575, 127 it/s) [11m19s:4m6s] 6.26x 77% |████████████████████ | (106332/137575, 125 it/s) [11m19s:4m9s] 6.26x 77% |████████████████████ | (106397/137575, 126 it/s) [11m20s:4m7s] 6.26x 77% |████████████████████ | (106458/137575, 126 it/s) [11m20s:4m6s] 6.26x 77% |████████████████████ | (106521/137575, 126 it/s) [11m21s:4m5s] 6.26x 77% |████████████████████ | (106585/137575, 126 it/s) [11m21s:4m5s] 6.26x 77% |████████████████████ | (106645/137575, 125 it/s) [11m22s:4m6s] 6.26x 77% |████████████████████ | (106706/137575, 125 it/s) [11m22s:4m6s] 6.26x 77% |████████████████████ | (106773/137575, 125 it/s) [11m23s:4m6s] 6.26x 77% |████████████████████ | (106838/137575, 125 it/s) [11m23s:4m5s] 6.26x 77% |████████████████████ | (106902/137575, 125 it/s) [11m24s:4m5s] 6.25x 77% |████████████████████ | (106969/137575, 126 it/s) [11m24s:4m2s] 6.25x 77% |████████████████████ | (107027/137575, 126 it/s) [11m25s:4m2s] 6.25x 77% |████████████████████ | (107091/137575, 126 it/s) [11m25s:4m2s] 6.25x 77% |████████████████████ | (107150/137575, 125 it/s) [11m26s:4m2s] 6.25x 77% |████████████████████ | (107213/137575, 125 it/s) [11m26s:4m2s] 6.25x 77% |████████████████████ | (107278/137575, 126 it/s) [11m27s:4m1s] 6.25x 78% |███████████████████ | (107343/137575, 127 it/s) [11m27s:3m58s] 6.25x 78% |███████████████████ | (107403/137575, 127 it/s) [11m28s:3m58s] 6.25x 78% |███████████████████ | (107463/137575, 126 it/s) [11m28s:3m59s] 6.25x 78% |███████████████████ | (107526/137575, 125 it/s) [11m29s:3m59s] 6.25x 78% |████████████████████ | (107585/137575, 124 it/s) [11m29s:4m1s] 6.24x 78% |████████████████████ | (107647/137575, 123 it/s) [11m30s:4m2s] 6.24x 78% |████████████████████ | (107708/137575, 123 it/s) [11m30s:4m2s] 6.24x 78% |████████████████████ | (107770/137575, 124 it/s) [11m31s:4m0s] 6.24x 78% |████████████████████ | (107833/137575, 124 it/s) [11m31s:4m0s] 6.24x 78% |███████████████████ | (107894/137575, 124 it/s) [11m32s:3m59s] 6.24x 78% |███████████████████ | (107956/137575, 124 it/s) [11m32s:3m59s] 6.24x 78% |███████████████████ | (108024/137575, 125 it/s) [11m33s:3m57s] 6.24x 78% |███████████████████ | (108087/137575, 124 it/s) [11m33s:3m57s] 6.24x 78% |███████████████████ | (108152/137575, 125 it/s) [11m34s:3m55s] 6.24x 78% |███████████████████ | (108218/137575, 126 it/s) [11m34s:3m53s] 6.24x 78% |███████████████████ | (108285/137575, 126 it/s) [11m35s:3m53s] 6.23x 78% |███████████████████ | (108346/137575, 127 it/s) [11m35s:3m50s] 6.23x 78% |███████████████████ | (108407/137575, 127 it/s) [11m36s:3m50s] 6.23x 78% |███████████████████ | (108468/137575, 126 it/s) [11m36s:3m50s] 6.23x 78% |███████████████████ | (108532/137575, 127 it/s) [11m37s:3m49s] 6.23x 78% |███████████████████ | (108594/137575, 127 it/s) [11m37s:3m48s] 6.23x 78% |███████████████████ | (108657/137575, 127 it/s) [11m38s:3m47s] 6.23x 79% |███████████████████ | (108713/137575, 125 it/s) [11m38s:3m51s] 6.23x 79% |███████████████████ | (108771/137575, 124 it/s) [11m39s:3m53s] 6.23x 79% |███████████████████ | (108835/137575, 123 it/s) [11m39s:3m52s] 6.23x 79% |███████████████████ | (108897/137575, 123 it/s) [11m40s:3m53s] 6.23x 79% |███████████████████ | (108960/137575, 122 it/s) [11m40s:3m53s] 6.22x 79% |███████████████████ | (109024/137575, 122 it/s) [11m41s:3m53s] 6.22x 79% |███████████████████ | (109092/137575, 123 it/s) [11m41s:3m50s] 6.22x 79% |███████████████████ | (109155/137575, 124 it/s) [11m42s:3m49s] 6.22x 79% |███████████████████ | (109222/137575, 124 it/s) [11m42s:3m48s] 6.22x 79% |███████████████████ | (109281/137575, 124 it/s) [11m43s:3m47s] 6.22x 79% |███████████████████ | (109341/137575, 124 it/s) [11m43s:3m47s] 6.22x 79% |███████████████████ | (109395/137575, 122 it/s) [11m44s:3m50s] 6.22x 79% |███████████████████ | (109451/137575, 122 it/s) [11m44s:3m50s] 6.22x 79% |███████████████████ | (109509/137575, 122 it/s) [11m45s:3m49s] 6.22x 79% |███████████████████ | (109564/137575, 122 it/s) [11m45s:3m49s] 6.21x 79% |███████████████████ | (109621/137575, 120 it/s) [11m46s:3m52s] 6.21x 79% |███████████████████ | (109675/137575, 119 it/s) [11m46s:3m54s] 6.21x 79% |███████████████████ | (109736/137575, 119 it/s) [11m47s:3m54s] 6.21x 79% |███████████████████ | (109794/137575, 117 it/s) [11m47s:3m57s] 6.21x 79% |███████████████████ | (109851/137575, 117 it/s) [11m48s:3m57s] 6.21x 79% |███████████████████ | (109907/137575, 116 it/s) [11m48s:3m59s] 6.21x 79% |████████████████████ | (109962/137575, 113 it/s) [11m49s:4m3s] 6.21x 79% |████████████████████ | (110017/137575, 113 it/s) [11m49s:4m3s] 6.2x 80% |█████████████████████ | (110073/137575, 112 it/s) [11m50s:4m4s] 6.2x 80% |█████████████████████ | (110133/137575, 114 it/s) [11m50s:4m1s] 6.2x 80% |█████████████████████ | (110188/137575, 114 it/s) [11m51s:4m1s] 6.2x 80% |█████████████████████ | (110242/137575, 113 it/s) [11m51s:4m1s] 6.2x 80% |█████████████████████ | (110299/137575, 113 it/s) [11m52s:4m0s] 6.2x 80% |████████████████████ | (110358/137575, 114 it/s) [11m52s:3m59s] 6.2x 80% |████████████████████ | (110411/137575, 114 it/s) [11m53s:3m58s] 6.2x 80% |████████████████████ | (110474/137575, 115 it/s) [11m53s:3m56s] 6.2x 80% |████████████████████ | (110533/137575, 114 it/s) [11m54s:3m56s] 6.19x 80% |████████████████████ | (110588/137575, 114 it/s) [11m54s:3m57s] 6.19x 80% |████████████████████ | (110642/137575, 113 it/s) [11m55s:3m58s] 6.19x 80% |████████████████████ | (110702/137575, 113 it/s) [11m55s:3m57s] 6.19x 80% |████████████████████ | (110757/137575, 114 it/s) [11m56s:3m55s] 6.19x 80% |████████████████████ | (110812/137575, 114 it/s) [11m56s:3m55s] 6.19x 80% |████████████████████ | (110867/137575, 114 it/s) [11m57s:3m55s] 6.19x 80% |████████████████████ | (110922/137575, 113 it/s) [11m57s:3m56s] 6.19x 80% |████████████████████ | (110980/137575, 113 it/s) [11m58s:3m54s] 6.18x 80% |████████████████████ | (111042/137575, 114 it/s) [11m58s:3m52s] 6.18x 80% |████████████████████ | (111104/137575, 114 it/s) [11m59s:3m51s] 6.18x 80% |████████████████████ | (111163/137575, 115 it/s) [11m59s:3m50s] 6.18x 80% |████████████████████ | (111219/137575, 114 it/s) [12m0s:3m50s] 6.18x 80% |████████████████████ | (111271/137575, 113 it/s) [12m0s:3m53s] 6.18x 80% |████████████████████ | (111327/137575, 113 it/s) [12m1s:3m52s] 6.18x 80% |████████████████████ | (111386/137575, 113 it/s) [12m1s:3m51s] 6.18x 81% |█████████████████████ | (111446/137575, 114 it/s) [12m2s:3m49s] 6.18x 81% |█████████████████████ | (111506/137575, 114 it/s) [12m2s:3m48s] 6.18x 81% |█████████████████████ | (111565/137575, 114 it/s) [12m3s:3m47s] 6.17x 81% |█████████████████████ | (111617/137575, 114 it/s) [12m3s:3m47s] 6.17x 81% |█████████████████████ | (111674/137575, 114 it/s) [12m4s:3m46s] 6.17x 81% |█████████████████████ | (111730/137575, 114 it/s) [12m4s:3m46s] 6.17x 81% |█████████████████████ | (111782/137575, 112 it/s) [12m5s:3m50s] 6.17x 81% |█████████████████████ | (111834/137575, 110 it/s) [12m5s:3m53s] 6.17x 81% |█████████████████████ | (111893/137575, 111 it/s) [12m6s:3m51s] 6.17x 81% |█████████████████████ | (111952/137575, 111 it/s) [12m6s:3m51s] 6.17x 81% |█████████████████████ | (111998/137575, 111 it/s) [12m7s:3m50s] 6.16x 81% |█████████████████████ | (112048/137575, 111 it/s) [12m7s:3m50s] 6.16x 81% |█████████████████████ | (112104/137575, 110 it/s) [12m8s:3m50s] 6.16x 81% |█████████████████████ | (112165/137575, 111 it/s) [12m8s:3m49s] 6.16x 81% |█████████████████████ | (112214/137575, 109 it/s) [12m9s:3m53s] 6.16x 81% |█████████████████████ | (112274/137575, 110 it/s) [12m9s:3m49s] 6.16x 81% |████████████████████ | (112330/137575, 110 it/s) [12m10s:3m49s] 6.16x 81% |████████████████████ | (112386/137575, 110 it/s) [12m10s:3m49s] 6.16x 81% |████████████████████ | (112449/137575, 111 it/s) [12m11s:3m47s] 6.16x 81% |████████████████████ | (112506/137575, 112 it/s) [12m11s:3m44s] 6.15x 81% |████████████████████ | (112561/137575, 112 it/s) [12m12s:3m42s] 6.15x 81% |████████████████████ | (112620/137575, 112 it/s) [12m12s:3m42s] 6.15x 81% |████████████████████ | (112680/137575, 114 it/s) [12m13s:3m38s] 6.15x 81% |████████████████████ | (112732/137575, 114 it/s) [12m13s:3m38s] 6.15x 81% |████████████████████ | (112788/137575, 114 it/s) [12m14s:3m37s] 6.15x 82% |████████████████████ | (112841/137575, 112 it/s) [12m14s:3m40s] 6.15x 82% |████████████████████ | (112894/137575, 113 it/s) [12m15s:3m38s] 6.15x 82% |████████████████████ | (112952/137575, 113 it/s) [12m15s:3m38s] 6.14x 82% |████████████████████ | (113013/137575, 114 it/s) [12m16s:3m36s] 6.14x 82% |████████████████████ | (113072/137575, 114 it/s) [12m16s:3m35s] 6.14x 82% |████████████████████ | (113129/137575, 114 it/s) [12m17s:3m35s] 6.14x 82% |████████████████████ | (113190/137575, 115 it/s) [12m17s:3m32s] 6.14x 82% |████████████████████ | (113245/137575, 114 it/s) [12m18s:3m33s] 6.14x 82% |████████████████████ | (113296/137575, 114 it/s) [12m18s:3m33s] 6.14x 82% |████████████████████ | (113351/137575, 113 it/s) [12m19s:3m35s] 6.14x 82% |████████████████████ | (113410/137575, 114 it/s) [12m19s:3m32s] 6.14x 82% |████████████████████ | (113461/137575, 113 it/s) [12m20s:3m33s] 6.13x 82% |████████████████████ | (113521/137575, 115 it/s) [12m20s:3m29s] 6.13x 82% |████████████████████ | (113573/137575, 113 it/s) [12m21s:3m31s] 6.13x 82% |████████████████████ | (113629/137575, 112 it/s) [12m21s:3m32s] 6.13x 82% |████████████████████ | (113690/137575, 113 it/s) [12m22s:3m31s] 6.13x 82% |████████████████████ | (113745/137575, 112 it/s) [12m22s:3m32s] 6.13x 82% |████████████████████ | (113798/137575, 111 it/s) [12m23s:3m34s] 6.13x 82% |████████████████████ | (113855/137575, 111 it/s) [12m23s:3m33s] 6.13x 82% |████████████████████ | (113913/137575, 111 it/s) [12m24s:3m32s] 6.13x 82% |████████████████████ | (113970/137575, 112 it/s) [12m24s:3m30s] 6.12x 82% |████████████████████ | (114028/137575, 112 it/s) [12m25s:3m30s] 6.12x 82% |████████████████████ | (114089/137575, 112 it/s) [12m25s:3m29s] 6.12x 82% |████████████████████ | (114144/137575, 113 it/s) [12m26s:3m27s] 6.12x 83% |████████████████████ | (114209/137575, 114 it/s) [12m26s:3m25s] 6.12x 83% |████████████████████ | (114268/137575, 114 it/s) [12m27s:3m24s] 6.12x 83% |████████████████████ | (114326/137575, 115 it/s) [12m27s:3m21s] 6.12x 83% |████████████████████ | (114388/137575, 115 it/s) [12m28s:3m21s] 6.12x 83% |████████████████████ | (114452/137575, 117 it/s) [12m28s:3m18s] 6.12x 83% |████████████████████ | (114510/137575, 116 it/s) [12m29s:3m18s] 6.12x 83% |████████████████████ | (114577/137575, 116 it/s) [12m29s:3m18s] 6.12x 83% |████████████████████ | (114643/137575, 118 it/s) [12m30s:3m13s] 6.12x 83% |████████████████████ | (114700/137575, 119 it/s) [12m30s:3m11s] 6.11x 83% |████████████████████ | (114760/137575, 120 it/s) [12m31s:3m10s] 6.11x 83% |████████████████████ | (114815/137575, 120 it/s) [12m31s:3m10s] 6.11x 83% |█████████████████████ | (114874/137575, 120 it/s) [12m32s:3m9s] 6.11x 83% |████████████████████ | (114925/137575, 118 it/s) [12m32s:3m12s] 6.11x 83% |████████████████████ | (114977/137575, 117 it/s) [12m33s:3m12s] 6.11x 83% |████████████████████ | (115036/137575, 116 it/s) [12m33s:3m13s] 6.11x 83% |████████████████████ | (115088/137575, 115 it/s) [12m34s:3m15s] 6.11x 83% |████████████████████ | (115144/137575, 114 it/s) [12m34s:3m17s] 6.11x 83% |████████████████████ | (115209/137575, 115 it/s) [12m35s:3m14s] 6.11x 83% |████████████████████ | (115266/137575, 115 it/s) [12m35s:3m14s] 6.1x 83% |█████████████████████ | (115327/137575, 113 it/s) [12m36s:3m16s] 6.1x 83% |█████████████████████ | (115385/137575, 113 it/s) [12m36s:3m15s] 6.1x 83% |█████████████████████ | (115444/137575, 114 it/s) [12m37s:3m14s] 6.1x 83% |█████████████████████ | (115502/137575, 113 it/s) [12m37s:3m14s] 6.1x 83% |█████████████████████ | (115559/137575, 113 it/s) [12m38s:3m14s] 6.1x 84% |█████████████████████ | (115616/137575, 115 it/s) [12m38s:3m11s] 6.1x 84% |█████████████████████ | (115676/137575, 115 it/s) [12m39s:3m11s] 6.1x 84% |██████████████████████ | (115732/137575, 116 it/s) [12m39s:3m8s] 6.1x 84% |██████████████████████ | (115786/137575, 115 it/s) [12m40s:3m9s] 6.1x 84% |██████████████████████ | (115837/137575, 115 it/s) [12m40s:3m9s] 6.09x 84% |█████████████████████ | (115893/137575, 115 it/s) [12m41s:3m9s] 6.09x 84% |█████████████████████ | (115955/137575, 115 it/s) [12m41s:3m8s] 6.09x 84% |█████████████████████ | (116011/137575, 113 it/s) [12m42s:3m10s] 6.09x 84% |█████████████████████ | (116070/137575, 113 it/s) [12m42s:3m9s] 6.09x 84% |█████████████████████ | (116124/137575, 112 it/s) [12m43s:3m10s] 6.09x 84% |█████████████████████ | (116184/137575, 112 it/s) [12m43s:3m10s] 6.09x 84% |█████████████████████ | (116248/137575, 113 it/s) [12m44s:3m8s] 6.09x 84% |█████████████████████ | (116307/137575, 113 it/s) [12m44s:3m7s] 6.09x 84% |█████████████████████ | (116372/137575, 114 it/s) [12m45s:3m5s] 6.09x 84% |█████████████████████ | (116432/137575, 115 it/s) [12m45s:3m4s] 6.09x 84% |█████████████████████ | (116493/137575, 115 it/s) [12m46s:3m2s] 6.08x 84% |█████████████████████ | (116549/137575, 116 it/s) [12m46s:3m1s] 6.08x 84% |█████████████████████ | (116607/137575, 117 it/s) [12m47s:2m58s] 6.08x 84% |█████████████████████ | (116662/137575, 117 it/s) [12m47s:2m58s] 6.08x 84% |█████████████████████ | (116717/137575, 116 it/s) [12m48s:2m59s] 6.08x 84% |█████████████████████ | (116778/137575, 116 it/s) [12m48s:2m59s] 6.08x 84% |█████████████████████ | (116837/137575, 116 it/s) [12m49s:2m58s] 6.08x 84% |█████████████████████ | (116890/137575, 116 it/s) [12m49s:2m58s] 6.08x 85% |█████████████████████ | (116957/137575, 116 it/s) [12m50s:2m57s] 6.08x 85% |█████████████████████ | (117009/137575, 116 it/s) [12m50s:2m57s] 6.08x 85% |█████████████████████ | (117071/137575, 116 it/s) [12m51s:2m57s] 6.07x 85% |█████████████████████ | (117132/137575, 116 it/s) [12m51s:2m56s] 6.07x 85% |█████████████████████ | (117192/137575, 116 it/s) [12m52s:2m56s] 6.07x 85% |█████████████████████ | (117255/137575, 116 it/s) [12m52s:2m55s] 6.07x 85% |█████████████████████ | (117311/137575, 116 it/s) [12m53s:2m54s] 6.07x 85% |█████████████████████ | (117374/137575, 116 it/s) [12m53s:2m53s] 6.07x 85% |█████████████████████ | (117437/137575, 117 it/s) [12m54s:2m51s] 6.07x 85% |█████████████████████ | (117502/137575, 119 it/s) [12m54s:2m48s] 6.07x 85% |█████████████████████ | (117551/137575, 118 it/s) [12m55s:2m49s] 6.07x 85% |█████████████████████ | (117609/137575, 118 it/s) [12m55s:2m48s] 6.07x 85% |█████████████████████ | (117668/137575, 118 it/s) [12m56s:2m48s] 6.07x 85% |█████████████████████ | (117728/137575, 119 it/s) [12m56s:2m46s] 6.07x 85% |█████████████████████ | (117789/137575, 120 it/s) [12m57s:2m45s] 6.06x 85% |█████████████████████ | (117844/137575, 118 it/s) [12m57s:2m46s] 6.06x 85% |█████████████████████ | (117907/137575, 119 it/s) [12m58s:2m45s] 6.06x 85% |█████████████████████ | (117968/137575, 119 it/s) [12m58s:2m45s] 6.06x 85% |█████████████████████ | (118028/137575, 119 it/s) [12m59s:2m44s] 6.06x 85% |█████████████████████ | (118088/137575, 119 it/s) [12m59s:2m43s] 6.06x 85% |██████████████████████ | (118150/137575, 119 it/s) [13m0s:2m43s] 6.06x 85% |██████████████████████ | (118215/137575, 119 it/s) [13m0s:2m43s] 6.06x 85% |██████████████████████ | (118274/137575, 121 it/s) [13m1s:2m39s] 6.06x 86% |██████████████████████ | (118329/137575, 120 it/s) [13m1s:2m40s] 6.06x 86% |██████████████████████ | (118387/137575, 120 it/s) [13m2s:2m40s] 6.06x 86% |██████████████████████ | (118446/137575, 120 it/s) [13m2s:2m39s] 6.06x 86% |██████████████████████ | (118503/137575, 119 it/s) [13m3s:2m40s] 6.05x 86% |██████████████████████ | (118568/137575, 121 it/s) [13m3s:2m37s] 6.05x 86% |██████████████████████ | (118628/137575, 120 it/s) [13m4s:2m37s] 6.05x 86% |██████████████████████ | (118689/137575, 120 it/s) [13m4s:2m37s] 6.05x 86% |██████████████████████ | (118751/137575, 121 it/s) [13m5s:2m36s] 6.05x 86% |██████████████████████ | (118814/137575, 121 it/s) [13m5s:2m35s] 6.05x 86% |██████████████████████ | (118867/137575, 120 it/s) [13m6s:2m36s] 6.05x 86% |██████████████████████ | (118931/137575, 120 it/s) [13m6s:2m35s] 6.05x 86% |██████████████████████ | (118992/137575, 120 it/s) [13m7s:2m34s] 6.05x 86% |██████████████████████ | (119057/137575, 122 it/s) [13m7s:2m31s] 6.05x 86% |██████████████████████ | (119119/137575, 123 it/s) [13m8s:2m30s] 6.05x 86% |██████████████████████ | (119172/137575, 122 it/s) [13m8s:2m30s] 6.05x 86% |██████████████████████ | (119236/137575, 122 it/s) [13m9s:2m30s] 6.05x 86% |██████████████████████ | (119293/137575, 121 it/s) [13m9s:2m30s] 6.04x 86% |█████████████████████ | (119350/137575, 121 it/s) [13m10s:2m30s] 6.04x 86% |█████████████████████ | (119416/137575, 121 it/s) [13m10s:2m29s] 6.04x 86% |█████████████████████ | (119478/137575, 121 it/s) [13m11s:2m29s] 6.04x 86% |█████████████████████ | (119532/137575, 120 it/s) [13m11s:2m29s] 6.04x 86% |█████████████████████ | (119597/137575, 121 it/s) [13m12s:2m29s] 6.04x 86% |█████████████████████ | (119655/137575, 120 it/s) [13m12s:2m29s] 6.04x 87% |█████████████████████ | (119712/137575, 118 it/s) [13m13s:2m30s] 6.04x 87% |█████████████████████ | (119775/137575, 119 it/s) [13m13s:2m30s] 6.04x 87% |█████████████████████ | (119834/137575, 120 it/s) [13m14s:2m28s] 6.04x 87% |█████████████████████ | (119895/137575, 119 it/s) [13m14s:2m28s] 6.04x 87% |█████████████████████ | (119956/137575, 120 it/s) [13m15s:2m26s] 6.04x 87% |█████████████████████ | (120017/137575, 120 it/s) [13m15s:2m26s] 6.04x 87% |█████████████████████ | (120075/137575, 119 it/s) [13m16s:2m26s] 6.03x 87% |█████████████████████ | (120140/137575, 121 it/s) [13m16s:2m23s] 6.03x 87% |█████████████████████ | (120203/137575, 121 it/s) [13m17s:2m23s] 6.03x 87% |█████████████████████ | (120263/137575, 121 it/s) [13m17s:2m22s] 6.03x 87% |█████████████████████ | (120323/137575, 121 it/s) [13m18s:2m22s] 6.03x 87% |█████████████████████ | (120387/137575, 122 it/s) [13m18s:2m20s] 6.03x 87% |█████████████████████ | (120448/137575, 122 it/s) [13m19s:2m20s] 6.03x 87% |█████████████████████ | (120501/137575, 122 it/s) [13m19s:2m20s] 6.03x 87% |█████████████████████ | (120559/137575, 121 it/s) [13m20s:2m20s] 6.03x 87% |█████████████████████ | (120624/137575, 121 it/s) [13m20s:2m19s] 6.03x 87% |█████████████████████ | (120686/137575, 122 it/s) [13m21s:2m18s] 6.03x 87% |█████████████████████ | (120748/137575, 122 it/s) [13m21s:2m18s] 6.03x 87% |█████████████████████ | (120806/137575, 121 it/s) [13m22s:2m18s] 6.03x 87% |█████████████████████ | (120866/137575, 121 it/s) [13m22s:2m17s] 6.03x 87% |█████████████████████ | (120924/137575, 121 it/s) [13m23s:2m17s] 6.02x 87% |█████████████████████ | (120982/137575, 121 it/s) [13m23s:2m16s] 6.02x 87% |█████████████████████ | (121038/137575, 120 it/s) [13m24s:2m18s] 6.02x 88% |██████████████████████ | (121104/137575, 120 it/s) [13m24s:2m16s] 6.02x 88% |██████████████████████ | (121164/137575, 120 it/s) [13m25s:2m16s] 6.02x 88% |██████████████████████ | (121228/137575, 121 it/s) [13m25s:2m15s] 6.02x 88% |██████████████████████ | (121287/137575, 120 it/s) [13m26s:2m15s] 6.02x 88% |██████████████████████ | (121347/137575, 121 it/s) [13m26s:2m13s] 6.02x 88% |██████████████████████ | (121408/137575, 121 it/s) [13m27s:2m13s] 6.02x 88% |██████████████████████ | (121469/137575, 121 it/s) [13m27s:2m13s] 6.02x 88% |██████████████████████ | (121529/137575, 121 it/s) [13m28s:2m12s] 6.02x 88% |██████████████████████ | (121593/137575, 122 it/s) [13m28s:2m10s] 6.02x 88% |██████████████████████ | (121652/137575, 122 it/s) [13m29s:2m10s] 6.02x 88% |██████████████████████ | (121711/137575, 122 it/s) [13m29s:2m9s] 6.01x 88% |██████████████████████ | (121772/137575, 121 it/s) [13m30s:2m10s] 6.01x 88% |██████████████████████ | (121829/137575, 121 it/s) [13m30s:2m9s] 6.01x 88% |██████████████████████ | (121892/137575, 121 it/s) [13m31s:2m9s] 6.01x 88% |██████████████████████ | (121948/137575, 120 it/s) [13m31s:2m10s] 6.01x 88% |██████████████████████ | (122011/137575, 120 it/s) [13m32s:2m9s] 6.01x 88% |██████████████████████ | (122071/137575, 120 it/s) [13m32s:2m8s] 6.01x 88% |██████████████████████ | (122135/137575, 121 it/s) [13m33s:2m7s] 6.01x 88% |██████████████████████ | (122189/137575, 120 it/s) [13m33s:2m8s] 6.01x 88% |██████████████████████ | (122248/137575, 120 it/s) [13m34s:2m7s] 6.01x 88% |██████████████████████ | (122302/137575, 119 it/s) [13m34s:2m8s] 6.01x 88% |██████████████████████ | (122351/137575, 117 it/s) [13m35s:2m10s] 6.01x 88% |██████████████████████ | (122404/137575, 115 it/s) [13m35s:2m12s] 6x 89% |████████████████████████ | (122463/137575, 115 it/s) [13m36s:2m11s] 6x 89% |████████████████████████ | (122524/137575, 115 it/s) [13m36s:2m11s] 6x 89% |████████████████████████ | (122586/137575, 115 it/s) [13m37s:2m10s] 6x 89% |█████████████████████████ | (122647/137575, 116 it/s) [13m37s:2m8s] 6x 89% |█████████████████████████ | (122708/137575, 116 it/s) [13m38s:2m8s] 6x 89% |█████████████████████████ | (122770/137575, 116 it/s) [13m38s:2m7s] 6x 89% |█████████████████████████ | (122833/137575, 116 it/s) [13m39s:2m7s] 6x 89% |█████████████████████████ | (122898/137575, 118 it/s) [13m39s:2m4s] 6x 89% |█████████████████████████ | (122958/137575, 118 it/s) [13m40s:2m3s] 6x 89% |█████████████████████████ | (123021/137575, 118 it/s) [13m40s:2m2s] 6x 89% |█████████████████████████ | (123077/137575, 121 it/s) [13m41s:2m0s] 6x 89% |████████████████████████ | (123136/137575, 122 it/s) [13m41s:1m58s] 6x 89% |████████████████████████ | (123194/137575, 122 it/s) [13m42s:1m58s] 6x 89% |████████████████████████ | (123250/137575, 121 it/s) [13m42s:1m57s] 5.99x 89% |██████████████████████ | (123310/137575, 121 it/s) [13m43s:1m57s] 5.99x 89% |██████████████████████ | (123368/137575, 121 it/s) [13m43s:1m57s] 5.99x 89% |██████████████████████ | (123425/137575, 120 it/s) [13m44s:1m57s] 5.99x 89% |██████████████████████ | (123486/137575, 120 it/s) [13m44s:1m57s] 5.99x 89% |██████████████████████ | (123545/137575, 120 it/s) [13m45s:1m56s] 5.99x 89% |██████████████████████ | (123604/137575, 120 it/s) [13m45s:1m56s] 5.99x 89% |██████████████████████ | (123665/137575, 120 it/s) [13m46s:1m56s] 5.99x 89% |██████████████████████ | (123725/137575, 119 it/s) [13m46s:1m56s] 5.99x 89% |██████████████████████ | (123783/137575, 118 it/s) [13m47s:1m57s] 5.99x 90% |██████████████████████ | (123841/137575, 117 it/s) [13m47s:1m56s] 5.99x 90% |██████████████████████ | (123907/137575, 119 it/s) [13m48s:1m55s] 5.99x 90% |██████████████████████ | (123964/137575, 118 it/s) [13m48s:1m54s] 5.99x 90% |██████████████████████ | (124022/137575, 118 it/s) [13m49s:1m54s] 5.98x 90% |██████████████████████ | (124086/137575, 119 it/s) [13m49s:1m53s] 5.98x 90% |██████████████████████ | (124151/137575, 120 it/s) [13m50s:1m51s] 5.98x 90% |██████████████████████ | (124212/137575, 121 it/s) [13m50s:1m50s] 5.98x 90% |██████████████████████ | (124275/137575, 122 it/s) [13m51s:1m49s] 5.98x 90% |██████████████████████ | (124340/137575, 123 it/s) [13m51s:1m47s] 5.98x 90% |██████████████████████ | (124402/137575, 123 it/s) [13m52s:1m47s] 5.98x 90% |██████████████████████ | (124465/137575, 124 it/s) [13m52s:1m45s] 5.98x 90% |██████████████████████ | (124526/137575, 125 it/s) [13m53s:1m44s] 5.98x 90% |██████████████████████ | (124589/137575, 124 it/s) [13m53s:1m44s] 5.98x 90% |██████████████████████ | (124654/137575, 125 it/s) [13m54s:1m42s] 5.98x 90% |██████████████████████ | (124706/137575, 124 it/s) [13m54s:1m44s] 5.98x 90% |██████████████████████ | (124769/137575, 123 it/s) [13m55s:1m43s] 5.98x 90% |██████████████████████ | (124834/137575, 124 it/s) [13m55s:1m42s] 5.98x 90% |██████████████████████ | (124896/137575, 124 it/s) [13m56s:1m42s] 5.98x 90% |██████████████████████ | (124955/137575, 123 it/s) [13m56s:1m42s] 5.98x 90% |██████████████████████ | (125015/137575, 122 it/s) [13m57s:1m42s] 5.97x 90% |██████████████████████ | (125078/137575, 122 it/s) [13m57s:1m42s] 5.97x 90% |██████████████████████ | (125134/137575, 122 it/s) [13m58s:1m42s] 5.97x 91% |██████████████████████ | (125200/137575, 122 it/s) [13m58s:1m41s] 5.97x 91% |██████████████████████ | (125263/137575, 122 it/s) [13m59s:1m40s] 5.97x 91% |██████████████████████ | (125325/137575, 122 it/s) [13m59s:1m40s] 5.97x 91% |███████████████████████ | (125392/137575, 122 it/s) [14m0s:1m39s] 5.97x 91% |███████████████████████ | (125452/137575, 122 it/s) [14m0s:1m39s] 5.97x 91% |███████████████████████ | (125510/137575, 123 it/s) [14m1s:1m37s] 5.97x 91% |███████████████████████ | (125570/137575, 123 it/s) [14m1s:1m37s] 5.97x 91% |███████████████████████ | (125631/137575, 122 it/s) [14m2s:1m37s] 5.97x 91% |███████████████████████ | (125690/137575, 121 it/s) [14m2s:1m37s] 5.97x 91% |███████████████████████ | (125755/137575, 121 it/s) [14m3s:1m37s] 5.97x 91% |███████████████████████ | (125815/137575, 122 it/s) [14m3s:1m36s] 5.97x 91% |███████████████████████ | (125874/137575, 122 it/s) [14m4s:1m35s] 5.97x 91% |███████████████████████ | (125934/137575, 122 it/s) [14m4s:1m35s] 5.97x 91% |███████████████████████ | (125995/137575, 122 it/s) [14m5s:1m34s] 5.96x 91% |███████████████████████ | (126058/137575, 122 it/s) [14m5s:1m34s] 5.96x 91% |███████████████████████ | (126120/137575, 122 it/s) [14m6s:1m34s] 5.96x 91% |███████████████████████ | (126185/137575, 122 it/s) [14m6s:1m33s] 5.96x 91% |███████████████████████ | (126242/137575, 122 it/s) [14m7s:1m33s] 5.96x 91% |███████████████████████ | (126303/137575, 122 it/s) [14m7s:1m32s] 5.96x 91% |███████████████████████ | (126367/137575, 122 it/s) [14m8s:1m31s] 5.96x 91% |███████████████████████ | (126431/137575, 123 it/s) [14m8s:1m30s] 5.96x 91% |███████████████████████ | (126495/137575, 124 it/s) [14m9s:1m29s] 5.96x 91% |███████████████████████ | (126553/137575, 123 it/s) [14m9s:1m29s] 5.96x 92% |███████████████████████ | (126616/137575, 124 it/s) [14m10s:1m28s] 5.96x 92% |███████████████████████ | (126681/137575, 124 it/s) [14m10s:1m27s] 5.96x 92% |███████████████████████ | (126743/137575, 124 it/s) [14m11s:1m27s] 5.96x 92% |███████████████████████ | (126803/137575, 123 it/s) [14m11s:1m27s] 5.96x 92% |███████████████████████ | (126865/137575, 123 it/s) [14m12s:1m26s] 5.96x 92% |███████████████████████ | (126926/137575, 124 it/s) [14m12s:1m25s] 5.96x 92% |███████████████████████ | (126985/137575, 124 it/s) [14m13s:1m25s] 5.95x 92% |███████████████████████ | (127046/137575, 124 it/s) [14m13s:1m25s] 5.95x 92% |███████████████████████ | (127109/137575, 123 it/s) [14m14s:1m24s] 5.95x 92% |███████████████████████ | (127172/137575, 123 it/s) [14m14s:1m24s] 5.95x 92% |███████████████████████ | (127230/137575, 123 it/s) [14m15s:1m23s] 5.95x 92% |███████████████████████ | (127293/137575, 123 it/s) [14m15s:1m23s] 5.95x 92% |███████████████████████ | (127354/137575, 123 it/s) [14m16s:1m22s] 5.95x 92% |███████████████████████ | (127412/137575, 122 it/s) [14m16s:1m23s] 5.95x 92% |███████████████████████ | (127474/137575, 122 it/s) [14m17s:1m23s] 5.95x 92% |███████████████████████ | (127532/137575, 121 it/s) [14m17s:1m23s] 5.95x 92% |███████████████████████ | (127595/137575, 121 it/s) [14m18s:1m22s] 5.95x 92% |███████████████████████ | (127658/137575, 121 it/s) [14m18s:1m21s] 5.95x 92% |███████████████████████ | (127721/137575, 122 it/s) [14m19s:1m20s] 5.95x 92% |███████████████████████ | (127785/137575, 123 it/s) [14m19s:1m19s] 5.95x 92% |███████████████████████ | (127846/137575, 122 it/s) [14m20s:1m19s] 5.95x 92% |███████████████████████ | (127908/137575, 122 it/s) [14m20s:1m19s] 5.95x 93% |███████████████████████ | (127963/137575, 122 it/s) [14m21s:1m18s] 5.94x 93% |███████████████████████ | (128028/137575, 122 it/s) [14m21s:1m18s] 5.94x 93% |███████████████████████ | (128089/137575, 122 it/s) [14m22s:1m17s] 5.94x 93% |███████████████████████ | (128153/137575, 122 it/s) [14m22s:1m17s] 5.94x 93% |███████████████████████ | (128214/137575, 123 it/s) [14m23s:1m16s] 5.94x 93% |███████████████████████ | (128275/137575, 123 it/s) [14m23s:1m15s] 5.94x 93% |███████████████████████ | (128335/137575, 123 it/s) [14m24s:1m14s] 5.94x 93% |███████████████████████ | (128392/137575, 122 it/s) [14m24s:1m15s] 5.94x 93% |███████████████████████ | (128452/137575, 122 it/s) [14m25s:1m15s] 5.94x 93% |███████████████████████ | (128513/137575, 121 it/s) [14m25s:1m15s] 5.94x 93% |███████████████████████ | (128578/137575, 122 it/s) [14m26s:1m13s] 5.94x 93% |███████████████████████ | (128639/137575, 121 it/s) [14m26s:1m13s] 5.94x 93% |███████████████████████ | (128700/137575, 122 it/s) [14m27s:1m12s] 5.94x 93% |███████████████████████ | (128760/137575, 121 it/s) [14m27s:1m12s] 5.94x 93% |███████████████████████ | (128826/137575, 122 it/s) [14m28s:1m11s] 5.94x 93% |███████████████████████ | (128886/137575, 122 it/s) [14m28s:1m11s] 5.94x 93% |███████████████████████ | (128948/137575, 122 it/s) [14m29s:1m10s] 5.94x 93% |███████████████████████ | (129010/137575, 122 it/s) [14m29s:1m10s] 5.93x 93% 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[14m36s:1m3s] 5.93x 94% |████████████████████████ | (129871/137575, 122 it/s) [14m36s:1m2s] 5.93x 94% |████████████████████████ | (129941/137575, 123 it/s) [14m37s:1m1s] 5.93x 94% |████████████████████████ | (130001/137575, 123 it/s) [14m37s:1m1s] 5.93x 94% |████████████████████████ | (130063/137575, 123 it/s) [14m38s:1m1s] 5.93x 94% |████████████████████████ | (130128/137575, 123 it/s) [14m38s:1m0s] 5.92x 94% |████████████████████████ | (130193/137575, 123 it/s) [14m39s:1m0s] 5.92x 94% |█████████████████████████ | (130250/137575, 122 it/s) [14m39s:59s] 5.92x 94% |█████████████████████████ | (130315/137575, 123 it/s) [14m40s:59s] 5.92x 94% |█████████████████████████ | (130376/137575, 122 it/s) [14m40s:58s] 5.92x 94% |█████████████████████████ | (130438/137575, 122 it/s) [14m41s:58s] 5.92x 94% |█████████████████████████ | (130500/137575, 122 it/s) [14m41s:57s] 5.92x 94% |█████████████████████████ | (130564/137575, 124 it/s) [14m42s:56s] 5.92x 94% |█████████████████████████ | (130624/137575, 124 it/s) [14m42s:56s] 5.92x 94% |█████████████████████████ | (130686/137575, 124 it/s) [14m43s:55s] 5.92x 95% |█████████████████████████ | (130749/137575, 124 it/s) [14m43s:55s] 5.92x 95% |█████████████████████████ | (130811/137575, 124 it/s) [14m44s:54s] 5.92x 95% |█████████████████████████ | (130870/137575, 123 it/s) [14m44s:54s] 5.92x 95% |█████████████████████████ | (130932/137575, 123 it/s) [14m45s:53s] 5.92x 95% |█████████████████████████ | (130995/137575, 124 it/s) [14m45s:53s] 5.92x 95% |█████████████████████████ | (131053/137575, 122 it/s) [14m46s:53s] 5.92x 95% |█████████████████████████ | (131113/137575, 122 it/s) [14m46s:53s] 5.92x 95% |█████████████████████████ | (131178/137575, 122 it/s) [14m47s:52s] 5.92x 95% |█████████████████████████ | (131239/137575, 122 it/s) [14m47s:51s] 5.91x 95% |█████████████████████████ | (131305/137575, 122 it/s) [14m48s:51s] 5.91x 95% |█████████████████████████ | (131365/137575, 122 it/s) [14m48s:50s] 5.91x 95% |█████████████████████████ | (131430/137575, 122 it/s) [14m49s:50s] 5.91x 95% |█████████████████████████ | (131490/137575, 123 it/s) [14m49s:49s] 5.91x 95% |█████████████████████████ | (131554/137575, 123 it/s) [14m50s:48s] 5.91x 95% |█████████████████████████ | (131618/137575, 123 it/s) [14m50s:48s] 5.91x 95% |█████████████████████████ | (131681/137575, 123 it/s) [14m51s:47s] 5.91x 95% |█████████████████████████ | (131740/137575, 123 it/s) [14m51s:47s] 5.91x 95% |█████████████████████████ | (131802/137575, 124 it/s) [14m52s:46s] 5.91x 95% |█████████████████████████ | (131869/137575, 124 it/s) [14m52s:46s] 5.91x 95% |█████████████████████████ | (131930/137575, 124 it/s) [14m53s:45s] 5.91x 95% |█████████████████████████ | (131993/137575, 125 it/s) [14m53s:44s] 5.91x 95% |█████████████████████████ | (132056/137575, 125 it/s) [14m54s:44s] 5.91x 96% |█████████████████████████ | (132117/137575, 126 it/s) [14m54s:43s] 5.91x 96% |█████████████████████████ | (132177/137575, 125 it/s) [14m55s:43s] 5.91x 96% |█████████████████████████ | (132239/137575, 125 it/s) [14m55s:42s] 5.91x 96% |█████████████████████████ | (132303/137575, 125 it/s) [14m56s:42s] 5.91x 96% |█████████████████████████ | (132368/137575, 125 it/s) [14m56s:41s] 5.91x 96% |█████████████████████████ | (132428/137575, 125 it/s) [14m57s:41s] 5.91x 96% |█████████████████████████ | (132493/137575, 125 it/s) [14m57s:40s] 5.9x 96% |██████████████████████████ | (132554/137575, 125 it/s) [14m58s:40s] 5.9x 96% |██████████████████████████ | (132614/137575, 124 it/s) [14m58s:39s] 5.9x 96% |██████████████████████████ | (132677/137575, 124 it/s) [14m59s:39s] 5.9x 96% |██████████████████████████ | (132740/137575, 124 it/s) [14m59s:38s] 5.9x 96% |███████████████████████████ | (132804/137575, 124 it/s) [15m0s:38s] 5.9x 96% |███████████████████████████ | (132867/137575, 124 it/s) [15m0s:37s] 5.9x 96% |███████████████████████████ | (132928/137575, 124 it/s) [15m1s:37s] 5.9x 96% |███████████████████████████ | (132990/137575, 124 it/s) [15m1s:36s] 5.9x 96% |███████████████████████████ | (133053/137575, 125 it/s) [15m2s:36s] 5.9x 96% |███████████████████████████ | (133120/137575, 125 it/s) [15m2s:35s] 5.9x 96% |███████████████████████████ | (133180/137575, 125 it/s) [15m3s:35s] 5.9x 96% |███████████████████████████ | (133241/137575, 125 it/s) [15m3s:34s] 5.9x 96% |███████████████████████████ | (133303/137575, 124 it/s) [15m4s:34s] 5.9x 96% |███████████████████████████ | (133366/137575, 125 it/s) [15m4s:33s] 5.9x 96% |███████████████████████████ | (133429/137575, 125 it/s) [15m5s:33s] 5.9x 97% |████████████████████████████ | (133492/137575, 125 it/s) [15m5s:32s] 5.9x 97% |████████████████████████████ | (133555/137575, 125 it/s) [15m6s:32s] 5.9x 97% |████████████████████████████ | (133614/137575, 125 it/s) [15m6s:31s] 5.9x 97% |████████████████████████████ | (133676/137575, 125 it/s) [15m7s:31s] 5.89x 97% |███████████████████████████ | (133734/137575, 124 it/s) [15m7s:30s] 5.89x 97% |███████████████████████████ | (133802/137575, 125 it/s) [15m8s:30s] 5.89x 97% |███████████████████████████ | (133866/137575, 125 it/s) [15m8s:29s] 5.89x 97% |███████████████████████████ | (133930/137575, 125 it/s) [15m9s:29s] 5.89x 97% |███████████████████████████ | (133991/137575, 125 it/s) [15m9s:28s] 5.89x 97% |██████████████████████████ | (134056/137575, 126 it/s) [15m10s:28s] 5.89x 97% |██████████████████████████ | (134122/137575, 126 it/s) [15m10s:27s] 5.89x 97% |██████████████████████████ | (134183/137575, 126 it/s) [15m11s:26s] 5.89x 97% |██████████████████████████ | (134246/137575, 126 it/s) [15m11s:26s] 5.89x 97% |██████████████████████████ | (134307/137575, 126 it/s) [15m12s:25s] 5.89x 97% |██████████████████████████ | (134369/137575, 126 it/s) [15m12s:25s] 5.89x 97% |██████████████████████████ | (134431/137575, 126 it/s) [15m13s:24s] 5.89x 97% |██████████████████████████ | (134491/137575, 126 it/s) [15m13s:24s] 5.89x 97% |██████████████████████████ | (134553/137575, 125 it/s) [15m14s:24s] 5.89x 97% |██████████████████████████ | (134611/137575, 124 it/s) [15m14s:23s] 5.89x 97% |██████████████████████████ | (134676/137575, 124 it/s) [15m15s:23s] 5.89x 97% |██████████████████████████ | (134737/137575, 124 it/s) [15m15s:22s] 5.89x 97% |██████████████████████████ | (134798/137575, 123 it/s) [15m16s:22s] 5.89x 98% |██████████████████████████ | (134859/137575, 122 it/s) [15m16s:22s] 5.89x 98% |██████████████████████████ | (134922/137575, 123 it/s) [15m17s:21s] 5.88x 98% |██████████████████████████ | (134985/137575, 123 it/s) [15m17s:21s] 5.88x 98% |██████████████████████████ | (135048/137575, 123 it/s) [15m18s:20s] 5.88x 98% |██████████████████████████ | (135114/137575, 124 it/s) [15m18s:19s] 5.88x 98% |██████████████████████████ | (135177/137575, 124 it/s) [15m19s:19s] 5.88x 98% |██████████████████████████ | (135240/137575, 124 it/s) [15m19s:18s] 5.88x 98% |██████████████████████████ | (135299/137575, 124 it/s) [15m20s:18s] 5.88x 98% |██████████████████████████ | (135359/137575, 125 it/s) [15m20s:17s] 5.88x 98% |██████████████████████████ | (135423/137575, 125 it/s) [15m21s:17s] 5.88x 98% |██████████████████████████ | (135486/137575, 125 it/s) [15m21s:16s] 5.88x 98% |██████████████████████████ | (135549/137575, 126 it/s) [15m22s:16s] 5.88x 98% |██████████████████████████ | (135608/137575, 125 it/s) [15m22s:15s] 5.88x 98% |██████████████████████████ | (135671/137575, 125 it/s) [15m23s:15s] 5.88x 98% |██████████████████████████ | (135737/137575, 125 it/s) [15m23s:14s] 5.88x 98% |██████████████████████████ | (135800/137575, 125 it/s) [15m24s:14s] 5.88x 98% |██████████████████████████ | (135864/137575, 125 it/s) [15m24s:13s] 5.88x 98% |██████████████████████████ | (135930/137575, 126 it/s) [15m25s:13s] 5.88x 98% |██████████████████████████ | (135990/137575, 125 it/s) [15m25s:12s] 5.88x 98% |██████████████████████████ | (136054/137575, 126 it/s) [15m26s:12s] 5.88x 98% |██████████████████████████ | (136119/137575, 126 it/s) [15m26s:11s] 5.88x 98% |██████████████████████████ | (136180/137575, 126 it/s) [15m27s:11s] 5.88x 99% |██████████████████████████ | (136243/137575, 126 it/s) [15m27s:10s] 5.88x 99% |██████████████████████████ | (136309/137575, 126 it/s) [15m28s:10s] 5.87x 99% |███████████████████████████ | (136370/137575, 126 it/s) [15m28s:9s] 5.87x 99% |███████████████████████████ | (136433/137575, 127 it/s) [15m29s:8s] 5.87x 99% |███████████████████████████ | (136495/137575, 127 it/s) [15m29s:8s] 5.87x 99% |███████████████████████████ | (136559/137575, 126 it/s) [15m30s:8s] 5.87x 99% |███████████████████████████ | (136617/137575, 126 it/s) [15m30s:7s] 5.87x 99% |███████████████████████████ | (136682/137575, 126 it/s) [15m31s:7s] 5.87x 99% |███████████████████████████ | (136738/137575, 124 it/s) [15m31s:6s] 5.87x 99% |███████████████████████████ | (136803/137575, 125 it/s) [15m32s:6s] 5.87x 99% |███████████████████████████ | (136866/137575, 125 it/s) [15m32s:5s] 5.87x 99% |███████████████████████████ | (136930/137575, 125 it/s) [15m33s:5s] 5.87x 99% |███████████████████████████ | (136991/137575, 125 it/s) [15m33s:4s] 5.87x 99% |███████████████████████████ | (137055/137575, 124 it/s) [15m34s:4s] 5.87x 99% |███████████████████████████ | (137114/137575, 124 it/s) [15m34s:3s] 5.87x 99% |███████████████████████████ | (137183/137575, 124 it/s) [15m35s:3s] 5.87x 99% |███████████████████████████ | (137243/137575, 124 it/s) [15m35s:2s] 5.87x 99% |███████████████████████████ | (137301/137575, 123 it/s) [15m36s:2s] 5.87x 99% |███████████████████████████ | (137362/137575, 123 it/s) [15m36s:1s] 5.87x 99% |███████████████████████████ | (137419/137575, 122 it/s) [15m37s:1s] 5.87x 99% |███████████████████████████ | (137477/137575, 123 it/s) [15m38s:0s] 5.86x 99% |███████████████████████████ | (137539/137575, 122 it/s) [15m38s:0s] 5.86x 100% |████████████████████████████| (137575/137575, 147 it/s) 5.86x 100% |████████████████████████████| (137575/137575, 147 it/s)2026-10-06 22:56:08 [INFO] Prepared camera 3 in 15m39.101561049s 2026-10-06 22:56:08 [INFO] Prepared video data in 1h1m51.354649097s 2026-10-06 22:56:08 [INFO] Laser preparation disabled 2026-10-06 22:56:08 [INFO] Sonar preparation disabled 2026-10-06 22:56:08 [INFO] No IMU data found 2026-10-06 22:56:08 [INFO] Writing pipe size track... 2026-10-06 22:56:08 [INFO] Writing pipe shape track... 2026-10-06 22:56:08 [INFO] Writing pipe material track... 2026-10-06 22:56:08 [INFO] Prepared miscellaneous data in 309.64µs 2026-10-06 22:56:08 [INFO] DataPrep took 1h1m51.522371682s