+ '[' 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/66c38f40-7ebc-4d0d-8bbd-472143cebbc3 2026-09-24 02:09:09 [INFO] DataPrep 1.0.1 2026-09-24 02:09:09 [INFO] GUID 66c38f40-7ebc-4d0d-8bbd-472143cebbc3 2026-09-24 02:09:09 [INFO] Preparing counter data... 2026-09-24 02:09:09 [INFO] Interpreting counter data as metric 2026-09-24 02:09:10 [INFO] Prepared counter data in 309.839765ms 2026-09-24 02:09:10 [INFO] Preparing video data... 2026-09-24 02:09:10 [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% | | (0/146792, 0 it/hr) [0s:0s] 0% | | (9/146792, 9 it/s) [1s:4h35m38s] 0.719x 0% | | (71/146792, 47 it/s) [1s:52m6s] 2.8x 0% | | (136/146792, 136 it/s) [2s:17m58s] 3.6x 0% | | (205/146792, 137 it/s) [2s:17m52s] 4.07x 0% | | (278/146792, 140 it/s) [3s:17m29s] 4.41x 0% | | (348/146792, 140 it/s) [3s:17m29s] 4.62x 0% | | (426/146792, 140 it/s) [4s:17m29s] 4.85x 0% | | (497/146792, 141 it/s) [4s:17m14s] 4.95x 0% | | (573/146792, 143 it/s) [5s:17m1s] 5.08x 0% | | (644/146792, 143 it/s) [5s:17m0s] 5.14x 0% | | (719/146792, 144 it/s) [6s:16m57s] 5.22x 0% | | (783/146792, 142 it/s) [6s:17m10s] 5.21x 0% | | (857/146792, 142 it/s) [7s:17m5s] 5.26x 0% | | (922/146792, 141 it/s) [7s:17m13s] 5.26x 0% | | (998/146792, 143 it/s) [8s:17m2s] 5.31x 0% | | (1073/146792, 143 it/s) [8s:17m1s] 5.35x 0% | | (1155/146792, 145 it/s) [9s:16m46s] 5.43x 0% | | (1233/146792, 146 it/s) [9s:16m39s] 5.47x 0% | | (1303/146792, 146 it/s) [10s:16m38s] 5.48x 0% | | (1381/146792, 146 it/s) [10s:16m33s] 5.51x 0% | | (1464/146792, 146 it/s) [11s:16m33s] 5.57x 1% | | (1548/146792, 148 it/s) [11s:16m22s] 5.62x 1% | | (1628/146792, 149 it/s) [12s:16m12s] 5.65x 1% | | (1703/146792, 151 it/s) [12s:15m58s] 5.66x 1% | | (1781/146792, 152 it/s) [13s:15m53s] 5.69x 1% | | (1862/146792, 152 it/s) [13s:15m52s] 5.72x 1% | | (1937/146792, 155 it/s) [14s:15m36s] 5.73x 1% | | (2011/146792, 154 it/s) [14s:15m37s] 5.74x 1% | | (2093/146792, 155 it/s) [15s:15m33s] 5.77x 1% | | (2173/146792, 155 it/s) [15s:15m30s] 5.79x 1% | | (2248/146792, 156 it/s) [16s:15m24s] 5.79x 1% | | (2328/146792, 157 it/s) [16s:15m20s] 5.81x 1% | | (2403/146792, 157 it/s) [17s:15m20s] 5.82x 1% | | (2480/146792, 155 it/s) [17s:15m28s] 5.83x 1% | | (2558/146792, 155 it/s) [18s:15m30s] 5.84x 1% | | (2639/146792, 156 it/s) [18s:15m23s] 5.86x 1% | | (2716/146792, 156 it/s) [19s:15m23s] 5.86x 1% | | (2796/146792, 156 it/s) [19s:15m20s] 5.88x 1% | | (2869/146792, 156 it/s) [20s:15m21s] 5.88x 2% | | (2949/146792, 156 it/s) [20s:15m23s] 5.89x 2% | | (3032/146792, 156 it/s) [21s:15m19s] 5.91x 2% | | (3105/146792, 156 it/s) [21s:15m19s] 5.91x 2% | | (3186/146792, 157 it/s) [22s:15m16s] 5.92x 2% | | (3270/146792, 158 it/s) [22s:15m10s] 5.94x 2% | | (3351/146792, 159 it/s) [23s:15m4s] 5.95x 2% | | (3434/146792, 159 it/s) [23s:15m4s] 5.96x 2% | | (3516/146792, 159 it/s) [24s:14m58s] 5.98x 2% | | (3593/146792, 159 it/s) [24s:15m2s] 5.98x 2% | | (3671/146792, 159 it/s) [25s:15m0s] 5.98x 2% | | (3756/146792, 160 it/s) [25s:14m54s] 6x 2% | | (3833/146792, 161 it/s) [26s:14m49s] 6x 2% | | (3916/146792, 161 it/s) [26s:14m46s] 6.02x 2% | | (4001/146792, 162 it/s) [27s:14m43s] 6.03x 2% | | (4084/146792, 162 it/s) [27s:14m43s] 6.04x 2% | | (4168/146792, 163 it/s) [28s:14m35s] 6.05x 2% | | (4248/146792, 162 it/s) [28s:14m39s] 6.06x 2% | | (4329/146792, 162 it/s) [29s:14m38s] 6.07x 3% | | (4413/146792, 162 it/s) [29s:14m36s] 6.08x 3% | | (4495/146792, 162 it/s) [30s:14m36s] 6.09x 3% | | (4575/146792, 163 it/s) [30s:14m32s] 6.09x 3% | | (4664/146792, 165 it/s) [31s:14m20s] 6.11x 3% | | (4748/146792, 165 it/s) [31s:14m21s] 6.12x 3% | | (4826/146792, 165 it/s) [32s:14m19s] 6.12x 3% | | (4909/146792, 165 it/s) [32s:14m19s] 6.13x 3% | | (4988/146792, 164 it/s) [33s:14m24s] 6.13x 3% | | (5073/146792, 164 it/s) [33s:14m22s] 6.14x 3% | | (5154/146792, 164 it/s) [34s:14m22s] 6.15x 3% | | (5239/146792, 165 it/s) [34s:14m18s] 6.15x 3% | | (5323/146792, 165 it/s) [35s:14m16s] 6.16x 3% | | (5404/146792, 165 it/s) [35s:14m16s] 6.17x 3% | | (5478/146792, 164 it/s) [36s:14m20s] 6.16x 3% | | (5553/146792, 163 it/s) [36s:14m25s] 6.16x 3% | | (5637/146792, 162 it/s) [37s:14m30s] 6.17x 3% | | (5715/146792, 162 it/s) [37s:14m30s] 6.17x 3% | | (5795/146792, 161 it/s) [38s:14m34s] 6.17x 4% |█ | (5877/146792, 162 it/s) [38s:14m29s] 6.18x 4% |█ | (5956/146792, 162 it/s) [39s:14m29s] 6.18x 4% |█ | (6025/146792, 160 it/s) [39s:14m38s] 6.18x 4% |█ | (6115/146792, 162 it/s) [40s:14m25s] 6.18x 4% |█ | (6195/146792, 162 it/s) [40s:14m30s] 6.19x 4% |█ | (6275/146792, 161 it/s) [41s:14m33s] 6.19x 4% |█ | (6354/146792, 160 it/s) [41s:14m38s] 6.19x 4% |█ | (6431/146792, 160 it/s) [42s:14m38s] 6.19x 4% |█ | (6517/146792, 162 it/s) [42s:14m26s] 6.2x 4% |█ | (6600/146792, 162 it/s) [43s:14m26s] 6.2x 4% |█ | (6681/146792, 162 it/s) [43s:14m25s] 6.21x 4% |█ | (6763/146792, 162 it/s) [44s:14m22s] 6.21x 4% |█ | (6844/146792, 162 it/s) [44s:14m23s] 6.21x 4% |█ | (6920/146792, 163 it/s) [45s:14m20s] 6.21x 4% |█ | (7004/146792, 161 it/s) [45s:14m26s] 6.22x 4% |█ | (7083/146792, 161 it/s) [46s:14m27s] 6.22x 4% |█ | (7159/146792, 160 it/s) [46s:14m31s] 6.22x 4% |█ | (7239/146792, 160 it/s) [47s:14m29s] 6.22x 4% |█ | (7318/146792, 161 it/s) [47s:14m27s] 6.22x 5% |█ | (7401/146792, 161 it/s) [48s:14m27s] 6.22x 5% |█ | (7481/146792, 160 it/s) [48s:14m31s] 6.23x 5% |█ | (7559/146792, 160 it/s) [49s:14m30s] 6.23x 5% |█ | (7641/146792, 159 it/s) [49s:14m33s] 6.23x 5% |█ | (7718/146792, 158 it/s) [50s:14m38s] 6.23x 5% |█ | (7798/146792, 158 it/s) [50s:14m38s] 6.23x 5% |█ | (7877/146792, 159 it/s) [51s:14m35s] 6.23x 5% |█ | (7963/146792, 159 it/s) [51s:14m32s] 6.24x 5% |█ | (8046/146792, 159 it/s) [52s:14m32s] 6.24x 5% |█ | (8120/146792, 159 it/s) [52s:14m32s] 6.24x 5% |█ | (8205/146792, 161 it/s) [53s:14m21s] 6.24x 5% |█ | (8290/146792, 162 it/s) [53s:14m15s] 6.25x 5% |█ | (8370/146792, 162 it/s) [54s:14m13s] 6.25x 5% |█ | (8448/146792, 161 it/s) [54s:14m17s] 6.25x 5% |█ | (8535/146792, 163 it/s) [55s:14m9s] 6.26x 5% |█ | (8607/146792, 162 it/s) [55s:14m14s] 6.25x 5% |█ | (8690/146792, 162 it/s) [56s:14m10s] 6.26x 5% |█ | (8772/146792, 163 it/s) [56s:14m7s] 6.26x 6% |█ | (8857/146792, 163 it/s) [57s:14m6s] 6.26x 6% |█ | (8937/146792, 162 it/s) [57s:14m9s] 6.26x 6% |█ | (9018/146792, 163 it/s) [58s:14m6s] 6.26x 6% |█ | (9097/146792, 161 it/s) [58s:14m13s] 6.27x 6% |█ | (9176/146792, 161 it/s) [59s:14m12s] 6.27x 6% |█ | (9254/146792, 160 it/s) [59s:14m18s] 6.27x 6% |█ | (9337/146792, 161 it/s) [1m0s:14m14s] 6.27x 6% |█ | (9422/146792, 162 it/s) [1m0s:14m7s] 6.27x 6% |█ | (9510/146792, 162 it/s) [1m1s:14m5s] 6.28x 6% |█ | (9595/146792, 165 it/s) [1m1s:13m51s] 6.28x 6% |█ | (9673/146792, 164 it/s) [1m2s:13m56s] 6.28x 6% |█ | (9761/146792, 165 it/s) [1m2s:13m49s] 6.29x 6% |█ | (9840/146792, 165 it/s) [1m3s:13m52s] 6.29x 6% |█ | (9918/146792, 164 it/s) [1m3s:13m54s] 6.29x 6% |█ | (10004/146792, 165 it/s) [1m4s:13m46s] 6.29x 6% |█ | (10086/146792, 165 it/s) [1m4s:13m46s] 6.3x 6% |█ | (10167/146792, 166 it/s) [1m5s:13m43s] 6.3x 6% |█ | (10249/146792, 166 it/s) [1m5s:13m43s] 6.3x 7% |█ | (10331/146792, 166 it/s) [1m6s:13m43s] 6.3x 7% |█ | (10407/146792, 165 it/s) [1m6s:13m48s] 6.3x 7% |█ | (10489/146792, 163 it/s) [1m7s:13m53s] 6.3x 7% |█ | (10575/146792, 164 it/s) [1m7s:13m52s] 6.3x 7% |█ | (10656/146792, 164 it/s) [1m8s:13m52s] 6.31x 7% |█ | (10743/146792, 165 it/s) [1m8s:13m45s] 6.31x 7% |█ | (10826/146792, 164 it/s) [1m9s:13m49s] 6.31x 7% |█ | (10905/146792, 164 it/s) [1m9s:13m49s] 6.31x 7% |█ | (10990/146792, 165 it/s) [1m10s:13m41s] 6.32x 7% |█ | (11073/146792, 165 it/s) [1m10s:13m44s] 6.32x 7% |█ | (11155/146792, 165 it/s) [1m11s:13m44s] 6.32x 7% |█ | (11228/146792, 163 it/s) [1m11s:13m52s] 6.32x 7% |█ | (11306/146792, 163 it/s) [1m12s:13m53s] 6.32x 7% |█ | (11390/146792, 163 it/s) [1m12s:13m50s] 6.32x 7% |█ | (11471/146792, 163 it/s) [1m13s:13m50s] 6.32x 7% |█ | (11557/146792, 163 it/s) [1m13s:13m51s] 6.32x 7% |█ | (11646/146792, 163 it/s) [1m14s:13m51s] 6.33x 7% |█ | (11728/146792, 163 it/s) [1m14s:13m49s] 6.33x 8% |██ | (11812/146792, 163 it/s) [1m15s:13m48s] 6.33x 8% |██ | (11888/146792, 163 it/s) [1m15s:13m47s] 6.33x 8% |██ | (11966/146792, 163 it/s) [1m16s:13m48s] 6.33x 8% |██ | (12046/146792, 163 it/s) [1m16s:13m48s] 6.33x 8% |██ | (12128/146792, 162 it/s) [1m17s:13m51s] 6.33x 8% |██ | (12210/146792, 162 it/s) [1m17s:13m51s] 6.33x 8% |██ | (12288/146792, 161 it/s) [1m18s:13m53s] 6.33x 8% |██ | (12364/146792, 160 it/s) [1m18s:13m58s] 6.33x 8% |██ | (12445/146792, 162 it/s) [1m19s:13m50s] 6.33x 8% |██ | (12534/146792, 164 it/s) [1m19s:13m39s] 6.34x 8% |██ | (12610/146792, 164 it/s) [1m20s:13m39s] 6.34x 8% |██ | (12696/146792, 163 it/s) [1m20s:13m41s] 6.34x 8% |██ | (12780/146792, 163 it/s) [1m21s:13m40s] 6.34x 8% |██ | (12860/146792, 163 it/s) [1m21s:13m41s] 6.34x 8% |██ | (12940/146792, 162 it/s) [1m22s:13m46s] 6.34x 8% |██ | (13022/146792, 162 it/s) [1m22s:13m48s] 6.34x 8% |██ | (13102/146792, 162 it/s) [1m23s:13m44s] 6.34x 8% |██ | (13184/146792, 162 it/s) [1m23s:13m43s] 6.35x 9% |██ | (13264/146792, 162 it/s) [1m24s:13m42s] 6.35x 9% |██ | (13345/146792, 162 it/s) [1m24s:13m41s] 6.35x 9% |██ | (13423/146792, 163 it/s) [1m25s:13m39s] 6.35x 9% |██ | (13503/146792, 163 it/s) [1m25s:13m39s] 6.35x 9% |██ | (13581/146792, 162 it/s) [1m26s:13m40s] 6.35x 9% |██ | (13658/146792, 160 it/s) [1m26s:13m50s] 6.34x 9% |██ | (13734/146792, 159 it/s) [1m27s:13m56s] 6.34x 9% |██ | (13810/146792, 158 it/s) [1m27s:14m2s] 6.34x 9% |██ | (13880/146792, 156 it/s) [1m28s:14m12s] 6.34x 9% |██ | (13951/146792, 154 it/s) [1m28s:14m24s] 6.33x 9% |██ | (14031/146792, 154 it/s) [1m29s:14m24s] 6.33x 9% |██ | (14110/146792, 153 it/s) [1m29s:14m27s] 6.33x 9% |██ | (14186/146792, 152 it/s) [1m30s:14m33s] 6.33x 9% |██ | (14262/146792, 152 it/s) [1m30s:14m32s] 6.33x 9% |██ | (14340/146792, 152 it/s) [1m31s:14m32s] 6.33x 9% |██ | (14412/146792, 150 it/s) [1m31s:14m40s] 6.33x 9% |██ | (14486/146792, 150 it/s) [1m32s:14m43s] 6.32x 9% |██ | (14565/146792, 150 it/s) [1m32s:14m43s] 6.32x 9% |██ | (14641/146792, 150 it/s) [1m33s:14m40s] 6.32x 10% |██ | (14717/146792, 150 it/s) [1m33s:14m40s] 6.32x 10% |██ | (14794/146792, 150 it/s) [1m34s:14m38s] 6.32x 10% |██ | (14873/146792, 152 it/s) [1m34s:14m27s] 6.32x 10% |██ | (14951/146792, 153 it/s) [1m35s:14m19s] 6.32x 10% |██ | (15033/146792, 154 it/s) [1m35s:14m16s] 6.32x 10% |██ | (15109/146792, 153 it/s) [1m36s:14m18s] 6.32x 10% |██ | (15187/146792, 154 it/s) [1m36s:14m15s] 6.32x 10% |██ | (15254/146792, 154 it/s) [1m37s:14m15s] 6.31x 10% |██ | (15331/146792, 153 it/s) [1m37s:14m20s] 6.31x 10% |██ | (15409/146792, 154 it/s) [1m38s:14m13s] 6.31x 10% |██ | (15483/146792, 154 it/s) [1m38s:14m12s] 6.31x 10% |██ | (15569/146792, 156 it/s) [1m39s:14m2s] 6.31x 10% |██ | (15649/146792, 156 it/s) [1m39s:13m58s] 6.31x 10% |██ | (15722/146792, 155 it/s) [1m40s:14m4s] 6.31x 10% |██ | (15793/146792, 154 it/s) [1m40s:14m12s] 6.31x 10% |██ | (15872/146792, 154 it/s) [1m41s:14m11s] 6.31x 10% |██ | (15943/146792, 152 it/s) [1m41s:14m18s] 6.31x 10% |██ | (16023/146792, 152 it/s) [1m42s:14m18s] 6.31x 10% |██ | (16104/146792, 153 it/s) [1m42s:14m13s] 6.31x 11% |██ | (16173/146792, 153 it/s) [1m43s:14m12s] 6.3x 11% |██ | (16239/146792, 151 it/s) [1m43s:14m23s] 6.3x 11% |██ | (16314/146792, 152 it/s) [1m44s:14m19s] 6.3x 11% |██ | (16379/146792, 149 it/s) [1m44s:14m34s] 6.29x 11% |██ | (16449/146792, 149 it/s) [1m45s:14m34s] 6.29x 11% |██ | (16524/146792, 149 it/s) [1m45s:14m35s] 6.29x 11% |██ | (16593/146792, 149 it/s) [1m46s:14m34s] 6.28x 11% |██ | (16668/146792, 146 it/s) [1m46s:14m50s] 6.28x 11% |██ | (16739/146792, 144 it/s) [1m47s:15m1s] 6.28x 11% |██ | (16809/146792, 144 it/s) [1m47s:15m4s] 6.28x 11% |██ | (16876/146792, 143 it/s) [1m48s:15m8s] 6.27x 11% |██ | (16943/146792, 141 it/s) [1m48s:15m18s] 6.27x 11% |██ | (17017/146792, 140 it/s) [1m49s:15m26s] 6.26x 11% |██ | (17088/146792, 141 it/s) [1m49s:15m22s] 6.26x 11% |██ | (17156/146792, 141 it/s) [1m50s:15m22s] 6.26x 11% |██ | (17234/146792, 140 it/s) [1m50s:15m23s] 6.26x 11% |██ | (17307/146792, 142 it/s) [1m51s:15m12s] 6.26x 11% |██ | (17374/146792, 141 it/s) [1m51s:15m19s] 6.25x 11% |██ | (17444/146792, 141 it/s) [1m52s:15m18s] 6.25x 11% |██ | (17515/146792, 140 it/s) [1m52s:15m20s] 6.25x 11% |██ | (17583/146792, 140 it/s) [1m53s:15m23s] 6.24x 12% |███ | (17656/146792, 140 it/s) [1m53s:15m19s] 6.24x 12% |███ | (17725/146792, 141 it/s) [1m54s:15m16s] 6.24x 12% |███ | (17792/146792, 141 it/s) [1m54s:15m17s] 6.23x 12% |███ | (17869/146792, 141 it/s) [1m55s:15m16s] 6.23x 12% |███ | (17939/146792, 141 it/s) [1m55s:15m16s] 6.23x 12% |███ | (18015/146792, 142 it/s) [1m56s:15m8s] 6.23x 12% |███ | (18084/146792, 141 it/s) [1m56s:15m14s] 6.23x 12% |███ | (18154/146792, 140 it/s) [1m57s:15m17s] 6.22x 12% |███ | (18226/146792, 141 it/s) [1m57s:15m10s] 6.22x 12% |███ | (18293/146792, 141 it/s) [1m58s:15m14s] 6.22x 12% |███ | (18366/146792, 141 it/s) [1m58s:15m7s] 6.22x 12% |███ | (18433/146792, 141 it/s) [1m59s:15m7s] 6.21x 12% |███ | (18495/146792, 140 it/s) [1m59s:15m17s] 6.21x 12% |███ | (18558/146792, 139 it/s) [2m0s:15m24s] 6.2x 12% |███ | (18635/146792, 141 it/s) [2m0s:15m10s] 6.2x 12% |███ | (18706/146792, 140 it/s) [2m1s:15m13s] 6.2x 12% |███ | (18770/146792, 138 it/s) [2m1s:15m28s] 6.2x 12% |███ | (18850/146792, 140 it/s) [2m2s:15m13s] 6.2x 12% |███ | (18925/146792, 141 it/s) [2m2s:15m6s] 6.2x 12% |███ | (19003/146792, 141 it/s) [2m3s:15m5s] 6.2x 12% |███ | (19080/146792, 142 it/s) [2m3s:14m58s] 6.2x 13% |███ | (19162/146792, 142 it/s) [2m4s:14m57s] 6.2x 13% |███ | (19242/146792, 145 it/s) [2m4s:14m39s] 6.2x 13% |███ | (19315/146792, 145 it/s) [2m5s:14m39s] 6.2x 13% |███ | (19385/146792, 145 it/s) [2m5s:14m40s] 6.19x 13% |███ | (19459/146792, 147 it/s) [2m6s:14m28s] 6.19x 13% |███ | (19535/146792, 149 it/s) [2m6s:14m13s] 6.19x 13% |███ | (19603/146792, 147 it/s) [2m7s:14m22s] 6.19x 13% |███ | (19675/146792, 147 it/s) [2m7s:14m22s] 6.19x 13% |███ | (19747/146792, 148 it/s) [2m8s:14m20s] 6.19x 13% |███ | (19815/146792, 148 it/s) [2m8s:14m15s] 6.18x 13% |███ | (19889/146792, 147 it/s) [2m9s:14m22s] 6.18x 13% |███ | (19955/146792, 145 it/s) [2m9s:14m32s] 6.18x 13% |███ | (20030/146792, 145 it/s) [2m10s:14m34s] 6.18x 13% |███ | (20098/146792, 142 it/s) [2m10s:14m50s] 6.18x 13% |███ | (20159/146792, 142 it/s) [2m11s:14m49s] 6.17x 13% |███ | (20229/146792, 141 it/s) [2m11s:14m57s] 6.17x 13% |███ | (20306/146792, 142 it/s) [2m12s:14m52s] 6.17x 13% |███ | (20370/146792, 142 it/s) [2m12s:14m51s] 6.16x 13% |███ | (20439/146792, 140 it/s) [2m13s:15m3s] 6.16x 13% |███ | (20519/146792, 142 it/s) [2m13s:14m47s] 6.16x 14% |███ | (20597/146792, 143 it/s) [2m14s:14m39s] 6.16x 14% |███ | (20673/146792, 145 it/s) [2m14s:14m29s] 6.16x 14% |███ | (20744/146792, 144 it/s) [2m15s:14m32s] 6.16x 14% |███ | (20820/146792, 146 it/s) [2m15s:14m20s] 6.16x 14% |███ | (20903/146792, 148 it/s) [2m16s:14m10s] 6.16x 14% |███ | (20984/146792, 151 it/s) [2m16s:13m55s] 6.16x 14% |███ | (21062/146792, 151 it/s) [2m17s:13m54s] 6.16x 14% |███ | (21135/146792, 153 it/s) [2m17s:13m43s] 6.16x 14% |███ | (21214/146792, 153 it/s) [2m18s:13m43s] 6.16x 14% |███ | (21291/146792, 153 it/s) [2m18s:13m41s] 6.16x 14% |███ | (21369/146792, 155 it/s) [2m19s:13m28s] 6.16x 14% |███ | (21443/146792, 154 it/s) [2m19s:13m34s] 6.16x 14% |███ | (21519/146792, 154 it/s) [2m20s:13m35s] 6.16x 14% |███ | (21599/146792, 154 it/s) [2m20s:13m35s] 6.16x 14% |███ | (21674/146792, 154 it/s) [2m21s:13m33s] 6.16x 14% |███ | (21741/146792, 153 it/s) [2m21s:13m36s] 6.16x 14% |███ | (21814/146792, 152 it/s) [2m22s:13m39s] 6.16x 14% |███ | (21888/146792, 151 it/s) [2m22s:13m48s] 6.16x 14% |███ | (21963/146792, 149 it/s) [2m23s:13m55s] 6.16x 15% |███ | (22037/146792, 149 it/s) [2m23s:13m56s] 6.16x 15% |████ | (22110/146792, 148 it/s) [2m24s:14m2s] 6.15x 15% |███ | (22191/146792, 149 it/s) [2m24s:13m58s] 6.16x 15% |███ | (22262/146792, 149 it/s) [2m25s:13m57s] 6.15x 15% |███ | (22340/146792, 149 it/s) [2m25s:13m56s] 6.15x 15% |███ | (22415/146792, 148 it/s) [2m26s:13m57s] 6.15x 15% |███ | (22490/146792, 148 it/s) [2m26s:13m57s] 6.15x 15% |███ | (22565/146792, 148 it/s) [2m27s:13m59s] 6.15x 15% |███ | (22640/146792, 150 it/s) [2m27s:13m50s] 6.15x 15% |███ | (22712/146792, 150 it/s) [2m28s:13m49s] 6.15x 15% |███ | (22787/146792, 150 it/s) [2m28s:13m48s] 6.15x 15% |███ | (22855/146792, 150 it/s) [2m29s:13m48s] 6.15x 15% |███ | (22926/146792, 149 it/s) [2m29s:13m52s] 6.15x 15% |███ | (23001/146792, 149 it/s) [2m30s:13m51s] 6.15x 15% |███ | (23073/146792, 148 it/s) [2m30s:13m53s] 6.14x 15% |███ | (23144/146792, 148 it/s) [2m31s:13m55s] 6.14x 15% |████ | (23220/146792, 147 it/s) [2m31s:14m0s] 6.14x 15% |████ | (23294/146792, 147 it/s) [2m32s:14m0s] 6.14x 15% |████ | (23370/146792, 147 it/s) [2m32s:14m0s] 6.14x 15% |████ | (23441/146792, 147 it/s) [2m33s:14m1s] 6.14x 16% |████ | (23516/146792, 147 it/s) [2m33s:14m0s] 6.14x 16% |████ | (23591/146792, 147 it/s) [2m34s:14m0s] 6.14x 16% |████ | (23659/146792, 146 it/s) [2m34s:14m3s] 6.14x 16% |████ | (23728/146792, 146 it/s) [2m35s:14m3s] 6.14x 16% |████ | (23805/146792, 146 it/s) [2m35s:14m2s] 6.14x 16% |████ | (23881/146792, 147 it/s) [2m36s:13m54s] 6.13x 16% |████ | (23959/146792, 148 it/s) [2m36s:13m51s] 6.14x 16% |████ | (24036/146792, 149 it/s) [2m37s:13m44s] 6.14x 16% |████ | (24111/146792, 150 it/s) [2m37s:13m39s] 6.13x 16% |████ | (24181/146792, 149 it/s) [2m38s:13m45s] 6.13x 16% |████ | (24253/146792, 148 it/s) [2m38s:13m47s] 6.13x 16% |████ | (24331/146792, 149 it/s) [2m39s:13m42s] 6.13x 16% |████ | (24398/146792, 147 it/s) [2m39s:13m50s] 6.13x 16% |████ | (24473/146792, 148 it/s) [2m40s:13m46s] 6.13x 16% |████ | (24542/146792, 147 it/s) [2m40s:13m50s] 6.13x 16% |████ | (24624/146792, 148 it/s) [2m41s:13m43s] 6.13x 16% |████ | (24700/146792, 148 it/s) [2m41s:13m44s] 6.13x 16% |████ | (24779/146792, 148 it/s) [2m42s:13m42s] 6.13x 16% |████ | (24844/146792, 146 it/s) [2m42s:13m52s] 6.13x 16% |████ | (24923/146792, 148 it/s) [2m43s:13m42s] 6.13x 17% |████ | (25002/146792, 150 it/s) [2m43s:13m34s] 6.13x 17% |████ | (25083/146792, 150 it/s) [2m44s:13m33s] 6.13x 17% |████ | (25159/146792, 150 it/s) [2m44s:13m32s] 6.13x 17% |████ | (25239/146792, 152 it/s) [2m45s:13m17s] 6.13x 17% |████ | (25309/146792, 151 it/s) [2m45s:13m22s] 6.13x 17% |████ | (25384/146792, 151 it/s) [2m46s:13m22s] 6.13x 17% |████ | (25455/146792, 152 it/s) [2m46s:13m17s] 6.13x 17% |████ | (25527/146792, 152 it/s) [2m47s:13m17s] 6.12x 17% |████ | (25596/146792, 150 it/s) [2m47s:13m28s] 6.12x 17% |████ | (25666/146792, 150 it/s) [2m48s:13m28s] 6.12x 17% |████ | (25737/146792, 149 it/s) [2m48s:13m33s] 6.12x 17% |████ | (25809/146792, 147 it/s) [2m49s:13m40s] 6.12x 17% |████ | (25878/146792, 148 it/s) [2m49s:13m35s] 6.12x 17% |████ | (25950/146792, 147 it/s) [2m50s:13m43s] 6.12x 17% |████ | (26016/146792, 144 it/s) [2m50s:13m57s] 6.11x 17% |████ | (26086/146792, 142 it/s) [2m51s:14m7s] 6.11x 17% |████ | (26158/146792, 141 it/s) [2m51s:14m16s] 6.11x 17% |████ | (26232/146792, 142 it/s) [2m52s:14m10s] 6.11x 17% |████ | (26295/146792, 140 it/s) [2m52s:14m22s] 6.11x 17% |████ | (26365/146792, 140 it/s) [2m53s:14m22s] 6.11x 18% |████ | (26436/146792, 140 it/s) [2m53s:14m21s] 6.1x 18% |████ | (26510/146792, 140 it/s) [2m54s:14m17s] 6.1x 18% |████ | (26582/146792, 140 it/s) [2m54s:14m16s] 6.1x 18% |████ | (26655/146792, 140 it/s) [2m55s:14m15s] 6.1x 18% |████ | (26728/146792, 140 it/s) [2m55s:14m15s] 6.1x 18% |█████ | (26806/146792, 142 it/s) [2m56s:14m6s] 6.1x 18% |█████ | (26877/146792, 142 it/s) [2m56s:14m7s] 6.1x 18% |████ | (26940/146792, 141 it/s) [2m57s:14m10s] 6.1x 18% |█████ | (27013/146792, 142 it/s) [2m57s:14m5s] 6.1x 18% |█████ | (27083/146792, 141 it/s) [2m58s:14m7s] 6.1x 18% |█████ | (27160/146792, 142 it/s) [2m58s:14m4s] 6.1x 18% |████ | (27239/146792, 145 it/s) [2m59s:13m45s] 6.1x 18% |████ | (27305/146792, 144 it/s) [2m59s:13m50s] 6.09x 18% |████ | (27373/146792, 143 it/s) [3m0s:13m57s] 6.09x 18% |████ | (27446/146792, 143 it/s) [3m0s:13m56s] 6.09x 18% |████ | (27513/146792, 143 it/s) [3m1s:13m55s] 6.09x 18% |█████ | (27584/146792, 141 it/s) [3m1s:14m3s] 6.09x 18% |█████ | (27655/146792, 141 it/s) [3m2s:14m2s] 6.09x 18% |████ | (27728/146792, 143 it/s) [3m2s:13m50s] 6.09x 18% |████ | (27803/146792, 144 it/s) [3m3s:13m48s] 6.09x 18% |████ | (27871/146792, 143 it/s) [3m3s:13m49s] 6.08x 19% |█████ | (27938/146792, 141 it/s) [3m4s:14m0s] 6.08x 19% |█████ | (28006/146792, 139 it/s) [3m4s:14m13s] 6.08x 19% |█████ | (28080/146792, 139 it/s) [3m5s:14m12s] 6.08x 19% |█████ | (28154/146792, 141 it/s) [3m5s:14m2s] 6.08x 19% |█████ | (28229/146792, 141 it/s) [3m6s:14m1s] 6.08x 19% |█████ | (28296/146792, 142 it/s) [3m6s:13m57s] 6.08x 19% |█████ | (28375/146792, 143 it/s) [3m7s:13m49s] 6.08x 19% |█████ | (28444/146792, 143 it/s) [3m7s:13m49s] 6.08x 19% |█████ | (28520/146792, 143 it/s) [3m8s:13m44s] 6.08x 19% |█████ | (28601/146792, 145 it/s) [3m8s:13m32s] 6.08x 19% |█████ | (28676/146792, 146 it/s) [3m9s:13m29s] 6.08x 19% |█████ | (28753/146792, 146 it/s) [3m9s:13m28s] 6.08x 19% |████ | (28826/146792, 146 it/s) [3m10s:13m28s] 6.08x 19% |████ | (28896/146792, 146 it/s) [3m10s:13m25s] 6.08x 19% |████ | (28966/146792, 147 it/s) [3m11s:13m22s] 6.07x 19% |████ | (29042/146792, 147 it/s) [3m11s:13m21s] 6.07x 19% |████ | (29117/146792, 148 it/s) [3m12s:13m12s] 6.07x 19% |████ | (29187/146792, 148 it/s) [3m12s:13m16s] 6.07x 19% |████ | (29254/146792, 147 it/s) [3m13s:13m20s] 6.07x 19% |████ | (29326/146792, 145 it/s) [3m13s:13m27s] 6.07x 20% |█████ | (29398/146792, 145 it/s) [3m14s:13m27s] 6.07x 20% |█████ | (29474/146792, 144 it/s) [3m14s:13m32s] 6.07x 20% |█████ | (29546/146792, 144 it/s) [3m15s:13m35s] 6.07x 20% |█████ | (29619/146792, 143 it/s) [3m15s:13m37s] 6.07x 20% |█████ | (29696/146792, 143 it/s) [3m16s:13m37s] 6.07x 20% |█████ | (29771/146792, 144 it/s) [3m16s:13m29s] 6.07x 20% |█████ | (29849/146792, 146 it/s) [3m17s:13m20s] 6.07x 20% |█████ | (29921/146792, 145 it/s) [3m17s:13m24s] 6.07x 20% |█████ | (29997/146792, 145 it/s) [3m18s:13m23s] 6.07x 20% |█████ | (30072/146792, 146 it/s) [3m18s:13m17s] 6.07x 20% |█████ | (30149/146792, 148 it/s) [3m19s:13m5s] 6.07x 20% |█████ | (30227/146792, 150 it/s) [3m19s:12m59s] 6.07x 20% |█████ | (30297/146792, 149 it/s) [3m20s:13m0s] 6.07x 20% |█████ | (30368/146792, 148 it/s) [3m20s:13m5s] 6.07x 20% |█████ | (30441/146792, 148 it/s) [3m21s:13m4s] 6.07x 20% |█████ | (30514/146792, 148 it/s) [3m21s:13m3s] 6.06x 20% |█████ | (30590/146792, 148 it/s) [3m22s:13m3s] 6.06x 20% |█████ | (30664/146792, 148 it/s) [3m22s:13m3s] 6.06x 20% |█████ | (30740/146792, 148 it/s) [3m23s:13m5s] 6.06x 20% |█████ | (30815/146792, 148 it/s) [3m23s:13m1s] 6.06x 21% |█████ | (30889/146792, 148 it/s) [3m24s:13m1s] 6.06x 21% |█████ | (30967/146792, 148 it/s) [3m24s:13m0s] 6.06x 21% |█████ | (31040/146792, 148 it/s) [3m25s:12m59s] 6.06x 21% |█████ | (31108/146792, 147 it/s) [3m25s:13m5s] 6.06x 21% |█████ | (31184/146792, 147 it/s) [3m26s:13m7s] 6.06x 21% |█████ | (31250/146792, 146 it/s) [3m26s:13m11s] 6.06x 21% |█████ | (31323/146792, 146 it/s) [3m27s:13m11s] 6.06x 21% |█████ | (31394/146792, 146 it/s) [3m27s:13m9s] 6.06x 21% |█████ | (31472/146792, 147 it/s) [3m28s:13m3s] 6.06x 21% |█████ | (31544/146792, 147 it/s) [3m28s:13m2s] 6.06x 21% |█████ | (31617/146792, 147 it/s) [3m29s:13m2s] 6.06x 21% |█████ | (31687/146792, 146 it/s) [3m29s:13m7s] 6.06x 21% |█████ | (31761/146792, 146 it/s) [3m30s:13m9s] 6.06x 21% |█████ | (31835/146792, 146 it/s) [3m30s:13m8s] 6.06x 21% |█████ | (31907/146792, 145 it/s) [3m31s:13m9s] 6.06x 21% |█████ | (31978/146792, 144 it/s) [3m31s:13m15s] 6.05x 21% |█████ | (32056/146792, 144 it/s) [3m32s:13m14s] 6.05x 21% |█████ | (32131/146792, 146 it/s) [3m32s:13m7s] 6.05x 21% |█████ | (32214/146792, 147 it/s) [3m33s:12m59s] 6.06x 21% |█████ | (32292/146792, 149 it/s) [3m33s:12m46s] 6.06x 22% |█████ | (32368/146792, 150 it/s) [3m34s:12m41s] 6.06x 22% |█████ | (32443/146792, 150 it/s) [3m34s:12m44s] 6.06x 22% |█████ | (32514/146792, 149 it/s) [3m35s:12m45s] 6.06x 22% |█████ | (32582/146792, 149 it/s) [3m35s:12m46s] 6.05x 22% |█████ | (32656/146792, 149 it/s) [3m36s:12m46s] 6.05x 22% |█████ | (32723/146792, 148 it/s) [3m36s:12m52s] 6.05x 22% |█████ | (32803/146792, 150 it/s) [3m37s:12m42s] 6.05x 22% |█████ | (32869/146792, 147 it/s) [3m37s:12m52s] 6.05x 22% |█████ | (32931/146792, 143 it/s) [3m38s:13m14s] 6.05x 22% |█████ | (33001/146792, 142 it/s) [3m38s:13m23s] 6.05x 22% |█████ | (33074/146792, 141 it/s) [3m39s:13m26s] 6.05x 22% |█████ | (33148/146792, 141 it/s) [3m39s:13m25s] 6.05x 22% |█████ | (33219/146792, 141 it/s) [3m40s:13m27s] 6.05x 22% |█████ | (33287/146792, 140 it/s) [3m40s:13m31s] 6.04x 22% |█████ | (33361/146792, 141 it/s) [3m41s:13m23s] 6.04x 22% |█████ | (33431/146792, 141 it/s) [3m41s:13m23s] 6.04x 22% |█████ | (33498/146792, 140 it/s) [3m42s:13m29s] 6.04x 22% |█████ | (33567/146792, 140 it/s) [3m42s:13m26s] 6.04x 22% |█████ | (33636/146792, 138 it/s) [3m43s:13m39s] 6.04x 22% |█████ | (33706/146792, 139 it/s) [3m43s:13m33s] 6.04x 23% |█████ | (33772/146792, 140 it/s) [3m44s:13m28s] 6.04x 23% |█████ | (33845/146792, 140 it/s) [3m44s:13m24s] 6.04x 23% |█████ | (33910/146792, 139 it/s) [3m45s:13m33s] 6.03x 23% |█████ | (33981/146792, 138 it/s) [3m45s:13m34s] 6.03x 23% |█████ | (34053/146792, 139 it/s) [3m46s:13m29s] 6.03x 23% |█████ | (34123/146792, 138 it/s) [3m46s:13m33s] 6.03x 23% |█████ | (34192/146792, 139 it/s) [3m47s:13m32s] 6.03x 23% |█████ | (34263/146792, 139 it/s) [3m47s:13m29s] 6.03x 23% |█████ | (34337/146792, 140 it/s) [3m48s:13m23s] 6.03x 23% |█████ | (34399/146792, 138 it/s) [3m48s:13m32s] 6.03x 23% |█████ | (34472/146792, 138 it/s) [3m49s:13m32s] 6.03x 23% |█████ | (34538/146792, 139 it/s) [3m49s:13m27s] 6.03x 23% |█████ | (34615/146792, 139 it/s) [3m50s:13m26s] 6.03x 23% |█████ | (34683/146792, 139 it/s) [3m50s:13m26s] 6.02x 23% |█████ | (34754/146792, 140 it/s) [3m51s:13m19s] 6.02x 23% |█████ | (34825/146792, 140 it/s) [3m51s:13m19s] 6.02x 23% |█████ | (34899/146792, 140 it/s) [3m52s:13m16s] 6.02x 23% |█████ | (34973/146792, 140 it/s) [3m52s:13m16s] 6.02x 23% |█████ | (35035/146792, 140 it/s) [3m53s:13m20s] 6.02x 23% |█████ | (35112/146792, 141 it/s) [3m53s:13m11s] 6.02x 23% |██████ | (35182/146792, 141 it/s) [3m54s:13m9s] 6.02x 24% |██████ | (35250/146792, 141 it/s) [3m54s:13m12s] 6.02x 24% |██████ | (35329/146792, 141 it/s) [3m55s:13m12s] 6.02x 24% |██████ | (35397/146792, 141 it/s) [3m55s:13m12s] 6.02x 24% |██████ | (35466/146792, 142 it/s) [3m56s:13m3s] 6.02x 24% |██████ | (35535/146792, 142 it/s) [3m56s:13m3s] 6.02x 24% |██████ | (35607/146792, 142 it/s) [3m57s:13m1s] 6.01x 24% |██████ | (35678/146792, 142 it/s) [3m57s:13m3s] 6.01x 24% |██████ | (35748/146792, 142 it/s) [3m58s:13m2s] 6.01x 24% |██████ | (35819/146792, 142 it/s) [3m58s:13m2s] 6.01x 24% |██████ | (35897/146792, 143 it/s) [3m59s:12m56s] 6.01x 24% |██████ | (35967/146792, 143 it/s) [3m59s:12m54s] 6.01x 24% |██████ | (36037/146792, 143 it/s) [4m0s:12m53s] 6.01x 24% |██████ | (36112/146792, 142 it/s) [4m0s:12m58s] 6.01x 24% |██████ | (36189/146792, 144 it/s) [4m1s:12m50s] 6.01x 24% |██████ | (36266/146792, 145 it/s) [4m1s:12m40s] 6.01x 24% |██████ | (36341/146792, 145 it/s) [4m2s:12m39s] 6.01x 24% |██████ | (36416/146792, 146 it/s) [4m2s:12m37s] 6.01x 24% |██████ | (36493/146792, 146 it/s) [4m3s:12m36s] 6.01x 24% |██████ | (36569/146792, 147 it/s) [4m3s:12m28s] 6.01x 24% |██████ | (36647/146792, 147 it/s) [4m4s:12m27s] 6.01x 25% |██████ | (36725/146792, 149 it/s) [4m4s:12m19s] 6.01x 25% |██████ | (36801/146792, 150 it/s) [4m5s:12m14s] 6.01x 25% |███████ | (36879/146792, 151 it/s) [4m5s:12m6s] 6.01x 25% |██████ | (36952/146792, 150 it/s) [4m6s:12m10s] 6.01x 25% |███████ | (37026/146792, 151 it/s) [4m6s:12m5s] 6.01x 25% |██████ | (37107/146792, 153 it/s) [4m7s:11m57s] 6.01x 25% |██████ | (37181/146792, 153 it/s) [4m7s:11m57s] 6.01x 25% |██████ | (37257/146792, 152 it/s) [4m8s:11m58s] 6.01x 25% |██████ | (37337/146792, 153 it/s) [4m8s:11m55s] 6.01x 25% |██████ | (37408/146792, 153 it/s) [4m9s:11m55s] 6.01x 25% |██████ | (37485/146792, 153 it/s) [4m9s:11m55s] 6.01x 25% |██████ | (37560/146792, 152 it/s) [4m10s:11m56s] 6.01x 25% |██████ | (37637/146792, 152 it/s) [4m10s:11m57s] 6.01x 25% |██████ | (37711/146792, 152 it/s) [4m11s:11m56s] 6.01x 25% |██████ | (37789/146792, 152 it/s) [4m11s:11m56s] 6.01x 25% |██████ | (37866/146792, 152 it/s) [4m12s:11m57s] 6.01x 25% |██████ | (37946/146792, 153 it/s) [4m12s:11m50s] 6.02x 25% |██████ | (38019/146792, 153 it/s) [4m13s:11m49s] 6.01x 25% |██████ | (38097/146792, 154 it/s) [4m13s:11m47s] 6.02x 26% |██████ | (38171/146792, 152 it/s) [4m14s:11m52s] 6.02x 26% |██████ | (38244/146792, 152 it/s) [4m14s:11m52s] 6.01x 26% |██████ | (38316/146792, 152 it/s) [4m15s:11m54s] 6.01x 26% |██████ | (38393/146792, 151 it/s) [4m15s:11m55s] 6.01x 26% |██████ | (38469/146792, 152 it/s) [4m16s:11m53s] 6.01x 26% |██████ | (38543/146792, 152 it/s) [4m16s:11m53s] 6.01x 26% |██████ | (38623/146792, 152 it/s) [4m17s:11m50s] 6.02x 26% |██████ | (38693/146792, 152 it/s) [4m17s:11m50s] 6.01x 26% |██████ | (38765/146792, 151 it/s) [4m18s:11m55s] 6.01x 26% |██████ | (38836/146792, 150 it/s) [4m18s:11m59s] 6.01x 26% |███████ | (38910/146792, 149 it/s) [4m19s:12m2s] 6.01x 26% |███████ | (38982/146792, 148 it/s) [4m19s:12m9s] 6.01x 26% |███████ | (39056/146792, 148 it/s) [4m20s:12m9s] 6.01x 26% |███████ | (39131/146792, 148 it/s) [4m20s:12m9s] 6.01x 26% |███████ | (39204/146792, 147 it/s) [4m21s:12m9s] 6.01x 26% |███████ | (39269/146792, 147 it/s) [4m21s:12m9s] 6.01x 26% |██████ | (39332/146792, 146 it/s) [4m22s:12m17s] 6.01x 26% |██████ | (39406/146792, 145 it/s) [4m22s:12m20s] 6.01x 26% |██████ | (39477/146792, 145 it/s) [4m23s:12m20s] 6.01x 26% |██████ | (39554/146792, 145 it/s) [4m23s:12m21s] 6.01x 26% |██████ | (39624/146792, 145 it/s) [4m24s:12m20s] 6.01x 27% |███████ | (39701/146792, 144 it/s) [4m24s:12m24s] 6.01x 27% |███████ | (39768/146792, 143 it/s) [4m25s:12m28s] 6.01x 27% |███████ | (39837/146792, 143 it/s) [4m25s:12m29s] 6.01x 27% |███████ | (39907/146792, 143 it/s) [4m26s:12m29s] 6x 27% |███████ | (39977/146792, 142 it/s) [4m26s:12m32s] 6x 27% |███████ | (40055/146792, 143 it/s) [4m27s:12m25s] 6x 27% |███████ | (40123/146792, 143 it/s) [4m27s:12m25s] 6x 27% |███████ | (40195/146792, 142 it/s) [4m28s:12m29s] 6x 27% |███████ | (40270/146792, 143 it/s) [4m28s:12m27s] 6x 27% |███████ | (40341/146792, 144 it/s) [4m29s:12m19s] 6x 27% |███████ | (40404/146792, 144 it/s) [4m29s:12m19s] 6x 27% |███████ | (40473/146792, 142 it/s) [4m30s:12m26s] 6x 27% |███████ | (40544/146792, 142 it/s) [4m30s:12m29s] 6x 27% |███████ | (40618/146792, 142 it/s) [4m31s:12m28s] 6x 27% |███████ | (40694/146792, 142 it/s) [4m31s:12m26s] 6x 27% |███████ | (40770/146792, 144 it/s) [4m32s:12m16s] 6x 27% |███████ | (40847/146792, 144 it/s) [4m32s:12m16s] 6x 27% |████████ | (40926/146792, 146 it/s) [4m33s:12m6s] 6x 27% |████████ | (41006/146792, 146 it/s) [4m33s:12m6s] 6x 27% |███████ | (41078/146792, 147 it/s) [4m34s:11m59s] 6x 28% |████████ | (41144/146792, 144 it/s) [4m34s:12m11s] 6x 28% |████████ | (41205/146792, 142 it/s) [4m35s:12m21s] 6x 28% |████████ | (41272/146792, 142 it/s) [4m35s:12m21s] 6x 28% |████████ | (41335/146792, 141 it/s) [4m36s:12m30s] 5.99x 28% |███████ | (41400/146792, 141 it/s) [4m36s:12m30s] 5.99x 28% |███████ | (41473/146792, 140 it/s) [4m37s:12m31s] 5.99x 28% |███████ | (41547/146792, 142 it/s) [4m37s:12m23s] 5.99x 28% |███████ | (41621/146792, 142 it/s) [4m38s:12m18s] 5.99x 28% |███████ | (41694/146792, 142 it/s) [4m38s:12m20s] 5.99x 28% |███████ | (41771/146792, 142 it/s) [4m39s:12m18s] 5.99x 28% |███████ | (41851/146792, 142 it/s) [4m39s:12m18s] 5.99x 28% |███████ | (41907/146792, 140 it/s) [4m40s:12m28s] 5.99x 28% |███████ | (41993/146792, 140 it/s) [4m40s:12m28s] 5.99x 28% |███████ | (42073/146792, 142 it/s) [4m41s:12m19s] 5.99x 28% |███████ | (42153/146792, 142 it/s) [4m41s:12m19s] 5.99x 28% |███████ | (42231/146792, 144 it/s) [4m42s:12m5s] 5.99x 28% |███████ | (42306/146792, 147 it/s) [4m42s:11m49s] 5.99x 28% |███████ | (42387/146792, 147 it/s) [4m43s:11m49s] 5.99x 28% |███████ | (42457/146792, 149 it/s) [4m43s:11m39s] 5.99x 28% |███████ | (42531/146792, 150 it/s) [4m44s:11m33s] 5.99x 29% |███████ | (42608/146792, 150 it/s) [4m44s:11m33s] 5.99x 29% |███████ | (42681/146792, 150 it/s) [4m45s:11m31s] 5.99x 29% |███████ | (42760/146792, 151 it/s) [4m45s:11m27s] 5.99x 29% |███████ | (42841/146792, 151 it/s) [4m46s:11m26s] 5.99x 29% |███████ | (42912/146792, 152 it/s) [4m46s:11m23s] 5.99x 29% |███████ | (42993/146792, 152 it/s) [4m47s:11m22s] 5.99x 29% |███████ | (43071/146792, 153 it/s) [4m47s:11m20s] 5.99x 29% |███████ | (43145/146792, 154 it/s) [4m48s:11m13s] 5.99x 29% |███████ | (43225/146792, 153 it/s) [4m48s:11m16s] 6x 29% |████████ | (43298/146792, 153 it/s) [4m49s:11m15s] 6x 29% |████████ | (43373/146792, 152 it/s) [4m49s:11m19s] 6x 29% |████████ | (43452/146792, 153 it/s) [4m50s:11m15s] 6x 29% |████████ | (43526/146792, 153 it/s) [4m50s:11m16s] 6x 29% |████████ | (43604/146792, 153 it/s) [4m51s:11m13s] 6x 29% |████████ | (43681/146792, 153 it/s) [4m51s:11m13s] 6x 29% |████████ | (43759/146792, 154 it/s) [4m52s:11m9s] 6x 29% |████████ | (43830/146792, 152 it/s) [4m52s:11m16s] 6x 29% |████████ | (43908/146792, 153 it/s) [4m53s:11m13s] 6x 29% |████████ | (43983/146792, 152 it/s) [4m53s:11m17s] 6x 30% |████████ | (44054/146792, 152 it/s) [4m54s:11m17s] 6x 30% |████████ | (44113/146792, 150 it/s) [4m54s:11m24s] 5.99x 30% |███████ | (44186/146792, 149 it/s) [4m55s:11m30s] 5.99x 30% |███████ | (44254/146792, 147 it/s) [4m55s:11m35s] 5.99x 30% |███████ | (44327/146792, 146 it/s) [4m56s:11m41s] 5.99x 30% |███████ | (44401/146792, 146 it/s) [4m56s:11m40s] 5.99x 30% |███████ | (44472/146792, 146 it/s) [4m57s:11m39s] 5.99x 30% |███████ | (44545/146792, 145 it/s) [4m57s:11m44s] 5.99x 30% |███████ | (44616/146792, 144 it/s) [4m58s:11m50s] 5.99x 30% |███████ | (44696/146792, 146 it/s) [4m58s:11m41s] 5.99x 30% |███████ | (44771/146792, 146 it/s) [4m59s:11m41s] 5.99x 30% |███████ | (44855/146792, 146 it/s) [4m59s:11m39s] 5.99x 30% |████████ | (44925/146792, 145 it/s) [5m0s:11m43s] 5.99x 30% |████████ | (45000/146792, 147 it/s) [5m0s:11m33s] 5.99x 30% |████████ | (45069/146792, 146 it/s) [5m1s:11m36s] 5.99x 30% |████████ | (45141/146792, 147 it/s) [5m1s:11m32s] 5.99x 30% |████████ | (45210/146792, 146 it/s) [5m2s:11m35s] 5.99x 30% |████████ | (45284/146792, 146 it/s) [5m2s:11m34s] 5.99x 30% |████████ | (45358/146792, 146 it/s) [5m3s:11m32s] 5.99x 30% |████████ | (45426/146792, 146 it/s) [5m3s:11m34s] 5.99x 30% |████████ | (45492/146792, 143 it/s) [5m4s:11m47s] 5.99x 31% |████████ | (45561/146792, 141 it/s) [5m4s:11m57s] 5.99x 31% |████████ | (45623/146792, 139 it/s) [5m5s:12m5s] 5.99x 31% |████████ | (45684/146792, 139 it/s) [5m5s:12m5s] 5.98x 31% |████████ | (45746/146792, 137 it/s) [5m6s:12m19s] 5.98x 31% |████████ | (45814/146792, 137 it/s) [5m6s:12m19s] 5.98x 31% |████████ | (45878/146792, 137 it/s) [5m7s:12m19s] 5.98x 31% |████████ | (45948/146792, 136 it/s) [5m7s:12m24s] 5.98x 31% |████████ | (46014/146792, 135 it/s) [5m8s:12m27s] 5.98x 31% |████████ | (46087/146792, 135 it/s) [5m8s:12m26s] 5.98x 31% |████████ | (46151/146792, 134 it/s) [5m9s:12m32s] 5.98x 31% |████████ | (46227/146792, 134 it/s) [5m9s:12m29s] 5.98x 31% |████████ | (46285/146792, 132 it/s) [5m10s:12m39s] 5.97x 31% |████████ | (46353/146792, 133 it/s) [5m10s:12m37s] 5.97x 31% |████████ | (46414/146792, 131 it/s) [5m11s:12m46s] 5.97x 31% |████████ | (46475/146792, 131 it/s) [5m11s:12m46s] 5.97x 31% |████████ | (46538/146792, 131 it/s) [5m12s:12m44s] 5.97x 31% |████████ | (46600/146792, 130 it/s) [5m12s:12m51s] 5.97x 31% |████████ | (46668/146792, 130 it/s) [5m13s:12m49s] 5.97x 31% |████████ | (46736/146792, 130 it/s) [5m13s:12m46s] 5.96x 31% |████████ | (46800/146792, 130 it/s) [5m14s:12m51s] 5.96x 31% |████████ | (46862/146792, 127 it/s) [5m14s:13m8s] 5.96x 31% |████████ | (46928/146792, 128 it/s) [5m15s:12m58s] 5.96x 32% |████████ | (46994/146792, 128 it/s) [5m15s:13m0s] 5.96x 32% |████████ | (47059/146792, 129 it/s) [5m16s:12m54s] 5.96x 32% |████████ | (47126/146792, 130 it/s) [5m16s:12m47s] 5.96x 32% |████████ | (47197/146792, 130 it/s) [5m17s:12m46s] 5.96x 32% |████████ | (47266/146792, 131 it/s) [5m17s:12m37s] 5.96x 32% |████████ | (47335/146792, 133 it/s) [5m18s:12m28s] 5.96x 32% |████████ | (47402/146792, 133 it/s) [5m18s:12m29s] 5.95x 32% |████████ | (47473/146792, 133 it/s) [5m19s:12m26s] 5.95x 32% |████████ | (47542/146792, 133 it/s) [5m19s:12m25s] 5.95x 32% |████████ | (47615/146792, 135 it/s) [5m20s:12m16s] 5.95x 32% |████████ | (47679/146792, 135 it/s) [5m20s:12m14s] 5.95x 32% |████████ | (47740/146792, 134 it/s) [5m21s:12m19s] 5.95x 32% |████████ | (47810/146792, 134 it/s) [5m21s:12m18s] 5.95x 32% |████████ | (47878/146792, 135 it/s) [5m22s:12m14s] 5.95x 32% |████████ | (47952/146792, 135 it/s) [5m22s:12m14s] 5.95x 32% |████████ | (48021/146792, 136 it/s) [5m23s:12m6s] 5.95x 32% |████████ | (48085/146792, 136 it/s) [5m23s:12m6s] 5.95x 32% |████████ | (48156/146792, 136 it/s) [5m24s:12m4s] 5.95x 32% |████████ | (48229/146792, 136 it/s) [5m24s:12m4s] 5.95x 32% |████████ | (48301/146792, 137 it/s) [5m25s:12m1s] 5.95x 32% |████████ | (48373/146792, 137 it/s) [5m25s:11m57s] 5.95x 32% |████████ | (48437/146792, 137 it/s) [5m26s:12m0s] 5.94x 33% |████████ | (48509/146792, 137 it/s) [5m26s:11m58s] 5.94x 33% |████████ | (48573/146792, 135 it/s) [5m27s:12m5s] 5.94x 33% |████████ | (48642/146792, 136 it/s) [5m27s:11m59s] 5.94x 33% |████████ | (48712/146792, 138 it/s) [5m28s:11m49s] 5.94x 33% |████████ | (48781/146792, 138 it/s) [5m28s:11m49s] 5.94x 33% |████████ | (48859/146792, 139 it/s) [5m29s:11m42s] 5.94x 33% |████████ | (48939/146792, 139 it/s) [5m29s:11m41s] 5.94x 33% |████████ | (49008/146792, 141 it/s) [5m30s:11m34s] 5.94x 33% |████████ | (49084/146792, 141 it/s) [5m30s:11m30s] 5.94x 33% |████████ | (49158/146792, 142 it/s) [5m31s:11m28s] 5.94x 33% |████████ | (49236/146792, 145 it/s) [5m31s:11m14s] 5.94x 33% |████████ | (49301/146792, 143 it/s) [5m32s:11m20s] 5.94x 33% |████████ | (49376/146792, 145 it/s) [5m32s:11m9s] 5.94x 33% |████████ | (49453/146792, 147 it/s) [5m33s:11m1s] 5.94x 33% |████████ | (49527/146792, 148 it/s) [5m33s:10m57s] 5.94x 33% |████████ | (49600/146792, 149 it/s) [5m34s:10m53s] 5.94x 33% |████████ | (49671/146792, 147 it/s) [5m34s:10m59s] 5.94x 33% |████████ | (49733/146792, 145 it/s) [5m35s:11m10s] 5.94x 33% |████████ | (49797/146792, 145 it/s) [5m35s:11m10s] 5.94x 33% |████████ | (49872/146792, 143 it/s) [5m36s:11m15s] 5.94x 34% |████████ | (49950/146792, 144 it/s) [5m36s:11m11s] 5.94x 34% |████████ | (50028/146792, 144 it/s) [5m37s:11m10s] 5.94x 34% |████████ | (50104/146792, 144 it/s) [5m37s:11m11s] 5.94x 34% |████████ | (50182/146792, 147 it/s) [5m38s:10m58s] 5.94x 34% |████████ | (50259/146792, 147 it/s) [5m38s:10m56s] 5.94x 34% |████████ | (50335/146792, 147 it/s) [5m39s:10m56s] 5.94x 34% |████████ | (50411/146792, 147 it/s) [5m39s:10m54s] 5.94x 34% |████████ | (50483/146792, 147 it/s) [5m40s:10m53s] 5.94x 34% |████████ | (50563/146792, 148 it/s) [5m40s:10m50s] 5.94x 34% |████████ | (50635/146792, 148 it/s) [5m41s:10m49s] 5.94x 34% |████████ | (50712/146792, 148 it/s) [5m41s:10m48s] 5.94x 34% |████████ | (50780/146792, 150 it/s) [5m42s:10m39s] 5.94x 34% |████████ | (50849/146792, 150 it/s) [5m42s:10m38s] 5.94x 34% |████████ | (50920/146792, 150 it/s) [5m43s:10m37s] 5.94x 34% |████████ | (50994/146792, 150 it/s) [5m43s:10m40s] 5.94x 34% |████████ | (51062/146792, 148 it/s) [5m44s:10m47s] 5.94x 34% |████████ | (51127/146792, 145 it/s) [5m44s:10m59s] 5.94x 34% |█████████ | (51197/146792, 144 it/s) [5m45s:11m4s] 5.94x 34% |████████ | (51267/146792, 143 it/s) [5m45s:11m10s] 5.94x 34% |████████ | (51342/146792, 142 it/s) [5m46s:11m10s] 5.94x 35% |█████████ | (51408/146792, 142 it/s) [5m46s:11m10s] 5.94x 35% |█████████ | (51484/146792, 141 it/s) [5m47s:11m14s] 5.94x 35% |█████████ | (51550/146792, 141 it/s) [5m47s:11m14s] 5.93x 35% |█████████ | (51623/146792, 141 it/s) [5m48s:11m15s] 5.93x 35% |█████████ | (51693/146792, 140 it/s) [5m48s:11m17s] 5.93x 35% |█████████ | (51767/146792, 141 it/s) [5m49s:11m13s] 5.93x 35% |█████████ | (51835/146792, 141 it/s) [5m49s:11m13s] 5.93x 35% |█████████ | (51913/146792, 141 it/s) [5m50s:11m13s] 5.93x 35% |█████████ | (51987/146792, 142 it/s) [5m50s:11m7s] 5.93x 35% |█████████ | (52057/146792, 143 it/s) [5m51s:11m2s] 5.93x 35% |█████████ | (52122/146792, 142 it/s) [5m51s:11m6s] 5.93x 35% |█████████ | (52186/146792, 141 it/s) [5m52s:11m11s] 5.93x 35% |█████████ | (52258/146792, 140 it/s) [5m52s:11m13s] 5.93x 35% |█████████ | (52325/146792, 140 it/s) [5m53s:11m13s] 5.93x 35% |█████████ | (52394/146792, 140 it/s) [5m53s:11m15s] 5.93x 35% |█████████ | (52463/146792, 140 it/s) [5m54s:11m15s] 5.93x 35% |█████████ | (52533/146792, 140 it/s) [5m54s:11m15s] 5.93x 35% |█████████ | (52602/146792, 139 it/s) [5m55s:11m19s] 5.93x 35% |█████████ | (52676/146792, 139 it/s) [5m55s:11m19s] 5.93x 35% |█████████ | (52752/146792, 139 it/s) [5m56s:11m16s] 5.93x 35% |█████████ | (52825/146792, 139 it/s) [5m56s:11m17s] 5.93x 36% |█████████ | (52900/146792, 140 it/s) [5m57s:11m11s] 5.93x 36% |█████████ | (52971/146792, 141 it/s) [5m57s:11m5s] 5.93x 36% |█████████ | (53043/146792, 143 it/s) [5m58s:10m57s] 5.93x 36% |█████████ | (53114/146792, 142 it/s) [5m58s:10m58s] 5.93x 36% |█████████ | (53188/146792, 144 it/s) [5m59s:10m51s] 5.93x 36% |█████████ | (53256/146792, 143 it/s) [5m59s:10m52s] 5.93x 36% |█████████ | (53327/146792, 143 it/s) [6m0s:10m51s] 5.93x 36% |█████████ | (53398/146792, 144 it/s) [6m0s:10m50s] 5.93x 36% |█████████ | (53464/146792, 143 it/s) [6m1s:10m52s] 5.92x 36% |█████████ | (53531/146792, 141 it/s) [6m1s:10m59s] 5.92x 36% |█████████ | (53604/146792, 141 it/s) [6m2s:10m58s] 5.92x 36% |██████████ | (53675/146792, 141 it/s) [6m2s:11m2s] 5.92x 36% |██████████ | (53741/146792, 140 it/s) [6m3s:11m6s] 5.92x 36% |██████████ | (53811/146792, 139 it/s) [6m3s:11m7s] 5.92x 36% |██████████ | (53881/146792, 139 it/s) [6m4s:11m8s] 5.92x 36% |█████████ | (53949/146792, 138 it/s) [6m4s:11m13s] 5.92x 36% |██████████ | (54021/146792, 139 it/s) [6m5s:11m9s] 5.92x 36% |█████████ | (54089/146792, 138 it/s) [6m5s:11m11s] 5.92x 36% |██████████ | (54162/146792, 139 it/s) [6m6s:11m4s] 5.92x 36% |█████████ | (54235/146792, 141 it/s) [6m6s:10m58s] 5.92x 36% |██████████ | (54304/146792, 140 it/s) [6m7s:11m2s] 5.92x 37% |██████████ | (54368/146792, 140 it/s) [6m7s:11m1s] 5.92x 37% |██████████ | (54433/146792, 138 it/s) [6m8s:11m7s] 5.92x 37% |█████████ | (54507/146792, 140 it/s) [6m8s:10m58s] 5.92x 37% |█████████ | (54579/146792, 140 it/s) [6m9s:10m57s] 5.92x 37% |█████████ | (54649/146792, 140 it/s) [6m9s:10m56s] 5.92x 37% |█████████ | (54723/146792, 141 it/s) [6m10s:10m54s] 5.92x 37% |█████████ | (54787/146792, 141 it/s) [6m10s:10m53s] 5.92x 37% |█████████ | (54860/146792, 141 it/s) [6m11s:10m52s] 5.91x 37% |█████████ | (54926/146792, 140 it/s) [6m11s:10m57s] 5.91x 37% |█████████ | (55000/146792, 141 it/s) [6m12s:10m51s] 5.91x 37% |█████████ | (55074/146792, 141 it/s) [6m12s:10m49s] 5.91x 37% |█████████ | (55147/146792, 141 it/s) [6m13s:10m49s] 5.91x 37% |█████████ | (55215/146792, 141 it/s) [6m14s:10m49s] 5.91x 37% |█████████ | (55282/146792, 141 it/s) [6m14s:10m46s] 5.91x 37% |█████████ | (55349/146792, 141 it/s) [6m15s:10m46s] 5.91x 37% |█████████ | (55417/146792, 140 it/s) [6m15s:10m51s] 5.91x 37% |█████████ | (55485/146792, 139 it/s) [6m16s:10m54s] 5.91x 37% |█████████ | (55554/146792, 139 it/s) [6m16s:10m57s] 5.91x 37% |█████████ | (55629/146792, 139 it/s) [6m17s:10m56s] 5.91x 37% |█████████ | (55694/146792, 139 it/s) [6m17s:10m54s] 5.91x 37% |█████████ | (55759/146792, 139 it/s) [6m18s:10m55s] 5.91x 38% |█████████ | (55830/146792, 138 it/s) [6m18s:10m57s] 5.91x 38% |█████████ | (55899/146792, 138 it/s) [6m19s:10m57s] 5.91x 38% |██████████ | (55965/146792, 137 it/s) [6m19s:11m2s] 5.91x 38% |██████████ | (56034/146792, 136 it/s) [6m20s:11m6s] 5.91x 38% |██████████ | (56104/146792, 136 it/s) [6m20s:11m5s] 5.91x 38% |██████████ | (56173/146792, 137 it/s) [6m21s:11m3s] 5.91x 38% |██████████ | (56240/146792, 137 it/s) [6m21s:11m3s] 5.9x 38% |██████████ | (56314/146792, 138 it/s) [6m22s:10m56s] 5.9x 38% |██████████ | (56383/146792, 138 it/s) [6m22s:10m55s] 5.9x 38% |██████████ | (56455/146792, 139 it/s) [6m23s:10m52s] 5.9x 38% |██████████ | (56523/146792, 138 it/s) [6m23s:10m53s] 5.9x 38% |██████████ | (56592/146792, 139 it/s) [6m24s:10m49s] 5.9x 38% |██████████ | (56661/146792, 139 it/s) [6m24s:10m50s] 5.9x 38% |██████████ | (56730/146792, 139 it/s) [6m25s:10m48s] 5.9x 38% |██████████ | (56804/146792, 140 it/s) [6m25s:10m43s] 5.9x 38% |██████████ | (56870/146792, 139 it/s) [6m26s:10m46s] 5.9x 38% |██████████ | (56939/146792, 140 it/s) [6m26s:10m43s] 5.9x 38% |██████████ | (57007/146792, 138 it/s) [6m27s:10m48s] 5.9x 38% |██████████ | (57074/146792, 138 it/s) [6m27s:10m49s] 5.9x 38% |██████████ | (57139/146792, 138 it/s) [6m28s:10m49s] 5.9x 38% |██████████ | (57205/146792, 137 it/s) [6m28s:10m55s] 5.9x 39% |██████████ | (57271/146792, 136 it/s) [6m29s:10m56s] 5.9x 39% |██████████ | (57344/146792, 137 it/s) [6m29s:10m52s] 5.9x 39% |██████████ | (57409/146792, 136 it/s) [6m30s:10m55s] 5.9x 39% |██████████ | (57482/146792, 137 it/s) [6m30s:10m51s] 5.9x 39% |██████████ | (57546/146792, 135 it/s) [6m31s:11m0s] 5.89x 39% |██████████ | (57620/146792, 137 it/s) [6m31s:10m52s] 5.89x 39% |██████████ | (57693/146792, 137 it/s) [6m32s:10m48s] 5.89x 39% |██████████ | (57762/146792, 138 it/s) [6m32s:10m46s] 5.89x 39% |██████████ | (57831/146792, 138 it/s) [6m33s:10m44s] 5.89x 39% |██████████ | (57909/146792, 141 it/s) [6m33s:10m32s] 5.89x 39% |██████████ | (57981/146792, 142 it/s) [6m34s:10m26s] 5.89x 39% |██████████ | (58046/146792, 140 it/s) [6m34s:10m32s] 5.89x 39% |██████████ | (58117/146792, 141 it/s) [6m35s:10m27s] 5.89x 39% |██████████ | (58186/146792, 141 it/s) [6m35s:10m26s] 5.89x 39% |██████████ | (58251/146792, 140 it/s) [6m36s:10m31s] 5.89x 39% |██████████ | (58315/146792, 140 it/s) [6m36s:10m30s] 5.89x 39% |██████████ | (58389/146792, 140 it/s) [6m37s:10m30s] 5.89x 39% |██████████ | (58453/146792, 138 it/s) [6m37s:10m38s] 5.89x 39% |██████████ | (58521/146792, 138 it/s) [6m38s:10m38s] 5.89x 39% |██████████ | (58585/146792, 137 it/s) [6m38s:10m42s] 5.89x 39% |██████████ | (58654/146792, 135 it/s) [6m39s:10m50s] 5.89x 40% |██████████ | (58726/146792, 135 it/s) [6m39s:10m50s] 5.89x 40% |██████████ | (58788/146792, 135 it/s) [6m40s:10m52s] 5.89x 40% |██████████ | (58850/146792, 135 it/s) [6m40s:10m52s] 5.88x 40% |██████████ | (58918/146792, 134 it/s) [6m41s:10m57s] 5.88x 40% |██████████ | (58989/146792, 134 it/s) [6m41s:10m53s] 5.88x 40% |██████████ | (59061/146792, 134 it/s) [6m42s:10m52s] 5.88x 40% |██████████ | (59132/146792, 136 it/s) [6m42s:10m44s] 5.88x 40% |██████████ | (59203/146792, 136 it/s) [6m43s:10m44s] 5.88x 40% |██████████ | (59275/146792, 135 it/s) [6m43s:10m46s] 5.88x 40% |██████████ | (59349/146792, 137 it/s) [6m44s:10m36s] 5.88x 40% |██████████ | (59425/146792, 137 it/s) [6m44s:10m35s] 5.88x 40% |██████████ | (59485/146792, 137 it/s) [6m45s:10m35s] 5.88x 40% |██████████ | (59549/146792, 137 it/s) [6m45s:10m34s] 5.88x 40% |██████████ | (59622/146792, 137 it/s) [6m46s:10m34s] 5.88x 40% |██████████ | (59693/146792, 138 it/s) [6m46s:10m30s] 5.88x 40% |██████████ | (59763/146792, 138 it/s) [6m47s:10m32s] 5.88x 40% |██████████ | (59837/146792, 140 it/s) [6m47s:10m21s] 5.88x 40% |██████████ | (59912/146792, 142 it/s) [6m48s:10m11s] 5.88x 40% |██████████ | (59978/146792, 141 it/s) [6m48s:10m15s] 5.88x 40% |██████████ | (60052/146792, 142 it/s) [6m49s:10m12s] 5.88x 40% |██████████ | (60125/146792, 142 it/s) [6m49s:10m12s] 5.88x 41% |██████████ | (60195/146792, 142 it/s) [6m50s:10m11s] 5.88x 41% |██████████ | (60256/146792, 139 it/s) [6m50s:10m22s] 5.88x 41% |██████████ | (60325/146792, 139 it/s) [6m51s:10m21s] 5.88x 41% |██████████ | (60400/146792, 141 it/s) [6m51s:10m11s] 5.88x 41% |██████████ | (60468/146792, 141 it/s) [6m52s:10m14s] 5.88x 41% |██████████ | (60539/146792, 141 it/s) [6m52s:10m13s] 5.88x 41% |███████████ | (60634/146792, 145 it/s) [6m53s:9m54s] 5.88x 41% |███████████ | (60763/146792, 156 it/s) [6m53s:9m12s] 5.88x 41% |███████████ | (60886/146792, 156 it/s) [6m54s:9m11s] 5.89x 41% |███████████ | (60998/146792, 166 it/s) [6m54s:8m36s] 5.89x 41% |███████████ | (61066/146792, 165 it/s) [6m55s:8m40s] 5.89x 41% |███████████ | (61135/146792, 164 it/s) [6m55s:8m41s] 5.89x 41% |███████████ | (61208/146792, 167 it/s) [6m56s:8m33s] 5.89x 41% |███████████ | (61278/146792, 167 it/s) [6m56s:8m32s] 5.89x 41% |███████████ | (61348/146792, 166 it/s) [6m57s:8m34s] 5.89x 41% |███████████ | (61421/146792, 167 it/s) [6m57s:8m31s] 5.89x 41% |███████████ | (61494/146792, 167 it/s) [6m58s:8m29s] 5.89x 41% |███████████ | (61572/146792, 164 it/s) [6m58s:8m40s] 5.89x 41% |███████████ | (61645/146792, 164 it/s) [6m59s:8m39s] 5.89x 42% |███████████ | (61712/146792, 152 it/s) [6m59s:9m19s] 5.89x 42% |███████████ | (61773/146792, 141 it/s) [7m0s:10m4s] 5.89x 42% |███████████ | (61836/146792, 141 it/s) [7m0s:10m3s] 5.89x 42% |███████████ | (61905/146792, 140 it/s) [7m1s:10m4s] 5.89x 42% |███████████ | (61972/146792, 140 it/s) [7m1s:10m6s] 5.89x 42% |███████████ | (62032/146792, 140 it/s) [7m2s:10m5s] 5.89x 42% |███████████ | (62097/146792, 138 it/s) [7m2s:10m14s] 5.89x 42% |███████████ | (62167/146792, 138 it/s) [7m3s:10m13s] 5.88x 42% |███████████ | (62242/146792, 139 it/s) [7m3s:10m9s] 5.89x 42% |███████████ | (62314/146792, 139 it/s) [7m4s:10m9s] 5.88x 42% |███████████ | (62389/146792, 139 it/s) [7m4s:10m6s] 5.88x 42% |███████████ | (62463/146792, 138 it/s) [7m5s:10m9s] 5.89x 42% |███████████ | (62531/146792, 138 it/s) [7m5s:10m11s] 5.88x 42% |███████████ | (62601/146792, 140 it/s) [7m6s:10m2s] 5.88x 42% |███████████ | (62666/146792, 140 it/s) [7m6s:10m2s] 5.88x 42% |███████████ | (62738/146792, 140 it/s) [7m7s:9m59s] 5.88x 42% |███████████ | (62799/146792, 139 it/s) [7m7s:10m4s] 5.88x 42% |███████████ | (62860/146792, 139 it/s) [7m8s:10m5s] 5.88x 42% |███████████ | (62918/146792, 136 it/s) [7m8s:10m15s] 5.88x 42% |███████████ | (62990/146792, 136 it/s) [7m9s:10m17s] 5.88x 42% |███████████ | (63057/146792, 135 it/s) [7m9s:10m22s] 5.88x 43% |███████████ | (63121/146792, 132 it/s) [7m10s:10m32s] 5.88x 43% |███████████ | (63187/146792, 132 it/s) [7m10s:10m31s] 5.88x 43% |███████████ | (63249/146792, 130 it/s) [7m11s:10m40s] 5.88x 43% |███████████ | (63309/146792, 129 it/s) [7m11s:10m47s] 5.87x 43% |███████████ | (63370/146792, 127 it/s) [7m12s:10m56s] 5.87x 43% |███████████ | (63431/146792, 127 it/s) [7m12s:10m56s] 5.87x 43% |███████████ | (63493/146792, 126 it/s) [7m13s:11m3s] 5.87x 43% |███████████ | (63558/146792, 126 it/s) [7m13s:10m58s] 5.87x 43% |███████████ | (63620/146792, 127 it/s) [7m14s:10m56s] 5.87x 43% |███████████ | (63679/146792, 127 it/s) [7m14s:10m55s] 5.87x 43% |███████████ | (63747/146792, 126 it/s) [7m15s:10m58s] 5.87x 43% |███████████ | (63807/146792, 125 it/s) [7m15s:11m5s] 5.87x 43% |███████████ | (63872/146792, 125 it/s) [7m16s:11m3s] 5.87x 43% |███████████ | (63932/146792, 124 it/s) [7m16s:11m7s] 5.86x 43% |███████████ | (63999/146792, 124 it/s) [7m17s:11m7s] 5.86x 43% |███████████ | (64058/146792, 125 it/s) [7m17s:11m3s] 5.86x 43% |███████████ | (64118/146792, 124 it/s) [7m18s:11m4s] 5.86x 43% |███████████ | (64181/146792, 125 it/s) [7m18s:11m2s] 5.86x 43% |███████████ | (64245/146792, 125 it/s) [7m19s:11m2s] 5.86x 43% |███████████ | (64309/146792, 125 it/s) [7m19s:11m2s] 5.86x 43% |███████████ | (64367/146792, 124 it/s) [7m20s:11m2s] 5.86x 43% |███████████ | (64424/146792, 124 it/s) [7m20s:11m4s] 5.86x 43% |███████████ | (64485/146792, 124 it/s) [7m21s:11m3s] 5.85x 43% |███████████ | (64550/146792, 123 it/s) [7m21s:11m8s] 5.85x 44% |███████████ | (64605/146792, 122 it/s) [7m22s:11m13s] 5.85x 44% |███████████ | (64664/146792, 121 it/s) [7m22s:11m19s] 5.85x 44% |███████████ | (64723/146792, 121 it/s) [7m23s:11m20s] 5.85x 44% |███████████ | (64793/146792, 122 it/s) [7m23s:11m12s] 5.85x 44% |███████████ | (64851/146792, 122 it/s) [7m24s:11m11s] 5.85x 44% |███████████ | (64915/146792, 122 it/s) [7m24s:11m9s] 5.85x 44% |███████████ | (64976/146792, 122 it/s) [7m25s:11m11s] 5.85x 44% |███████████ | (65044/146792, 123 it/s) [7m25s:11m6s] 5.85x 44% |███████████ | (65111/146792, 124 it/s) [7m26s:10m59s] 5.85x 44% |███████████ | (65175/146792, 125 it/s) [7m26s:10m51s] 5.84x 44% |███████████ | (65241/146792, 126 it/s) [7m27s:10m48s] 5.84x 44% |███████████ | (65307/146792, 126 it/s) [7m27s:10m47s] 5.84x 44% |███████████ | (65375/146792, 128 it/s) [7m28s:10m34s] 5.84x 44% |███████████ | (65425/146792, 126 it/s) [7m28s:10m43s] 5.84x 44% |███████████ | (65475/146792, 125 it/s) [7m29s:10m52s] 5.84x 44% |███████████ | (65543/146792, 124 it/s) [7m29s:10m53s] 5.84x 44% |███████████ | (65610/146792, 125 it/s) [7m30s:10m47s] 5.84x 44% |███████████ | (65672/146792, 126 it/s) [7m30s:10m45s] 5.84x 44% |███████████ | (65736/146792, 125 it/s) [7m31s:10m49s] 5.84x 44% |███████████ | (65803/146792, 125 it/s) [7m31s:10m48s] 5.84x 44% |███████████ | (65869/146792, 125 it/s) [7m32s:10m46s] 5.83x 44% |███████████ | (65933/146792, 125 it/s) [7m32s:10m45s] 5.83x 44% |███████████ | (66001/146792, 125 it/s) [7m33s:10m45s] 5.83x 45% |███████████ | (66071/146792, 126 it/s) [7m33s:10m41s] 5.83x 45% |███████████ | (66140/146792, 126 it/s) [7m34s:10m41s] 5.83x 45% |███████████ | (66202/146792, 129 it/s) [7m34s:10m25s] 5.83x 45% |███████████ | (66263/146792, 129 it/s) [7m35s:10m24s] 5.83x 45% |███████████ | (66327/146792, 131 it/s) [7m35s:10m12s] 5.83x 45% |███████████ | (66390/146792, 130 it/s) [7m36s:10m16s] 5.83x 45% |███████████ | (66456/146792, 130 it/s) [7m36s:10m16s] 5.83x 45% |███████████ | (66521/146792, 131 it/s) [7m37s:10m13s] 5.83x 45% |███████████ | (66584/146792, 131 it/s) [7m37s:10m14s] 5.83x 45% |███████████ | (66636/146792, 131 it/s) [7m38s:10m13s] 5.82x 45% |███████████ | (66702/146792, 129 it/s) [7m38s:10m20s] 5.82x 45% |███████████ | (66766/146792, 129 it/s) [7m39s:10m22s] 5.82x 45% |███████████ | (66825/146792, 129 it/s) [7m39s:10m21s] 5.82x 45% |███████████ | (66878/146792, 127 it/s) [7m40s:10m31s] 5.82x 45% |███████████ | (66928/146792, 123 it/s) [7m40s:10m51s] 5.82x 45% |████████████ | (66977/146792, 119 it/s) [7m41s:11m8s] 5.82x 45% |███████████ | (67036/146792, 119 it/s) [7m41s:11m12s] 5.82x 45% |███████████ | (67096/146792, 118 it/s) [7m42s:11m15s] 5.81x 45% |███████████ | (67155/146792, 118 it/s) [7m42s:11m14s] 5.81x 45% |███████████ | (67214/146792, 117 it/s) [7m43s:11m22s] 5.81x 45% |███████████ | (67278/146792, 116 it/s) [7m43s:11m22s] 5.81x 45% |███████████ | (67346/146792, 117 it/s) [7m44s:11m16s] 5.81x 45% |███████████ | (67412/146792, 117 it/s) [7m44s:11m15s] 5.81x 45% |████████████ | (67475/146792, 119 it/s) [7m45s:11m9s] 5.81x 46% |████████████ | (67543/146792, 119 it/s) [7m45s:11m8s] 5.81x 46% |████████████ | (67614/146792, 120 it/s) [7m46s:11m1s] 5.81x 46% |████████████ | (67676/146792, 120 it/s) [7m46s:11m0s] 5.81x 46% |███████████ | (67732/146792, 120 it/s) [7m47s:10m57s] 5.81x 46% |███████████ | (67792/146792, 122 it/s) [7m47s:10m46s] 5.81x 46% |███████████ | (67861/146792, 122 it/s) [7m48s:10m45s] 5.81x 46% |███████████ | (67924/146792, 126 it/s) [7m48s:10m27s] 5.8x 46% |████████████ | (67992/146792, 127 it/s) [7m49s:10m18s] 5.8x 46% |████████████ | (68061/146792, 129 it/s) [7m49s:10m9s] 5.8x 46% |████████████ | (68127/146792, 131 it/s) [7m50s:10m2s] 5.8x 46% |████████████ | (68187/146792, 130 it/s) [7m50s:10m5s] 5.8x 46% |████████████ | (68237/146792, 126 it/s) [7m51s:10m22s] 5.8x 46% |████████████ | (68290/146792, 124 it/s) [7m51s:10m33s] 5.8x 46% |████████████ | (68357/146792, 123 it/s) [7m52s:10m35s] 5.8x 46% |████████████ | (68418/146792, 124 it/s) [7m52s:10m33s] 5.8x 46% |████████████ | (68485/146792, 125 it/s) [7m53s:10m25s] 5.8x 46% |████████████ | (68548/146792, 125 it/s) [7m53s:10m28s] 5.8x 46% |████████████ | (68623/146792, 126 it/s) [7m54s:10m20s] 5.8x 46% |████████████ | (68694/146792, 126 it/s) [7m54s:10m18s] 5.8x 46% |████████████ | (68759/146792, 126 it/s) [7m55s:10m18s] 5.79x 46% |████████████ | (68832/146792, 129 it/s) [7m55s:10m5s] 5.79x 46% |████████████ | (68896/146792, 132 it/s) [7m56s:9m52s] 5.79x 46% |████████████ | (68963/146792, 132 it/s) [7m56s:9m51s] 5.79x 47% |████████████ | (69036/146792, 135 it/s) [7m57s:9m36s] 5.79x 47% |████████████ | (69106/146792, 135 it/s) [7m57s:9m35s] 5.79x 47% |████████████ | (69183/146792, 136 it/s) [7m58s:9m29s] 5.79x 47% |████████████ | (69253/146792, 138 it/s) [7m58s:9m21s] 5.79x 47% |████████████ | (69329/146792, 140 it/s) [7m59s:9m13s] 5.79x 47% |█████████████ | (69406/146792, 143 it/s) [7m59s:9m2s] 5.79x 47% |█████████████ | (69477/146792, 142 it/s) [8m0s:9m4s] 5.79x 47% |█████████████ | (69558/146792, 144 it/s) [8m0s:8m56s] 5.8x 47% |██████████████ | (69617/146792, 143 it/s) [8m1s:9m0s] 5.79x 47% |█████████████ | (69698/146792, 143 it/s) [8m1s:9m0s] 5.79x 47% |█████████████ | (69776/146792, 144 it/s) [8m2s:8m54s] 5.8x 47% |█████████████ | (69854/146792, 147 it/s) [8m2s:8m44s] 5.8x 47% |█████████████ | (69931/146792, 147 it/s) [8m3s:8m43s] 5.8x 47% |█████████████ | (70013/146792, 149 it/s) [8m3s:8m36s] 5.8x 47% |█████████████ | (70094/146792, 150 it/s) [8m4s:8m30s] 5.8x 47% |█████████████ | (70168/146792, 151 it/s) [8m4s:8m27s] 5.8x 47% |█████████████ | (70246/146792, 151 it/s) [8m5s:8m25s] 5.8x 47% |█████████████ | (70324/146792, 151 it/s) [8m5s:8m25s] 5.8x 47% |█████████████ | (70407/146792, 152 it/s) [8m6s:8m22s] 5.8x 48% |█████████████ | (70482/146792, 153 it/s) [8m6s:8m19s] 5.8x 48% |█████████████ | (70559/146792, 152 it/s) [8m7s:8m21s] 5.8x 48% |█████████████ | (70631/146792, 152 it/s) [8m7s:8m20s] 5.8x 48% |█████████████ | (70697/146792, 154 it/s) [8m8s:8m13s] 5.8x 48% |█████████████ | (70773/146792, 153 it/s) [8m8s:8m15s] 5.8x 48% |█████████████ | (70841/146792, 151 it/s) [8m9s:8m21s] 5.8x 48% |█████████████ | (70919/146792, 151 it/s) [8m9s:8m22s] 5.8x 48% |█████████████ | (70994/146792, 151 it/s) [8m10s:8m21s] 5.8x 48% |█████████████ | (71065/146792, 150 it/s) [8m10s:8m26s] 5.8x 48% |█████████████ | (71129/146792, 148 it/s) [8m11s:8m32s] 5.8x 48% |█████████████ | (71198/146792, 146 it/s) [8m11s:8m38s] 5.8x 48% |█████████████ | (71262/146792, 142 it/s) [8m12s:8m50s] 5.8x 48% |█████████████ | (71331/146792, 142 it/s) [8m12s:8m49s] 5.8x 48% |█████████████ | (71399/146792, 141 it/s) [8m13s:8m54s] 5.8x 48% |█████████████ | (71472/146792, 140 it/s) [8m13s:8m56s] 5.8x 48% |█████████████ | (71537/146792, 139 it/s) [8m14s:8m59s] 5.8x 48% |█████████████ | (71613/146792, 139 it/s) [8m14s:8m58s] 5.8x 48% |█████████████ | (71686/146792, 139 it/s) [8m15s:8m59s] 5.8x 48% |█████████████ | (71759/146792, 140 it/s) [8m15s:8m55s] 5.8x 48% |█████████████ | (71831/146792, 140 it/s) [8m16s:8m55s] 5.8x 48% |█████████████ | (71899/146792, 139 it/s) [8m16s:9m0s] 5.8x 49% |██████████████ | (71971/146792, 138 it/s) [8m17s:9m0s] 5.8x 49% |█████████████ | (72038/146792, 139 it/s) [8m17s:8m58s] 5.8x 49% |█████████████ | (72109/146792, 139 it/s) [8m18s:8m56s] 5.8x 49% |█████████████ | (72185/146792, 142 it/s) [8m18s:8m46s] 5.8x 49% |█████████████ | (72254/146792, 142 it/s) [8m19s:8m45s] 5.8x 49% |█████████████ | (72323/146792, 142 it/s) [8m19s:8m45s] 5.8x 49% |█████████████ | (72398/146792, 142 it/s) [8m20s:8m45s] 5.8x 49% |█████████████ | (72474/146792, 142 it/s) [8m20s:8m45s] 5.8x 49% |█████████████ | (72542/146792, 143 it/s) [8m21s:8m38s] 5.8x 49% |█████████████ | (72615/146792, 143 it/s) [8m21s:8m39s] 5.8x 49% |█████████████ | (72689/146792, 143 it/s) [8m22s:8m38s] 5.8x 49% |█████████████ | (72759/146792, 143 it/s) [8m22s:8m38s] 5.8x 49% |█████████████ | (72829/146792, 143 it/s) [8m23s:8m39s] 5.8x 49% |█████████████ | (72898/146792, 143 it/s) [8m23s:8m36s] 5.8x 49% |█████████████ | (72968/146792, 143 it/s) [8m24s:8m37s] 5.8x 49% |█████████████ | (73040/146792, 142 it/s) [8m24s:8m39s] 5.8x 49% |█████████████ | (73112/146792, 142 it/s) [8m25s:8m38s] 5.8x 49% |█████████████ | (73186/146792, 143 it/s) [8m25s:8m35s] 5.8x 49% |█████████████ | (73258/146792, 143 it/s) [8m26s:8m34s] 5.8x 49% |█████████████ | (73324/146792, 142 it/s) [8m26s:8m36s] 5.79x 50% |█████████████ | (73397/146792, 142 it/s) [8m27s:8m36s] 5.79x 50% |█████████████ | (73462/146792, 142 it/s) [8m27s:8m35s] 5.79x 50% |█████████████ | (73534/146792, 141 it/s) [8m28s:8m38s] 5.79x 50% |█████████████ | (73602/146792, 140 it/s) [8m28s:8m41s] 5.79x 50% |█████████████ | (73674/146792, 141 it/s) [8m29s:8m39s] 5.79x 50% |█████████████ | (73746/146792, 141 it/s) [8m29s:8m37s] 5.79x 50% |█████████████ | (73815/146792, 141 it/s) [8m30s:8m37s] 5.79x 50% |█████████████ | (73884/146792, 141 it/s) [8m30s:8m36s] 5.79x 50% |█████████████ | (73950/146792, 141 it/s) [8m31s:8m38s] 5.79x 50% |█████████████ | (74022/146792, 141 it/s) [8m31s:8m37s] 5.79x 50% |█████████████ | (74085/146792, 139 it/s) [8m32s:8m44s] 5.79x 50% |█████████████ | (74156/146792, 139 it/s) [8m32s:8m42s] 5.79x 50% |█████████████ | (74219/146792, 137 it/s) [8m33s:8m49s] 5.79x 50% |█████████████ | (74287/146792, 137 it/s) [8m33s:8m48s] 5.79x 50% |█████████████ | (74354/146792, 137 it/s) [8m34s:8m49s] 5.79x 50% |█████████████ | (74431/146792, 137 it/s) [8m34s:8m49s] 5.79x 50% |█████████████ | (74499/146792, 138 it/s) [8m35s:8m44s] 5.79x 50% |█████████████ | (74576/146792, 139 it/s) [8m35s:8m40s] 5.79x 50% |█████████████ | (74651/146792, 139 it/s) [8m36s:8m37s] 5.79x 50% |█████████████ | (74721/146792, 139 it/s) [8m36s:8m36s] 5.79x 50% |█████████████ | (74793/146792, 140 it/s) [8m37s:8m32s] 5.79x 51% |█████████████ | (74867/146792, 141 it/s) [8m37s:8m31s] 5.79x 51% |█████████████ | (74938/146792, 142 it/s) [8m38s:8m24s] 5.79x 51% |█████████████ | (75010/146792, 142 it/s) [8m38s:8m24s] 5.79x 51% |█████████████ | (75075/146792, 142 it/s) [8m39s:8m25s] 5.79x 51% |█████████████ | (75140/146792, 142 it/s) [8m39s:8m23s] 5.79x 51% |█████████████ | (75206/146792, 142 it/s) [8m40s:8m24s] 5.79x 51% |█████████████ | (75284/146792, 143 it/s) [8m40s:8m20s] 5.79x 51% |█████████████ | (75348/146792, 143 it/s) [8m41s:8m19s] 5.79x 51% |█████████████ | (75414/146792, 141 it/s) [8m41s:8m27s] 5.79x 51% |█████████████ | (75486/146792, 140 it/s) [8m42s:8m29s] 5.79x 51% |█████████████ | (75563/146792, 141 it/s) [8m42s:8m23s] 5.79x 51% |█████████████ | (75632/146792, 141 it/s) [8m43s:8m25s] 5.79x 51% |█████████████ | (75703/146792, 140 it/s) [8m43s:8m26s] 5.79x 51% |█████████████ | (75781/146792, 142 it/s) [8m44s:8m21s] 5.79x 51% |█████████████ | (75852/146792, 142 it/s) [8m44s:8m18s] 5.79x 51% |█████████████ | (75925/146792, 144 it/s) [8m45s:8m12s] 5.79x 51% |█████████████ | (75992/146792, 144 it/s) [8m45s:8m11s] 5.79x 51% |█████████████ | (76068/146792, 144 it/s) [8m46s:8m12s] 5.79x 51% |██████████████ | (76144/146792, 146 it/s) [8m46s:8m4s] 5.79x 51% |██████████████ | (76216/146792, 146 it/s) [8m47s:8m4s] 5.79x 51% |██████████████ | (76290/146792, 145 it/s) [8m47s:8m5s] 5.79x 52% |██████████████ | (76356/146792, 144 it/s) [8m48s:8m7s] 5.79x 52% |██████████████ | (76430/146792, 145 it/s) [8m48s:8m5s] 5.79x 52% |██████████████ | (76507/146792, 145 it/s) [8m49s:8m5s] 5.79x 52% |██████████████ | (76581/146792, 145 it/s) [8m49s:8m2s] 5.79x 52% |██████████████ | (76657/146792, 146 it/s) [8m50s:8m0s] 5.79x 52% |██████████████ | (76727/146792, 147 it/s) [8m50s:7m57s] 5.79x 52% |██████████████ | (76803/146792, 147 it/s) [8m51s:7m56s] 5.79x 52% |██████████████ | (76877/146792, 146 it/s) [8m51s:7m57s] 5.79x 52% |██████████████ | (76951/146792, 146 it/s) [8m52s:7m56s] 5.79x 52% |██████████████ | (77016/146792, 146 it/s) [8m52s:7m58s] 5.79x 52% |██████████████ | (77092/146792, 146 it/s) [8m53s:7m56s] 5.79x 52% |██████████████ | (77164/146792, 148 it/s) [8m53s:7m51s] 5.79x 52% |██████████████ | (77235/146792, 147 it/s) [8m54s:7m53s] 5.79x 52% |██████████████ | (77303/146792, 145 it/s) [8m54s:7m58s] 5.79x 52% |██████████████ | (77371/146792, 144 it/s) [8m55s:8m2s] 5.79x 52% |██████████████ | (77444/146792, 143 it/s) [8m55s:8m3s] 5.79x 52% |██████████████ | (77513/146792, 143 it/s) [8m56s:8m4s] 5.79x 52% |██████████████ | (77584/146792, 142 it/s) [8m56s:8m7s] 5.79x 52% |██████████████ | (77645/146792, 140 it/s) [8m57s:8m15s] 5.79x 52% |██████████████ | (77709/146792, 138 it/s) [8m57s:8m19s] 5.79x 52% |██████████████ | (77776/146792, 137 it/s) [8m58s:8m25s] 5.79x 53% |██████████████ | (77843/146792, 136 it/s) [8m58s:8m28s] 5.79x 53% |██████████████ | (77910/146792, 135 it/s) [8m59s:8m30s] 5.79x 53% |██████████████ | (77976/146792, 134 it/s) [8m59s:8m31s] 5.78x 53% |██████████████ | (78038/146792, 133 it/s) [9m0s:8m35s] 5.78x 53% |██████████████ | (78121/146792, 135 it/s) [9m0s:8m27s] 5.78x 53% |██████████████ | (78194/146792, 136 it/s) [9m1s:8m23s] 5.78x 53% |██████████████ | (78267/146792, 137 it/s) [9m1s:8m21s] 5.78x 53% |███████████████ | (78352/146792, 141 it/s) [9m2s:8m4s] 5.79x 53% |███████████████ | (78427/146792, 141 it/s) [9m2s:8m3s] 5.79x 53% |██████████████ | (78498/146792, 143 it/s) [9m3s:7m57s] 5.79x 53% |██████████████ | (78584/146792, 147 it/s) [9m3s:7m44s] 5.79x 53% |██████████████ | (78654/146792, 147 it/s) [9m4s:7m42s] 5.79x 53% |██████████████ | (78735/146792, 150 it/s) [9m4s:7m32s] 5.79x 53% |██████████████ | (78815/146792, 153 it/s) [9m5s:7m24s] 5.79x 53% |███████████████ | (78905/146792, 159 it/s) [9m5s:7m8s] 5.79x 53% |███████████████ | (78974/146792, 159 it/s) [9m6s:7m7s] 5.79x 53% |██████████████ | (79049/146792, 156 it/s) [9m6s:7m13s] 5.79x 53% |███████████████ | (79139/146792, 160 it/s) [9m7s:7m3s] 5.79x 53% |██████████████ | (79226/146792, 163 it/s) [9m7s:6m55s] 5.79x 54% |███████████████ | (79324/146792, 165 it/s) [9m8s:6m48s] 5.79x 54% |███████████████ | (79418/146792, 169 it/s) [9m8s:6m37s] 5.79x 54% |███████████████ | (79500/146792, 169 it/s) [9m9s:6m39s] 5.8x 54% |███████████████ | (79586/146792, 172 it/s) [9m9s:6m31s] 5.8x 54% |███████████████ | (79662/146792, 171 it/s) [9m10s:6m33s] 5.8x 54% |███████████████ | (79735/146792, 169 it/s) [9m10s:6m35s] 5.8x 54% |███████████████ | (79822/146792, 169 it/s) [9m11s:6m36s] 5.8x 54% |███████████████ | (79898/146792, 169 it/s) [9m11s:6m36s] 5.8x 54% |███████████████ | (79981/146792, 170 it/s) [9m12s:6m32s] 5.8x 54% |███████████████ | (80056/146792, 167 it/s) [9m12s:6m38s] 5.8x 54% |███████████████ | (80130/146792, 167 it/s) [9m13s:6m38s] 5.8x 54% |███████████████ | (80198/146792, 164 it/s) [9m13s:6m45s] 5.8x 54% |███████████████ | (80275/146792, 160 it/s) [9m14s:6m55s] 5.8x 54% |███████████████ | (80340/146792, 154 it/s) [9m14s:7m11s] 5.8x 54% |███████████████ | (80410/146792, 154 it/s) [9m15s:7m10s] 5.8x 54% |███████████████ | (80482/146792, 152 it/s) [9m15s:7m16s] 5.8x 54% |███████████████ | (80550/146792, 148 it/s) [9m16s:7m26s] 5.8x 54% |███████████████ | (80617/146792, 148 it/s) [9m16s:7m26s] 5.8x 54% |███████████████ | (80691/146792, 147 it/s) [9m17s:7m29s] 5.8x 55% |███████████████ | (80762/146792, 147 it/s) [9m17s:7m29s] 5.8x 55% |███████████████ | (80832/146792, 143 it/s) [9m18s:7m40s] 5.8x 55% |███████████████ | (80912/146792, 143 it/s) [9m18s:7m39s] 5.8x 55% |███████████████ | (80986/146792, 143 it/s) [9m19s:7m39s] 5.8x 55% |███████████████ | (81055/146792, 143 it/s) [9m19s:7m40s] 5.8x 55% |███████████████ | (81125/146792, 141 it/s) [9m20s:7m44s] 5.8x 55% |███████████████ | (81202/146792, 141 it/s) [9m20s:7m44s] 5.8x 55% |███████████████ | (81269/146792, 143 it/s) [9m21s:7m38s] 5.8x 55% |███████████████ | (81341/146792, 143 it/s) [9m21s:7m37s] 5.8x 55% |███████████████ | (81419/146792, 145 it/s) [9m22s:7m30s] 5.8x 55% |███████████████ | (81493/146792, 146 it/s) [9m22s:7m28s] 5.8x 55% |███████████████ | (81570/146792, 147 it/s) [9m23s:7m23s] 5.8x 55% |███████████████ | (81638/146792, 147 it/s) [9m23s:7m23s] 5.8x 55% |███████████████ | (81712/146792, 147 it/s) [9m24s:7m22s] 5.8x 55% |███████████████ | (81774/146792, 144 it/s) [9m24s:7m33s] 5.8x 55% |███████████████ | (81838/146792, 142 it/s) [9m25s:7m39s] 5.8x 55% |███████████████ | (81906/146792, 142 it/s) [9m25s:7m38s] 5.8x 55% |███████████████ | (81975/146792, 141 it/s) [9m26s:7m38s] 5.8x 55% |███████████████ | (82041/146792, 141 it/s) [9m26s:7m39s] 5.8x 55% |███████████████ | (82109/146792, 140 it/s) [9m27s:7m42s] 5.8x 55% |███████████████ | (82184/146792, 141 it/s) [9m27s:7m39s] 5.8x 56% |███████████████ | (82258/146792, 141 it/s) [9m28s:7m39s] 5.8x 56% |███████████████ | (82325/146792, 139 it/s) [9m28s:7m43s] 5.8x 56% |███████████████ | (82401/146792, 139 it/s) [9m29s:7m41s] 5.8x 56% |███████████████ | (82480/146792, 140 it/s) [9m29s:7m39s] 5.8x 56% |███████████████ | (82551/146792, 140 it/s) [9m30s:7m39s] 5.8x 56% |███████████████ | (82623/146792, 142 it/s) [9m30s:7m32s] 5.8x 56% |███████████████ | (82706/146792, 146 it/s) [9m31s:7m19s] 5.8x 56% |████████████████ | (82793/146792, 149 it/s) [9m31s:7m8s] 5.8x 56% |███████████████ | (82890/146792, 155 it/s) [9m32s:6m50s] 5.8x 56% |███████████████ | (82975/146792, 159 it/s) [9m32s:6m41s] 5.8x 56% |███████████████ | (83056/146792, 159 it/s) [9m33s:6m41s] 5.8x 56% |███████████████ | (83142/146792, 161 it/s) [9m33s:6m36s] 5.8x 56% |███████████████ | (83224/146792, 161 it/s) [9m34s:6m35s] 5.8x 56% |███████████████ | (83301/146792, 162 it/s) [9m34s:6m30s] 5.8x 56% |███████████████ | (83385/146792, 164 it/s) [9m35s:6m26s] 5.8x 56% |███████████████ | (83473/146792, 164 it/s) [9m35s:6m26s] 5.8x 56% |███████████████ | (83551/146792, 165 it/s) [9m36s:6m23s] 5.8x 56% |███████████████ | (83638/146792, 168 it/s) [9m36s:6m15s] 5.81x 57% |███████████████ | (83723/146792, 168 it/s) [9m37s:6m15s] 5.81x 57% |███████████████ | (83816/146792, 171 it/s) [9m37s:6m7s] 5.81x 57% |███████████████ | (83911/146792, 174 it/s) [9m38s:6m1s] 5.81x 57% |███████████████ | (84001/146792, 174 it/s) [9m38s:6m0s] 5.81x 57% |███████████████ | (84090/146792, 174 it/s) [9m39s:5m59s] 5.81x 57% |███████████████ | (84181/146792, 173 it/s) [9m39s:6m1s] 5.81x 57% |███████████████ | (84264/146792, 173 it/s) [9m40s:6m2s] 5.81x 57% |███████████████ | (84340/146792, 171 it/s) [9m40s:6m5s] 5.81x 57% |███████████████ | (84426/146792, 172 it/s) [9m41s:6m1s] 5.82x 57% |███████████████ | (84513/146792, 173 it/s) [9m41s:6m0s] 5.82x 57% |███████████████ | (84597/146792, 173 it/s) [9m42s:5m59s] 5.82x 57% |███████████████ | (84687/146792, 174 it/s) [9m42s:5m57s] 5.82x 57% |███████████████ | (84773/146792, 173 it/s) [9m43s:5m58s] 5.82x 57% |███████████████ | (84856/146792, 171 it/s) [9m43s:6m2s] 5.82x 57% |███████████████ | (84943/146792, 171 it/s) [9m44s:6m2s] 5.82x 57% |███████████████ | (85038/146792, 171 it/s) [9m44s:6m1s] 5.82x 57% |███████████████ | (85130/146792, 171 it/s) [9m45s:5m59s] 5.82x 58% |███████████████ | (85214/146792, 172 it/s) [9m45s:5m58s] 5.82x 58% |███████████████ | (85301/146792, 174 it/s) [9m46s:5m53s] 5.83x 58% |███████████████ | (85387/146792, 174 it/s) [9m46s:5m53s] 5.83x 58% |███████████████ | (85479/146792, 175 it/s) [9m47s:5m50s] 5.83x 58% |███████████████ | (85565/146792, 175 it/s) [9m47s:5m49s] 5.83x 58% |███████████████ | (85647/146792, 173 it/s) [9m48s:5m52s] 5.83x 58% |███████████████ | (85730/146792, 173 it/s) [9m48s:5m53s] 5.83x 58% |███████████████ | (85806/146792, 172 it/s) [9m49s:5m55s] 5.83x 58% |████████████████ | (85880/146792, 168 it/s) [9m49s:6m2s] 5.83x 58% |████████████████ | (85964/146792, 166 it/s) [9m50s:6m5s] 5.83x 58% |████████████████ | (86057/146792, 166 it/s) [9m50s:6m4s] 5.83x 58% |████████████████ | (86150/146792, 168 it/s) [9m51s:6m0s] 5.83x 58% |████████████████ | (86233/146792, 168 it/s) [9m51s:6m1s] 5.83x 58% |████████████████ | (86316/146792, 167 it/s) [9m52s:6m2s] 5.83x 58% |████████████████ | (86403/146792, 166 it/s) [9m52s:6m3s] 5.84x 58% |████████████████ | (86488/146792, 166 it/s) [9m53s:6m3s] 5.84x 58% |████████████████ | (86574/146792, 167 it/s) [9m53s:6m1s] 5.84x 59% |████████████████ | (86659/146792, 167 it/s) [9m54s:6m0s] 5.84x 59% |████████████████ | (86727/146792, 165 it/s) [9m54s:6m3s] 5.84x 59% |████████████████ | (86800/146792, 165 it/s) [9m55s:6m4s] 5.84x 59% |████████████████ | (86870/146792, 164 it/s) [9m55s:6m5s] 5.84x 59% |███████████████ | (86937/146792, 161 it/s) [9m56s:6m12s] 5.84x 59% |███████████████ | (87007/146792, 156 it/s) [9m56s:6m23s] 5.84x 59% |███████████████ | (87078/146792, 154 it/s) [9m57s:6m29s] 5.84x 59% |███████████████ | (87144/146792, 150 it/s) [9m57s:6m37s] 5.84x 59% |███████████████ | (87216/146792, 147 it/s) [9m58s:6m45s] 5.84x 59% |███████████████ | (87293/146792, 146 it/s) [9m58s:6m48s] 5.84x 59% |███████████████ | (87360/146792, 142 it/s) [9m59s:6m59s] 5.84x 59% |████████████████ | (87426/146792, 140 it/s) [9m59s:7m5s] 5.84x 59% |████████████████ | (87488/146792, 140 it/s) [10m0s:7m4s] 5.83x 59% |████████████████ | (87561/146792, 138 it/s) [10m0s:7m7s] 5.83x 59% |███████████████ | (87624/146792, 137 it/s) [10m1s:7m11s] 5.83x 59% |███████████████ | (87695/146792, 137 it/s) [10m1s:7m11s] 5.83x 59% |████████████████ | (87771/146792, 138 it/s) [10m2s:7m6s] 5.83x 59% |████████████████ | (87843/146792, 139 it/s) [10m2s:7m4s] 5.83x 59% |████████████████ | (87909/146792, 138 it/s) [10m3s:7m7s] 5.83x 59% |████████████████ | (87972/146792, 137 it/s) [10m3s:7m8s] 5.83x 59% |████████████████ | (88046/146792, 138 it/s) [10m4s:7m6s] 5.83x 60% |████████████████ | (88114/146792, 136 it/s) [10m4s:7m12s] 5.83x 60% |████████████████ | (88180/146792, 136 it/s) [10m5s:7m12s] 5.83x 60% |████████████████ | (88249/146792, 136 it/s) [10m5s:7m9s] 5.83x 60% |████████████████ | (88315/146792, 136 it/s) [10m6s:7m10s] 5.83x 60% |████████████████ | (88382/146792, 136 it/s) [10m6s:7m9s] 5.83x 60% |████████████████ | (88446/146792, 136 it/s) [10m7s:7m7s] 5.83x 60% |████████████████ | (88508/146792, 136 it/s) [10m7s:7m7s] 5.83x 60% |████████████████ | (88578/146792, 135 it/s) [10m8s:7m11s] 5.83x 60% |████████████████ | (88651/146792, 135 it/s) [10m8s:7m10s] 5.83x 60% |████████████████ | (88722/146792, 136 it/s) [10m9s:7m6s] 5.83x 60% |████████████████ | (88781/146792, 136 it/s) [10m9s:7m6s] 5.83x 60% |████████████████ | (88855/146792, 137 it/s) [10m10s:7m3s] 5.83x 60% |████████████████ | (88924/146792, 136 it/s) [10m10s:7m6s] 5.83x 60% |████████████████ | (88987/146792, 135 it/s) [10m11s:7m9s] 5.83x 60% |████████████████ | (89059/146792, 136 it/s) [10m11s:7m4s] 5.83x 60% |████████████████ | (89124/146792, 135 it/s) [10m12s:7m6s] 5.83x 60% |████████████████ | (89196/146792, 136 it/s) [10m12s:7m2s] 5.83x 60% |████████████████ | (89264/146792, 137 it/s) [10m13s:7m0s] 5.83x 60% |███████████████ | (89335/146792, 138 it/s) [10m13s:6m56s] 5.83x 60% |███████████████ | (89408/146792, 138 it/s) [10m14s:6m56s] 5.83x 60% |███████████████ | (89470/146792, 137 it/s) [10m14s:6m59s] 5.83x 60% |████████████████ | (89532/146792, 135 it/s) [10m15s:7m4s] 5.83x 61% |████████████████ | (89603/146792, 135 it/s) [10m15s:7m3s] 5.83x 61% |████████████████ | (89671/146792, 136 it/s) [10m16s:7m1s] 5.82x 61% |███████████████ | (89743/146792, 136 it/s) [10m16s:6m58s] 5.82x 61% |███████████████ | (89812/146792, 136 it/s) [10m17s:6m58s] 5.82x 61% |███████████████ | (89882/146792, 138 it/s) [10m17s:6m53s] 5.82x 61% |███████████████ | (89948/146792, 136 it/s) [10m18s:6m56s] 5.82x 61% |███████████████ | (90016/146792, 136 it/s) [10m18s:6m56s] 5.82x 61% |███████████████ | (90090/146792, 138 it/s) [10m19s:6m52s] 5.82x 61% |███████████████ | (90167/146792, 138 it/s) [10m19s:6m48s] 5.82x 61% |███████████████ | (90236/146792, 139 it/s) [10m20s:6m47s] 5.82x 61% |███████████████ | (90301/146792, 139 it/s) [10m20s:6m47s] 5.82x 61% |███████████████ | (90373/146792, 138 it/s) [10m21s:6m48s] 5.82x 61% |███████████████ | (90447/146792, 139 it/s) [10m21s:6m43s] 5.82x 61% |███████████████ | (90523/146792, 142 it/s) [10m22s:6m35s] 5.82x 61% |███████████████ | (90594/146792, 143 it/s) [10m22s:6m34s] 5.82x 61% |███████████████ | (90666/146792, 143 it/s) [10m23s:6m33s] 5.82x 61% |███████████████ | (90735/146792, 143 it/s) [10m23s:6m33s] 5.82x 61% |███████████████ | (90810/146792, 144 it/s) [10m24s:6m27s] 5.82x 61% |███████████████ | (90881/146792, 144 it/s) [10m24s:6m27s] 5.82x 61% |███████████████ | (90950/146792, 143 it/s) [10m25s:6m31s] 5.82x 62% |████████████████ | (91027/146792, 144 it/s) [10m25s:6m26s] 5.82x 62% |████████████████ | (91092/146792, 144 it/s) [10m26s:6m25s] 5.82x 62% |████████████████ | (91159/146792, 144 it/s) [10m26s:6m26s] 5.82x 62% |████████████████ | (91230/146792, 144 it/s) [10m27s:6m26s] 5.82x 62% |████████████████ | (91304/146792, 144 it/s) [10m27s:6m26s] 5.82x 62% |████████████████ | (91379/146792, 143 it/s) [10m28s:6m26s] 5.82x 62% |████████████████ | (91456/146792, 143 it/s) [10m28s:6m26s] 5.82x 62% |████████████████ | (91532/146792, 144 it/s) [10m29s:6m22s] 5.82x 62% |████████████████ | (91609/146792, 145 it/s) [10m29s:6m19s] 5.82x 62% |████████████████ | (91686/146792, 147 it/s) [10m30s:6m14s] 5.82x 62% |████████████████ | (91764/146792, 148 it/s) [10m30s:6m12s] 5.82x 62% |████████████████ | (91835/146792, 148 it/s) [10m31s:6m12s] 5.82x 62% |████████████████ | (91902/146792, 147 it/s) [10m31s:6m12s] 5.82x 62% |████████████████ | (91984/146792, 148 it/s) [10m32s:6m9s] 5.82x 62% |████████████████ | (92051/146792, 149 it/s) [10m32s:6m8s] 5.82x 62% |████████████████ | (92124/146792, 149 it/s) [10m33s:6m8s] 5.82x 62% |████████████████ | (92190/146792, 147 it/s) [10m33s:6m12s] 5.82x 62% |████████████████ | (92254/146792, 144 it/s) [10m34s:6m18s] 5.82x 62% |████████████████ | (92336/146792, 145 it/s) [10m34s:6m14s] 5.82x 62% |████████████████ | (92409/146792, 144 it/s) [10m35s:6m16s] 5.82x 62% |████████████████ | (92477/146792, 142 it/s) [10m35s:6m21s] 5.82x 63% |████████████████ | (92558/146792, 142 it/s) [10m36s:6m20s] 5.82x 63% |████████████████ | (92627/146792, 143 it/s) [10m36s:6m18s] 5.82x 63% |████████████████ | (92699/146792, 143 it/s) [10m37s:6m17s] 5.82x 63% |████████████████ | (92766/146792, 144 it/s) [10m37s:6m15s] 5.82x 63% |████████████████ | (92828/146792, 140 it/s) [10m38s:6m26s] 5.82x 63% |████████████████ | (92894/146792, 139 it/s) [10m38s:6m26s] 5.82x 63% |████████████████ | (92979/146792, 142 it/s) [10m39s:6m19s] 5.82x 63% |████████████████ | (93051/146792, 143 it/s) [10m39s:6m15s] 5.82x 63% |████████████████ | (93117/146792, 143 it/s) [10m40s:6m14s] 5.82x 63% |████████████████ | (93185/146792, 141 it/s) [10m40s:6m21s] 5.82x 63% |████████████████ | (93243/146792, 138 it/s) [10m41s:6m29s] 5.82x 63% |████████████████ | (93306/146792, 137 it/s) [10m41s:6m31s] 5.82x 63% |████████████████ | (93376/146792, 136 it/s) [10m42s:6m33s] 5.82x 63% |████████████████ | (93445/146792, 135 it/s) [10m42s:6m33s] 5.82x 63% |████████████████ | (93508/146792, 135 it/s) [10m43s:6m33s] 5.82x 63% |████████████████ | (93580/146792, 137 it/s) [10m43s:6m29s] 5.82x 63% |████████████████ | (93651/146792, 138 it/s) [10m44s:6m26s] 5.82x 63% |████████████████ | (93730/146792, 138 it/s) [10m44s:6m25s] 5.82x 63% |████████████████ | (93801/146792, 136 it/s) [10m45s:6m30s] 5.82x 63% |████████████████ | (93874/146792, 136 it/s) [10m45s:6m29s] 5.82x 63% |████████████████ | (93943/146792, 136 it/s) [10m46s:6m27s] 5.82x 64% |████████████████ | (94009/146792, 136 it/s) [10m46s:6m27s] 5.82x 64% |████████████████ | (94083/146792, 139 it/s) [10m47s:6m18s] 5.82x 64% |████████████████ | (94151/146792, 140 it/s) [10m47s:6m15s] 5.82x 64% |████████████████ | (94220/146792, 140 it/s) [10m48s:6m15s] 5.82x 64% |████████████████ | (94288/146792, 140 it/s) [10m48s:6m15s] 5.82x 64% |████████████████ | (94355/146792, 140 it/s) [10m49s:6m15s] 5.82x 64% |████████████████ | (94414/146792, 137 it/s) [10m49s:6m21s] 5.82x 64% |████████████████ | (94488/146792, 137 it/s) [10m50s:6m21s] 5.82x 64% |████████████████ | (94548/146792, 134 it/s) [10m50s:6m28s] 5.82x 64% |████████████████ | (94618/146792, 134 it/s) [10m51s:6m27s] 5.82x 64% |████████████████ | (94684/146792, 134 it/s) [10m51s:6m28s] 5.81x 64% |████████████████ | (94747/146792, 134 it/s) [10m52s:6m27s] 5.81x 64% |████████████████ | (94811/146792, 134 it/s) [10m52s:6m28s] 5.81x 64% |████████████████ | (94878/146792, 132 it/s) [10m53s:6m31s] 5.81x 64% |████████████████ | (94939/146792, 132 it/s) [10m53s:6m31s] 5.81x 64% |████████████████ | (95007/146792, 132 it/s) [10m54s:6m32s] 5.81x 64% |████████████████ | (95071/146792, 131 it/s) [10m54s:6m35s] 5.81x 64% |████████████████ | (95138/146792, 131 it/s) [10m55s:6m35s] 5.81x 64% |████████████████ | (95204/146792, 130 it/s) [10m55s:6m35s] 5.81x 64% |████████████████ | (95271/146792, 130 it/s) [10m56s:6m35s] 5.81x 64% |████████████████ | (95341/146792, 132 it/s) [10m56s:6m28s] 5.81x 64% |████████████████ | (95405/146792, 130 it/s) [10m57s:6m34s] 5.81x 65% |████████████████ | (95470/146792, 131 it/s) [10m57s:6m30s] 5.81x 65% |████████████████ | (95545/146792, 131 it/s) [10m58s:6m30s] 5.81x 65% |████████████████ | (95611/146792, 132 it/s) [10m58s:6m28s] 5.81x 65% |████████████████ | (95675/146792, 132 it/s) [10m59s:6m27s] 5.81x 65% |████████████████ | (95746/146792, 133 it/s) [10m59s:6m24s] 5.81x 65% |█████████████████ | (95814/146792, 133 it/s) [11m0s:6m22s] 5.81x 65% |█████████████████ | (95878/146792, 133 it/s) [11m0s:6m21s] 5.81x 65% |█████████████████ | (95948/146792, 133 it/s) [11m1s:6m21s] 5.81x 65% |█████████████████ | (96014/146792, 134 it/s) [11m1s:6m20s] 5.81x 65% |█████████████████ | (96088/146792, 134 it/s) [11m2s:6m19s] 5.81x 65% |█████████████████ | (96154/146792, 134 it/s) [11m2s:6m16s] 5.81x 65% |█████████████████ | (96220/146792, 134 it/s) [11m3s:6m17s] 5.81x 65% |█████████████████ | (96288/146792, 135 it/s) [11m3s:6m14s] 5.81x 65% |█████████████████ | (96348/146792, 135 it/s) [11m4s:6m14s] 5.81x 65% |█████████████████ | (96415/146792, 135 it/s) [11m4s:6m14s] 5.81x 65% |█████████████████ | (96477/146792, 133 it/s) [11m5s:6m18s] 5.8x 65% |██████████████████ | (96550/146792, 135 it/s) [11m5s:6m13s] 5.8x 65% |██████████████████ | (96616/146792, 134 it/s) [11m6s:6m15s] 5.8x 65% |██████████████████ | (96687/146792, 134 it/s) [11m6s:6m13s] 5.8x 65% |██████████████████ | (96759/146792, 136 it/s) [11m7s:6m8s] 5.8x 65% |██████████████████ | (96827/146792, 136 it/s) [11m7s:6m8s] 5.8x 66% |██████████████████ | (96886/146792, 133 it/s) [11m8s:6m13s] 5.8x 66% |██████████████████ | (96954/146792, 134 it/s) [11m8s:6m12s] 5.8x 66% |██████████████████ | (97022/146792, 134 it/s) [11m9s:6m11s] 5.8x 66% |███████████████████ | (97090/146792, 135 it/s) [11m9s:6m8s] 5.8x 66% |██████████████████ | (97154/146792, 135 it/s) [11m10s:6m8s] 5.8x 66% |██████████████████ | (97221/146792, 135 it/s) [11m10s:6m6s] 5.8x 66% |██████████████████ | (97291/146792, 135 it/s) [11m11s:6m5s] 5.8x 66% |██████████████████ | (97361/146792, 135 it/s) [11m11s:6m6s] 5.8x 66% |██████████████████ | (97431/146792, 136 it/s) [11m12s:6m3s] 5.8x 66% |██████████████████ | (97501/146792, 135 it/s) [11m12s:6m3s] 5.8x 66% |██████████████████ | (97574/146792, 136 it/s) [11m13s:6m2s] 5.8x 66% |█████████████████ | (97648/146792, 137 it/s) [11m13s:5m59s] 5.8x 66% |█████████████████ | (97723/146792, 140 it/s) [11m14s:5m50s] 5.8x 66% |█████████████████ | (97797/146792, 141 it/s) [11m14s:5m46s] 5.8x 66% |█████████████████ | (97871/146792, 141 it/s) [11m15s:5m46s] 5.8x 66% |█████████████████ | (97948/146792, 143 it/s) [11m15s:5m42s] 5.8x 66% |█████████████████ | (98035/146792, 147 it/s) [11m16s:5m32s] 5.8x 66% |█████████████████ | (98106/146792, 148 it/s) [11m16s:5m29s] 5.8x 66% |█████████████████ | (98185/146792, 148 it/s) [11m17s:5m29s] 5.8x 66% |█████████████████ | (98266/146792, 150 it/s) [11m17s:5m24s] 5.8x 66% |█████████████████ | (98350/146792, 152 it/s) [11m18s:5m18s] 5.8x 67% |██████████████████ | (98427/146792, 152 it/s) [11m18s:5m17s] 5.8x 67% |██████████████████ | (98501/146792, 153 it/s) [11m19s:5m14s] 5.8x 67% |██████████████████ | (98575/146792, 154 it/s) [11m19s:5m13s] 5.8x 67% |██████████████████ | (98645/146792, 154 it/s) [11m20s:5m13s] 5.8x 67% |██████████████████ | (98717/146792, 153 it/s) [11m20s:5m14s] 5.8x 67% |██████████████████ | (98794/146792, 154 it/s) [11m21s:5m12s] 5.8x 67% |██████████████████ | (98872/146792, 154 it/s) [11m21s:5m10s] 5.8x 67% |██████████████████ | (98948/146792, 154 it/s) [11m22s:5m9s] 5.8x 67% |██████████████████ | (99017/146792, 151 it/s) [11m22s:5m16s] 5.8x 67% |██████████████████ | (99092/146792, 152 it/s) [11m23s:5m14s] 5.8x 67% |██████████████████ | (99163/146792, 150 it/s) [11m23s:5m17s] 5.8x 67% |██████████████████ | (99235/146792, 148 it/s) [11m24s:5m22s] 5.8x 67% |██████████████████ | (99305/146792, 146 it/s) [11m24s:5m24s] 5.8x 67% |██████████████████ | (99372/146792, 146 it/s) [11m25s:5m23s] 5.8x 67% |██████████████████ | (99442/146792, 145 it/s) [11m25s:5m25s] 5.8x 67% |██████████████████ | (99511/146792, 145 it/s) [11m26s:5m26s] 5.8x 67% |██████████████████ | (99585/146792, 145 it/s) [11m26s:5m25s] 5.8x 67% |██████████████████ | (99652/146792, 144 it/s) [11m27s:5m28s] 5.8x 67% |██████████████████ | (99722/146792, 142 it/s) [11m27s:5m31s] 5.8x 67% |██████████████████ | (99794/146792, 141 it/s) [11m28s:5m32s] 5.8x 68% |██████████████████ | (99872/146792, 143 it/s) [11m28s:5m28s] 5.8x 68% |██████████████████ | (99947/146792, 143 it/s) [11m29s:5m27s] 5.8x 68% |█████████████████ | (100026/146792, 145 it/s) [11m29s:5m23s] 5.8x 68% |█████████████████ | (100104/146792, 146 it/s) [11m30s:5m20s] 5.8x 68% |█████████████████ | (100177/146792, 146 it/s) [11m30s:5m18s] 5.8x 68% |█████████████████ | (100245/146792, 146 it/s) [11m31s:5m18s] 5.8x 68% |█████████████████ | (100313/146792, 146 it/s) [11m31s:5m17s] 5.8x 68% |█████████████████ | (100384/146792, 146 it/s) [11m32s:5m17s] 5.8x 68% |█████████████████ | (100465/146792, 148 it/s) [11m32s:5m13s] 5.8x 68% |█████████████████ | (100535/146792, 148 it/s) [11m33s:5m13s] 5.8x 68% |█████████████████ | (100608/146792, 148 it/s) [11m33s:5m11s] 5.8x 68% |██████████████████ | (100688/146792, 150 it/s) [11m34s:5m7s] 5.8x 68% |██████████████████ | (100760/146792, 150 it/s) [11m34s:5m7s] 5.8x 68% |██████████████████ | (100838/146792, 149 it/s) [11m35s:5m7s] 5.8x 68% |██████████████████ | (100916/146792, 150 it/s) [11m35s:5m6s] 5.8x 68% |██████████████████ | (100978/146792, 150 it/s) [11m36s:5m5s] 5.8x 68% |█████████████████ | (101046/146792, 147 it/s) [11m36s:5m11s] 5.8x 68% |█████████████████ | (101119/146792, 146 it/s) [11m37s:5m12s] 5.8x 68% |█████████████████ | (101184/146792, 146 it/s) [11m37s:5m12s] 5.8x 68% |█████████████████ | (101265/146792, 146 it/s) [11m38s:5m11s] 5.8x 69% |█████████████████ | (101336/146792, 146 it/s) [11m38s:5m11s] 5.8x 69% |██████████████████ | (101413/146792, 147 it/s) [11m39s:5m8s] 5.8x 69% |██████████████████ | (101488/146792, 147 it/s) [11m39s:5m8s] 5.8x 69% |██████████████████ | (101560/146792, 147 it/s) [11m40s:5m7s] 5.8x 69% |██████████████████ | (101632/146792, 147 it/s) [11m40s:5m7s] 5.8x 69% |█████████████████ | (101696/146792, 144 it/s) [11m41s:5m13s] 5.8x 69% |█████████████████ | (101761/146792, 144 it/s) [11m41s:5m12s] 5.8x 69% |█████████████████ | (101822/146792, 141 it/s) [11m42s:5m17s] 5.8x 69% |█████████████████ | (101894/146792, 140 it/s) [11m42s:5m19s] 5.8x 69% |█████████████████ | (101967/146792, 142 it/s) [11m43s:5m15s] 5.8x 69% |█████████████████ | (102042/146792, 142 it/s) [11m43s:5m14s] 5.8x 69% |█████████████████ | (102111/146792, 142 it/s) [11m44s:5m15s] 5.8x 69% |█████████████████ | (102181/146792, 142 it/s) [11m44s:5m15s] 5.8x 69% |█████████████████ | (102251/146792, 141 it/s) [11m45s:5m16s] 5.8x 69% |█████████████████ | (102322/146792, 140 it/s) [11m45s:5m17s] 5.8x 69% |█████████████████ | (102403/146792, 142 it/s) [11m46s:5m12s] 5.8x 69% |█████████████████ | (102472/146792, 141 it/s) [11m46s:5m13s] 5.8x 69% |█████████████████ | (102543/146792, 143 it/s) [11m47s:5m10s] 5.8x 69% |██████████████████ | (102606/146792, 143 it/s) [11m47s:5m9s] 5.8x 69% |██████████████████ | (102676/146792, 143 it/s) [11m48s:5m7s] 5.8x 69% |██████████████████ | (102746/146792, 143 it/s) [11m48s:5m8s] 5.8x 70% |██████████████████ | (102814/146792, 142 it/s) [11m49s:5m9s] 5.8x 70% |██████████████████ | (102886/146792, 142 it/s) [11m49s:5m9s] 5.8x 70% |██████████████████ | (102951/146792, 141 it/s) [11m50s:5m11s] 5.8x 70% |██████████████████ | (103019/146792, 141 it/s) [11m50s:5m11s] 5.8x 70% |██████████████████ | (103093/146792, 141 it/s) [11m51s:5m9s] 5.8x 70% |██████████████████ | (103165/146792, 141 it/s) [11m51s:5m8s] 5.8x 70% |██████████████████ | (103228/146792, 140 it/s) [11m52s:5m11s] 5.8x 70% |██████████████████ | (103295/146792, 137 it/s) [11m52s:5m17s] 5.8x 70% |██████████████████ | (103362/146792, 137 it/s) [11m53s:5m18s] 5.8x 70% |██████████████████ | (103437/146792, 137 it/s) [11m53s:5m15s] 5.8x 70% |██████████████████ | (103515/146792, 140 it/s) [11m54s:5m9s] 5.8x 70% |██████████████████ | (103591/146792, 141 it/s) [11m54s:5m6s] 5.8x 70% |██████████████████ | (103674/146792, 141 it/s) [11m55s:5m6s] 5.8x 70% |██████████████████ | (103740/146792, 142 it/s) [11m55s:5m2s] 5.8x 70% |██████████████████ | (103809/146792, 142 it/s) [11m56s:5m2s] 5.8x 70% |██████████████████ | (103875/146792, 142 it/s) [11m56s:5m1s] 5.8x 70% |██████████████████ | (103941/146792, 141 it/s) [11m57s:5m3s] 5.8x 70% |██████████████████ | (104011/146792, 141 it/s) [11m57s:5m3s] 5.8x 70% |██████████████████ | (104085/146792, 143 it/s) [11m58s:4m58s] 5.8x 70% |██████████████████ | (104157/146792, 144 it/s) [11m58s:4m55s] 5.8x 71% |██████████████████ | (104230/146792, 145 it/s) [11m59s:4m52s] 5.8x 71% |██████████████████ | (104300/146792, 144 it/s) [11m59s:4m54s] 5.8x 71% |███████████████████ | (104376/146792, 144 it/s) [12m0s:4m54s] 5.8x 71% |███████████████████ | (104452/146792, 144 it/s) [12m0s:4m54s] 5.8x 71% |███████████████████ | (104523/146792, 143 it/s) [12m1s:4m55s] 5.8x 71% |███████████████████ | (104598/146792, 143 it/s) [12m1s:4m54s] 5.8x 71% |███████████████████ | (104668/146792, 144 it/s) [12m2s:4m52s] 5.8x 71% |███████████████████ | (104738/146792, 145 it/s) [12m2s:4m50s] 5.8x 71% |███████████████████ | (104803/146792, 144 it/s) [12m3s:4m52s] 5.8x 71% |███████████████████ | (104871/146792, 143 it/s) [12m3s:4m54s] 5.8x 71% |███████████████████ | (104941/146792, 142 it/s) [12m4s:4m54s] 5.8x 71% |███████████████████ | (105014/146792, 142 it/s) [12m4s:4m54s] 5.8x 71% |███████████████████ | (105085/146792, 142 it/s) [12m5s:4m53s] 5.8x 71% |███████████████████ | (105154/146792, 142 it/s) [12m5s:4m53s] 5.8x 71% |███████████████████ | (105227/146792, 141 it/s) [12m6s:4m54s] 5.8x 71% |███████████████████ | (105298/146792, 140 it/s) [12m6s:4m56s] 5.8x 71% |███████████████████ | (105365/146792, 139 it/s) [12m7s:4m57s] 5.8x 71% |███████████████████ | (105435/146792, 139 it/s) [12m7s:4m56s] 5.8x 71% |███████████████████ | (105512/146792, 140 it/s) [12m8s:4m55s] 5.8x 71% |███████████████████ | (105590/146792, 141 it/s) [12m8s:4m52s] 5.8x 71% |███████████████████ | (105659/146792, 142 it/s) [12m9s:4m49s] 5.8x 72% |███████████████████ | (105736/146792, 144 it/s) [12m9s:4m45s] 5.8x 72% |██████████████████ | (105810/146792, 145 it/s) [12m10s:4m43s] 5.8x 72% |██████████████████ | (105881/146792, 144 it/s) [12m10s:4m43s] 5.8x 72% |██████████████████ | (105943/146792, 143 it/s) [12m11s:4m45s] 5.8x 72% |██████████████████ | (106017/146792, 143 it/s) [12m11s:4m44s] 5.8x 72% |██████████████████ | (106085/146792, 143 it/s) [12m12s:4m44s] 5.8x 72% |██████████████████ | (106151/146792, 142 it/s) [12m12s:4m45s] 5.8x 72% |██████████████████ | (106219/146792, 142 it/s) [12m13s:4m45s] 5.8x 72% |██████████████████ | (106288/146792, 143 it/s) [12m13s:4m43s] 5.8x 72% |██████████████████ | (106361/146792, 143 it/s) [12m14s:4m43s] 5.8x 72% |██████████████████ | (106431/146792, 143 it/s) [12m14s:4m43s] 5.8x 72% |██████████████████ | (106505/146792, 141 it/s) [12m15s:4m44s] 5.8x 72% |██████████████████ | (106566/146792, 140 it/s) [12m15s:4m47s] 5.8x 72% |██████████████████ | (106642/146792, 139 it/s) [12m16s:4m47s] 5.8x 72% |██████████████████ | (106706/146792, 137 it/s) [12m16s:4m51s] 5.8x 72% |██████████████████ | (106775/146792, 137 it/s) [12m17s:4m51s] 5.8x 72% |██████████████████ | (106844/146792, 138 it/s) [12m17s:4m48s] 5.8x 72% |██████████████████ | (106914/146792, 138 it/s) [12m18s:4m49s] 5.8x 72% |██████████████████ | (106983/146792, 138 it/s) [12m18s:4m48s] 5.8x 72% |██████████████████ | (107052/146792, 138 it/s) [12m19s:4m47s] 5.79x 72% |██████████████████ | (107118/146792, 137 it/s) [12m19s:4m50s] 5.79x 73% |██████████████████ | (107187/146792, 136 it/s) [12m20s:4m50s] 5.79x 73% |██████████████████ | (107265/146792, 136 it/s) [12m20s:4m50s] 5.79x 73% |██████████████████ | (107337/146792, 139 it/s) [12m21s:4m43s] 5.79x 73% |██████████████████ | (107400/146792, 139 it/s) [12m21s:4m43s] 5.79x 73% |██████████████████ | (107471/146792, 137 it/s) [12m22s:4m46s] 5.79x 73% |██████████████████ | (107543/146792, 139 it/s) [12m22s:4m42s] 5.79x 73% |██████████████████ | (107607/146792, 138 it/s) [12m23s:4m44s] 5.79x 73% |██████████████████ | (107672/146792, 137 it/s) [12m23s:4m45s] 5.79x 73% |██████████████████ | (107740/146792, 137 it/s) [12m24s:4m45s] 5.79x 73% |██████████████████ | (107808/146792, 136 it/s) [12m24s:4m45s] 5.79x 73% |██████████████████ | (107878/146792, 137 it/s) [12m25s:4m44s] 5.79x 73% |██████████████████ | (107949/146792, 138 it/s) [12m25s:4m42s] 5.79x 73% |██████████████████ | (108012/146792, 136 it/s) [12m26s:4m44s] 5.79x 73% |██████████████████ | (108081/146792, 135 it/s) [12m26s:4m46s] 5.79x 73% |██████████████████ | (108141/146792, 135 it/s) [12m27s:4m45s] 5.79x 73% |██████████████████ | (108212/146792, 135 it/s) [12m27s:4m45s] 5.79x 73% |██████████████████ | (108280/146792, 134 it/s) [12m28s:4m47s] 5.79x 73% |██████████████████ | (108345/146792, 134 it/s) [12m28s:4m46s] 5.79x 73% |██████████████████ | (108414/146792, 135 it/s) [12m29s:4m45s] 5.79x 73% |██████████████████ | (108480/146792, 135 it/s) [12m29s:4m44s] 5.79x 73% |██████████████████ | (108549/146792, 135 it/s) [12m30s:4m43s] 5.79x 73% |██████████████████ | (108619/146792, 135 it/s) [12m30s:4m41s] 5.79x 74% |██████████████████ | (108688/146792, 135 it/s) [12m31s:4m41s] 5.79x 74% |██████████████████ | (108757/146792, 135 it/s) [12m31s:4m41s] 5.79x 74% |██████████████████ | (108825/146792, 135 it/s) [12m32s:4m42s] 5.79x 74% |██████████████████ | (108897/146792, 135 it/s) [12m32s:4m41s] 5.79x 74% |██████████████████ | (108958/146792, 135 it/s) [12m33s:4m39s] 5.79x 74% |██████████████████ | (109030/146792, 136 it/s) [12m33s:4m37s] 5.79x 74% |██████████████████ | (109092/146792, 135 it/s) [12m34s:4m38s] 5.79x 74% |██████████████████ | (109158/146792, 135 it/s) [12m34s:4m39s] 5.79x 74% |██████████████████ | (109228/146792, 135 it/s) [12m35s:4m37s] 5.79x 74% |██████████████████ | (109294/146792, 135 it/s) [12m35s:4m36s] 5.79x 74% |██████████████████ | (109360/146792, 135 it/s) [12m36s:4m36s] 5.79x 74% |██████████████████ | (109427/146792, 135 it/s) [12m36s:4m36s] 5.79x 74% |██████████████████ | (109478/146792, 131 it/s) [12m37s:4m44s] 5.79x 74% |██████████████████ | (109553/146792, 131 it/s) [12m37s:4m43s] 5.79x 74% |██████████████████ | (109629/146792, 133 it/s) [12m38s:4m40s] 5.79x 74% |██████████████████ | (109696/146792, 132 it/s) [12m38s:4m40s] 5.79x 74% |██████████████████ | (109768/146792, 134 it/s) [12m39s:4m37s] 5.79x 74% |██████████████████ | (109837/146792, 133 it/s) [12m39s:4m38s] 5.78x 74% |██████████████████ | (109908/146792, 133 it/s) [12m40s:4m37s] 5.78x 74% |██████████████████ | (109981/146792, 135 it/s) [12m40s:4m32s] 5.78x 74% |██████████████████ | (110051/146792, 136 it/s) [12m41s:4m30s] 5.78x 75% |██████████████████ | (110129/146792, 137 it/s) [12m41s:4m26s] 5.79x 75% |██████████████████ | (110194/146792, 137 it/s) [12m42s:4m26s] 5.79x 75% |██████████████████ | (110276/146792, 140 it/s) [12m42s:4m20s] 5.79x 75% |███████████████████ | (110356/146792, 146 it/s) [12m43s:4m9s] 5.79x 75% |██████████████████ | (110428/146792, 145 it/s) [12m43s:4m10s] 5.79x 75% |███████████████████ | (110506/146792, 147 it/s) [12m44s:4m6s] 5.79x 75% |███████████████████ | (110584/146792, 147 it/s) [12m44s:4m5s] 5.79x 75% |███████████████████ | (110653/146792, 148 it/s) [12m45s:4m4s] 5.79x 75% |███████████████████ | (110724/146792, 148 it/s) [12m45s:4m3s] 5.79x 75% |███████████████████ | (110800/146792, 148 it/s) [12m46s:4m3s] 5.79x 75% |███████████████████ | (110877/146792, 149 it/s) [12m46s:4m1s] 5.79x 75% |██████████████████ | (110952/146792, 150 it/s) [12m47s:3m59s] 5.79x 75% |███████████████████ | (111018/146792, 147 it/s) [12m47s:4m2s] 5.79x 75% |███████████████████ | (111082/146792, 147 it/s) [12m48s:4m2s] 5.79x 75% |███████████████████ | (111149/146792, 148 it/s) [12m48s:4m1s] 5.79x 75% |███████████████████ | (111212/146792, 144 it/s) [12m49s:4m7s] 5.78x 75% |██████████████████ | (111280/146792, 141 it/s) [12m49s:4m11s] 5.78x 75% |██████████████████ | (111348/146792, 141 it/s) [12m50s:4m12s] 5.78x 75% |██████████████████ | (111414/146792, 138 it/s) [12m50s:4m15s] 5.78x 75% |██████████████████ | (111485/146792, 138 it/s) [12m51s:4m16s] 5.78x 75% |██████████████████ | (111553/146792, 138 it/s) [12m51s:4m15s] 5.78x 76% |███████████████████ | (111624/146792, 137 it/s) [12m52s:4m15s] 5.78x 76% |███████████████████ | (111693/146792, 137 it/s) [12m52s:4m15s] 5.78x 76% |███████████████████ | (111754/146792, 135 it/s) [12m53s:4m19s] 5.78x 76% |███████████████████ | (111817/146792, 133 it/s) [12m53s:4m23s] 5.78x 76% |███████████████████ | (111883/146792, 133 it/s) [12m54s:4m22s] 5.78x 76% |███████████████████ | (111953/146792, 133 it/s) [12m54s:4m22s] 5.78x 76% |███████████████████ | (112022/146792, 134 it/s) [12m55s:4m20s] 5.78x 76% |███████████████████ | (112082/146792, 133 it/s) [12m55s:4m21s] 5.78x 76% |███████████████████ | (112149/146792, 133 it/s) [12m56s:4m21s] 5.78x 76% |███████████████████ | (112213/146792, 133 it/s) [12m56s:4m20s] 5.78x 76% |███████████████████ | (112285/146792, 133 it/s) [12m57s:4m19s] 5.78x 76% |███████████████████ | (112347/146792, 133 it/s) [12m57s:4m19s] 5.78x 76% |███████████████████ | (112413/146792, 132 it/s) [12m58s:4m19s] 5.78x 76% |███████████████████ | (112480/146792, 132 it/s) [12m58s:4m20s] 5.78x 76% |███████████████████ | (112544/146792, 131 it/s) [12m59s:4m22s] 5.78x 76% |███████████████████ | (112612/146792, 131 it/s) [12m59s:4m20s] 5.78x 76% |███████████████████ | (112682/146792, 132 it/s) [13m0s:4m17s] 5.78x 76% |███████████████████ | (112745/146792, 132 it/s) [13m0s:4m17s] 5.78x 76% |███████████████████ | (112808/146792, 132 it/s) [13m1s:4m17s] 5.78x 76% |███████████████████ | (112873/146792, 131 it/s) [13m1s:4m18s] 5.78x 76% |███████████████████ | (112948/146792, 131 it/s) [13m2s:4m18s] 5.78x 76% |███████████████████ | (113016/146792, 133 it/s) [13m2s:4m13s] 5.78x 77% |████████████████████ | (113080/146792, 133 it/s) [13m3s:4m13s] 5.78x 77% |████████████████████ | (113149/146792, 133 it/s) [13m3s:4m13s] 5.78x 77% |████████████████████ | (113211/146792, 132 it/s) [13m4s:4m13s] 5.78x 77% |████████████████████ | (113277/146792, 132 it/s) [13m5s:4m13s] 5.78x 77% |████████████████████ | (113342/146792, 132 it/s) [13m5s:4m12s] 5.78x 77% |████████████████████ | (113416/146792, 134 it/s) [13m6s:4m9s] 5.78x 77% |████████████████████ | (113488/146792, 134 it/s) [13m6s:4m9s] 5.78x 77% |████████████████████ | (113553/146792, 133 it/s) [13m7s:4m9s] 5.78x 77% |████████████████████ | (113614/146792, 133 it/s) [13m7s:4m8s] 5.77x 77% |████████████████████ | (113679/146792, 133 it/s) [13m8s:4m8s] 5.77x 77% |████████████████████ | (113745/146792, 134 it/s) [13m8s:4m7s] 5.77x 77% |████████████████████ | (113813/146792, 133 it/s) [13m9s:4m8s] 5.77x 77% |████████████████████ | (113875/146792, 133 it/s) [13m9s:4m8s] 5.77x 77% |████████████████████ | (113947/146792, 133 it/s) [13m10s:4m7s] 5.77x 77% |████████████████████ | (114024/146792, 134 it/s) [13m10s:4m5s] 5.77x 77% |███████████████████ | (114104/146792, 137 it/s) [13m11s:3m58s] 5.77x 77% |███████████████████ | (114175/146792, 138 it/s) [13m11s:3m56s] 5.77x 77% |███████████████████ | (114238/146792, 138 it/s) [13m12s:3m55s] 5.77x 77% |███████████████████ | (114301/146792, 138 it/s) [13m12s:3m55s] 5.77x 77% |███████████████████ | (114372/146792, 137 it/s) [13m13s:3m56s] 5.77x 77% |███████████████████ | (114444/146792, 138 it/s) [13m13s:3m54s] 5.77x 78% |███████████████████ | (114513/146792, 138 it/s) [13m14s:3m54s] 5.77x 78% |███████████████████ | (114580/146792, 139 it/s) [13m14s:3m51s] 5.77x 78% |███████████████████ | (114637/146792, 139 it/s) [13m15s:3m51s] 5.77x 78% |███████████████████ | (114708/146792, 138 it/s) [13m15s:3m51s] 5.77x 78% |███████████████████ | (114768/146792, 138 it/s) [13m16s:3m51s] 5.77x 78% |███████████████████ | (114843/146792, 138 it/s) [13m16s:3m50s] 5.77x 78% |███████████████████ | (114901/146792, 138 it/s) [13m17s:3m51s] 5.77x 78% |███████████████████ | (114976/146792, 138 it/s) [13m17s:3m51s] 5.77x 78% |███████████████████ | (115051/146792, 137 it/s) [13m18s:3m52s] 5.77x 78% |███████████████████ | (115117/146792, 136 it/s) [13m18s:3m53s] 5.77x 78% |███████████████████ | (115175/146792, 135 it/s) [13m19s:3m54s] 5.77x 78% |███████████████████ | (115239/146792, 133 it/s) [13m19s:3m56s] 5.77x 78% |███████████████████ | (115301/146792, 131 it/s) [13m20s:3m59s] 5.77x 78% |███████████████████ | (115369/146792, 131 it/s) [13m20s:3m59s] 5.77x 78% |████████████████████ | (115429/146792, 131 it/s) [13m21s:4m0s] 5.77x 78% |███████████████████ | (115503/146792, 132 it/s) [13m21s:3m57s] 5.77x 78% |███████████████████ | (115561/146792, 132 it/s) [13m22s:3m56s] 5.77x 78% |███████████████████ | (115624/146792, 132 it/s) [13m22s:3m55s] 5.77x 78% |████████████████████ | (115685/146792, 129 it/s) [13m23s:4m0s] 5.77x 78% |████████████████████ | (115753/146792, 128 it/s) [13m23s:4m2s] 5.77x 78% |████████████████████ | (115820/146792, 128 it/s) [13m24s:4m1s] 5.77x 78% |███████████████████ | (115890/146792, 131 it/s) [13m24s:3m56s] 5.77x 78% |███████████████████ | (115965/146792, 133 it/s) [13m25s:3m52s] 5.77x 79% |███████████████████ | (116030/146792, 133 it/s) [13m25s:3m50s] 5.77x 79% |███████████████████ | (116103/146792, 134 it/s) [13m26s:3m48s] 5.77x 79% |███████████████████ | (116166/146792, 135 it/s) [13m26s:3m46s] 5.76x 79% |███████████████████ | (116240/146792, 135 it/s) [13m27s:3m46s] 5.77x 79% |███████████████████ | (116314/146792, 135 it/s) [13m27s:3m45s] 5.77x 79% |███████████████████ | (116387/146792, 138 it/s) [13m28s:3m40s] 5.77x 79% |███████████████████ | (116457/146792, 139 it/s) [13m28s:3m37s] 5.77x 79% |███████████████████ | (116528/146792, 139 it/s) [13m29s:3m37s] 5.76x 79% |███████████████████ | (116601/146792, 140 it/s) [13m29s:3m35s] 5.77x 79% |███████████████████ | (116670/146792, 140 it/s) [13m30s:3m34s] 5.76x 79% |███████████████████ | (116746/146792, 141 it/s) [13m30s:3m32s] 5.77x 79% |███████████████████ | (116820/146792, 142 it/s) [13m31s:3m30s] 5.77x 79% |███████████████████ | (116891/146792, 142 it/s) [13m31s:3m30s] 5.77x 79% |███████████████████ | (116960/146792, 141 it/s) [13m32s:3m31s] 5.76x 79% |███████████████████ | (117036/146792, 143 it/s) [13m32s:3m27s] 5.77x 79% |███████████████████ | (117108/146792, 143 it/s) [13m33s:3m27s] 5.77x 79% |███████████████████ | (117181/146792, 145 it/s) [13m33s:3m23s] 5.77x 79% |███████████████████ | (117250/146792, 144 it/s) [13m34s:3m24s] 5.77x 79% |███████████████████ | (117320/146792, 144 it/s) [13m34s:3m25s] 5.76x 79% |███████████████████ | (117390/146792, 144 it/s) [13m35s:3m24s] 5.76x 80% |████████████████████ | (117465/146792, 144 it/s) [13m35s:3m23s] 5.76x 80% |████████████████████ | (117536/146792, 144 it/s) [13m36s:3m23s] 5.76x 80% |████████████████████ | (117602/146792, 143 it/s) [13m36s:3m24s] 5.76x 80% |████████████████████ | (117669/146792, 141 it/s) [13m37s:3m26s] 5.76x 80% |████████████████████ | (117744/146792, 142 it/s) [13m37s:3m24s] 5.76x 80% |████████████████████ | (117819/146792, 142 it/s) [13m38s:3m24s] 5.76x 80% |████████████████████ | (117897/146792, 143 it/s) [13m38s:3m21s] 5.76x 80% |████████████████████ | (117970/146792, 143 it/s) [13m39s:3m21s] 5.76x 80% |████████████████████ | (118041/146792, 144 it/s) [13m39s:3m20s] 5.76x 80% |████████████████████ | (118110/146792, 143 it/s) [13m40s:3m20s] 5.76x 80% |████████████████████ | (118175/146792, 142 it/s) [13m40s:3m21s] 5.76x 80% |████████████████████ | (118241/146792, 141 it/s) [13m41s:3m22s] 5.76x 80% |████████████████████ | (118312/146792, 142 it/s) [13m41s:3m20s] 5.76x 80% |████████████████████ | (118381/146792, 142 it/s) [13m42s:3m20s] 5.76x 80% |████████████████████ | (118448/146792, 142 it/s) [13m42s:3m19s] 5.76x 80% |████████████████████ | (118520/146792, 141 it/s) [13m43s:3m19s] 5.76x 80% |████████████████████ | (118586/146792, 140 it/s) [13m43s:3m21s] 5.76x 80% |████████████████████ | (118649/146792, 137 it/s) [13m44s:3m25s] 5.76x 80% |████████████████████ | (118718/146792, 136 it/s) [13m44s:3m26s] 5.76x 80% |████████████████████ | (118782/146792, 136 it/s) [13m45s:3m26s] 5.76x 80% |████████████████████ | (118853/146792, 135 it/s) [13m45s:3m26s] 5.76x 81% |████████████████████ | (118921/146792, 135 it/s) [13m46s:3m26s] 5.76x 81% |████████████████████ | (118989/146792, 135 it/s) [13m46s:3m26s] 5.76x 81% |████████████████████ | (119063/146792, 137 it/s) [13m47s:3m22s] 5.76x 81% |████████████████████ | (119122/146792, 135 it/s) [13m47s:3m24s] 5.76x 81% |████████████████████ | (119188/146792, 135 it/s) [13m48s:3m24s] 5.76x 81% |████████████████████ | (119260/146792, 135 it/s) [13m48s:3m24s] 5.76x 81% |████████████████████ | (119339/146792, 137 it/s) [13m49s:3m20s] 5.76x 81% |████████████████████ | (119407/146792, 136 it/s) [13m49s:3m21s] 5.76x 81% |████████████████████ | (119481/146792, 138 it/s) [13m50s:3m18s] 5.76x 81% |████████████████████ | (119549/146792, 138 it/s) [13m50s:3m17s] 5.76x 81% |████████████████████ | (119626/146792, 140 it/s) [13m51s:3m14s] 5.76x 81% |████████████████████ | (119699/146792, 140 it/s) [13m51s:3m14s] 5.76x 81% |████████████████████ | (119773/146792, 141 it/s) [13m52s:3m12s] 5.76x 81% |█████████████████████ | (119850/146792, 143 it/s) [13m52s:3m9s] 5.76x 81% |█████████████████████ | (119928/146792, 145 it/s) [13m53s:3m5s] 5.76x 81% |█████████████████████ | (119995/146792, 145 it/s) [13m53s:3m5s] 5.76x 81% |█████████████████████ | (120067/146792, 144 it/s) [13m54s:3m6s] 5.76x 81% |█████████████████████ | (120135/146792, 146 it/s) [13m54s:3m3s] 5.76x 81% |█████████████████████ | (120198/146792, 144 it/s) [13m55s:3m4s] 5.76x 81% |█████████████████████ | (120267/146792, 142 it/s) [13m55s:3m6s] 5.76x 81% |█████████████████████ | (120337/146792, 142 it/s) [13m56s:3m5s] 5.76x 82% |█████████████████████ | (120405/146792, 142 it/s) [13m56s:3m5s] 5.76x 82% |█████████████████████ | (120477/146792, 142 it/s) [13m57s:3m5s] 5.76x 82% |█████████████████████ | (120551/146792, 142 it/s) [13m57s:3m4s] 5.76x 82% |█████████████████████ | (120624/146792, 142 it/s) [13m58s:3m4s] 5.76x 82% |█████████████████████ | (120689/146792, 141 it/s) [13m58s:3m4s] 5.76x 82% |█████████████████████ | (120761/146792, 140 it/s) [13m59s:3m5s] 5.76x 82% |█████████████████████ | (120835/146792, 140 it/s) [13m59s:3m6s] 5.76x 82% |██████████████████████ | (120900/146792, 139 it/s) [14m0s:3m6s] 5.76x 82% |██████████████████████ | (120969/146792, 139 it/s) [14m0s:3m6s] 5.76x 82% |██████████████████████ | (121040/146792, 140 it/s) [14m1s:3m3s] 5.76x 82% |██████████████████████ | (121107/146792, 140 it/s) [14m1s:3m2s] 5.76x 82% |██████████████████████ | (121172/146792, 140 it/s) [14m2s:3m3s] 5.76x 82% |██████████████████████ | (121247/146792, 141 it/s) [14m2s:3m1s] 5.76x 82% |██████████████████████ | (121312/146792, 140 it/s) [14m3s:3m2s] 5.76x 82% |██████████████████████ | (121386/146792, 140 it/s) [14m3s:3m1s] 5.76x 82% |██████████████████████ | (121458/146792, 140 it/s) [14m4s:3m1s] 5.76x 82% |██████████████████████ | (121528/146792, 140 it/s) [14m4s:3m0s] 5.76x 82% |█████████████████████ | (121597/146792, 140 it/s) [14m5s:2m59s] 5.76x 82% |█████████████████████ | (121666/146792, 140 it/s) [14m5s:2m59s] 5.76x 82% |█████████████████████ | (121736/146792, 140 it/s) [14m6s:2m59s] 5.76x 82% |██████████████████████ | (121801/146792, 138 it/s) [14m6s:3m0s] 5.76x 83% |██████████████████████ | (121868/146792, 138 it/s) [14m7s:3m0s] 5.76x 83% |█████████████████████ | (121940/146792, 139 it/s) [14m7s:2m58s] 5.76x 83% |█████████████████████ | (122011/146792, 140 it/s) [14m8s:2m57s] 5.76x 83% |█████████████████████ | (122083/146792, 140 it/s) [14m8s:2m56s] 5.76x 83% |█████████████████████ | (122154/146792, 140 it/s) [14m9s:2m56s] 5.76x 83% |█████████████████████ | (122226/146792, 141 it/s) [14m9s:2m54s] 5.76x 83% |████████████████████ | (122300/146792, 141 it/s) [14m10s:2m53s] 5.76x 83% |████████████████████ | (122369/146792, 140 it/s) [14m10s:2m54s] 5.76x 83% |████████████████████ | (122438/146792, 141 it/s) [14m11s:2m52s] 5.76x 83% |████████████████████ | (122508/146792, 140 it/s) [14m11s:2m53s] 5.76x 83% |████████████████████ | (122576/146792, 140 it/s) [14m12s:2m52s] 5.76x 83% |████████████████████ | (122650/146792, 140 it/s) [14m12s:2m52s] 5.76x 83% |████████████████████ | (122721/146792, 140 it/s) [14m13s:2m51s] 5.76x 83% |████████████████████ | (122786/146792, 140 it/s) [14m13s:2m51s] 5.76x 83% |████████████████████ | (122860/146792, 141 it/s) [14m14s:2m49s] 5.76x 83% |████████████████████ | (122934/146792, 142 it/s) [14m14s:2m47s] 5.76x 83% |████████████████████ | (122999/146792, 141 it/s) [14m15s:2m48s] 5.76x 83% |████████████████████ | (123066/146792, 140 it/s) [14m15s:2m49s] 5.76x 83% |████████████████████ | (123136/146792, 140 it/s) [14m16s:2m49s] 5.76x 83% |████████████████████ | (123208/146792, 140 it/s) [14m16s:2m48s] 5.76x 83% |████████████████████ | (123278/146792, 140 it/s) [14m17s:2m48s] 5.76x 84% |█████████████████████ | (123343/146792, 139 it/s) [14m17s:2m48s] 5.76x 84% |█████████████████████ | (123409/146792, 138 it/s) [14m18s:2m49s] 5.76x 84% |█████████████████████ | (123473/146792, 137 it/s) [14m18s:2m50s] 5.76x 84% |█████████████████████ | (123543/146792, 136 it/s) [14m19s:2m50s] 5.76x 84% |█████████████████████ | (123610/146792, 136 it/s) [14m19s:2m50s] 5.76x 84% |█████████████████████ | (123680/146792, 135 it/s) [14m20s:2m50s] 5.76x 84% |█████████████████████ | (123748/146792, 136 it/s) [14m20s:2m49s] 5.76x 84% |█████████████████████ | (123819/146792, 137 it/s) [14m21s:2m48s] 5.76x 84% |█████████████████████ | (123894/146792, 138 it/s) [14m21s:2m46s] 5.76x 84% |█████████████████████ | (123972/146792, 138 it/s) [14m22s:2m45s] 5.76x 84% |█████████████████████ | (124047/146792, 139 it/s) [14m22s:2m44s] 5.76x 84% |█████████████████████ | (124112/146792, 138 it/s) [14m23s:2m44s] 5.76x 84% |█████████████████████ | (124186/146792, 139 it/s) [14m23s:2m42s] 5.76x 84% |█████████████████████ | (124255/146792, 140 it/s) [14m24s:2m40s] 5.76x 84% |█████████████████████ | (124327/146792, 140 it/s) [14m24s:2m40s] 5.76x 84% |█████████████████████ | (124397/146792, 141 it/s) [14m25s:2m38s] 5.76x 84% |█████████████████████ | (124474/146792, 143 it/s) [14m25s:2m36s] 5.76x 84% |█████████████████████ | (124544/146792, 143 it/s) [14m26s:2m35s] 5.76x 84% |█████████████████████ | (124613/146792, 143 it/s) [14m26s:2m34s] 5.76x 84% |█████████████████████ | (124679/146792, 142 it/s) [14m27s:2m35s] 5.75x 84% |█████████████████████ | (124754/146792, 142 it/s) [14m27s:2m34s] 5.75x 85% |█████████████████████ | (124825/146792, 141 it/s) [14m28s:2m35s] 5.75x 85% |█████████████████████ | (124900/146792, 143 it/s) [14m28s:2m32s] 5.76x 85% |█████████████████████ | (124976/146792, 144 it/s) [14m29s:2m31s] 5.76x 85% |█████████████████████ | (125049/146792, 144 it/s) [14m29s:2m30s] 5.76x 85% |█████████████████████ | (125122/146792, 145 it/s) [14m30s:2m29s] 5.76x 85% |█████████████████████ | (125205/146792, 145 it/s) [14m30s:2m29s] 5.76x 85% |█████████████████████ | (125271/146792, 144 it/s) [14m31s:2m29s] 5.76x 85% |█████████████████████ | (125341/146792, 144 it/s) [14m31s:2m28s] 5.76x 85% |█████████████████████ | (125411/146792, 144 it/s) [14m32s:2m28s] 5.76x 85% |█████████████████████ | (125481/146792, 145 it/s) [14m32s:2m26s] 5.76x 85% |█████████████████████ | (125544/146792, 143 it/s) [14m33s:2m28s] 5.76x 85% |█████████████████████ | (125621/146792, 144 it/s) [14m33s:2m26s] 5.76x 85% |█████████████████████ | (125697/146792, 144 it/s) [14m34s:2m26s] 5.76x 85% |█████████████████████ | (125761/146792, 143 it/s) [14m34s:2m27s] 5.75x 85% |█████████████████████ | (125830/146792, 143 it/s) [14m35s:2m26s] 5.75x 85% |█████████████████████ | (125902/146792, 142 it/s) [14m35s:2m27s] 5.75x 85% |█████████████████████ | (125980/146792, 142 it/s) [14m36s:2m26s] 5.76x 85% |█████████████████████ | (126058/146792, 143 it/s) [14m36s:2m25s] 5.76x 85% |█████████████████████ | (126132/146792, 143 it/s) [14m37s:2m24s] 5.76x 85% |█████████████████████ | (126204/146792, 143 it/s) [14m37s:2m24s] 5.76x 86% |█████████████████████ | (126281/146792, 144 it/s) [14m38s:2m22s] 5.76x 86% |█████████████████████ | (126350/146792, 144 it/s) [14m38s:2m22s] 5.76x 86% |█████████████████████ | (126421/146792, 144 it/s) [14m39s:2m21s] 5.76x 86% |█████████████████████ | (126491/146792, 145 it/s) [14m39s:2m19s] 5.76x 86% |█████████████████████ | (126569/146792, 145 it/s) [14m40s:2m19s] 5.76x 86% |█████████████████████ | (126642/146792, 145 it/s) [14m40s:2m18s] 5.76x 86% |█████████████████████ | (126711/146792, 145 it/s) [14m41s:2m18s] 5.76x 86% |█████████████████████ | (126779/146792, 145 it/s) [14m41s:2m18s] 5.76x 86% |█████████████████████ | (126850/146792, 145 it/s) [14m42s:2m17s] 5.76x 86% |█████████████████████ | (126928/146792, 145 it/s) [14m42s:2m17s] 5.76x 86% |█████████████████████ | (127002/146792, 145 it/s) [14m43s:2m16s] 5.76x 86% |█████████████████████ | (127069/146792, 145 it/s) [14m43s:2m16s] 5.76x 86% |█████████████████████ | (127138/146792, 144 it/s) [14m44s:2m16s] 5.76x 86% |█████████████████████ | (127204/146792, 142 it/s) [14m44s:2m18s] 5.75x 86% |█████████████████████ | (127276/146792, 142 it/s) [14m45s:2m17s] 5.75x 86% |█████████████████████ | (127343/146792, 142 it/s) [14m45s:2m17s] 5.75x 86% |█████████████████████ | (127415/146792, 142 it/s) [14m46s:2m16s] 5.75x 86% |█████████████████████ | (127490/146792, 143 it/s) [14m46s:2m15s] 5.75x 86% |█████████████████████ | (127561/146792, 142 it/s) [14m47s:2m15s] 5.75x 86% |█████████████████████ | (127633/146792, 143 it/s) [14m47s:2m14s] 5.75x 86% |█████████████████████ | (127704/146792, 143 it/s) [14m48s:2m13s] 5.75x 87% |█████████████████████ | (127775/146792, 142 it/s) [14m48s:2m14s] 5.75x 87% |█████████████████████ | (127846/146792, 141 it/s) [14m49s:2m14s] 5.75x 87% |█████████████████████ | (127918/146792, 142 it/s) [14m49s:2m12s] 5.75x 87% |█████████████████████ | (127994/146792, 144 it/s) [14m50s:2m10s] 5.75x 87% |█████████████████████ | (128070/146792, 144 it/s) [14m50s:2m10s] 5.76x 87% |██████████████████████ | (128144/146792, 145 it/s) [14m51s:2m8s] 5.76x 87% |██████████████████████ | (128219/146792, 146 it/s) [14m51s:2m7s] 5.76x 87% |██████████████████████ | (128297/146792, 146 it/s) [14m52s:2m6s] 5.76x 87% |██████████████████████ | (128375/146792, 148 it/s) [14m52s:2m4s] 5.76x 87% |██████████████████████ | (128453/146792, 149 it/s) [14m53s:2m3s] 5.76x 87% |██████████████████████ | (128530/146792, 150 it/s) [14m53s:2m1s] 5.76x 87% |██████████████████████ | (128606/146792, 151 it/s) [14m54s:2m0s] 5.76x 87% |█████████████████████ | (128681/146792, 152 it/s) [14m54s:1m59s] 5.76x 87% |█████████████████████ | (128758/146792, 153 it/s) [14m55s:1m58s] 5.76x 87% |█████████████████████ | (128839/146792, 154 it/s) [14m55s:1m56s] 5.76x 87% |█████████████████████ | (128922/146792, 155 it/s) [14m56s:1m55s] 5.76x 87% |█████████████████████ | (128999/146792, 156 it/s) [14m56s:1m54s] 5.76x 87% |█████████████████████ | (129074/146792, 156 it/s) [14m57s:1m53s] 5.76x 87% |█████████████████████ | (129147/146792, 155 it/s) [14m57s:1m53s] 5.76x 88% |██████████████████████ | (129217/146792, 155 it/s) [14m58s:1m53s] 5.76x 88% |██████████████████████ | (129289/146792, 154 it/s) [14m58s:1m54s] 5.76x 88% |██████████████████████ | (129360/146792, 152 it/s) [14m59s:1m54s] 5.76x 88% |██████████████████████ | (129430/146792, 151 it/s) [14m59s:1m55s] 5.76x 88% |██████████████████████ | (129507/146792, 151 it/s) [15m0s:1m54s] 5.76x 88% |██████████████████████ | (129581/146792, 151 it/s) [15m0s:1m54s] 5.76x 88% |██████████████████████ | (129654/146792, 151 it/s) [15m1s:1m53s] 5.76x 88% |██████████████████████ | (129728/146792, 150 it/s) [15m1s:1m53s] 5.76x 88% |██████████████████████ | (129802/146792, 149 it/s) [15m2s:1m54s] 5.76x 88% |██████████████████████ | (129868/146792, 149 it/s) [15m2s:1m53s] 5.76x 88% |██████████████████████ | (129936/146792, 145 it/s) [15m3s:1m56s] 5.76x 88% |██████████████████████ | (130012/146792, 145 it/s) [15m3s:1m55s] 5.76x 88% |██████████████████████ | (130084/146792, 145 it/s) [15m4s:1m55s] 5.76x 88% |██████████████████████ | (130155/146792, 145 it/s) [15m4s:1m54s] 5.76x 88% |██████████████████████ | (130231/146792, 146 it/s) [15m5s:1m53s] 5.76x 88% |██████████████████████ | (130293/146792, 144 it/s) [15m5s:1m54s] 5.76x 88% |██████████████████████ | (130370/146792, 145 it/s) [15m6s:1m53s] 5.76x 88% |██████████████████████ | (130443/146792, 144 it/s) [15m6s:1m53s] 5.76x 88% |██████████████████████ | (130515/146792, 144 it/s) [15m7s:1m52s] 5.76x 88% |██████████████████████ | (130592/146792, 145 it/s) [15m7s:1m52s] 5.76x 89% |███████████████████████ | (130665/146792, 145 it/s) [15m8s:1m51s] 5.76x 89% |███████████████████████ | (130737/146792, 144 it/s) [15m8s:1m51s] 5.76x 89% |███████████████████████ | (130813/146792, 145 it/s) [15m9s:1m50s] 5.76x 89% |███████████████████████ | (130881/146792, 145 it/s) [15m9s:1m49s] 5.76x 89% |██████████████████████ | (130950/146792, 144 it/s) [15m10s:1m50s] 5.76x 89% |██████████████████████ | (131017/146792, 143 it/s) [15m10s:1m50s] 5.76x 89% |██████████████████████ | (131092/146792, 143 it/s) [15m11s:1m50s] 5.76x 89% |██████████████████████ | (131168/146792, 143 it/s) [15m11s:1m49s] 5.76x 89% |██████████████████████ | (131247/146792, 146 it/s) [15m12s:1m46s] 5.76x 89% |██████████████████████ | (131321/146792, 145 it/s) [15m12s:1m46s] 5.76x 89% |██████████████████████ | (131398/146792, 145 it/s) [15m13s:1m45s] 5.76x 89% |██████████████████████ | (131468/146792, 146 it/s) [15m13s:1m45s] 5.76x 89% |██████████████████████ | (131546/146792, 146 it/s) [15m14s:1m44s] 5.76x 89% |██████████████████████ | (131624/146792, 146 it/s) [15m14s:1m43s] 5.76x 89% |██████████████████████ | (131694/146792, 146 it/s) [15m15s:1m43s] 5.76x 89% |██████████████████████ | (131764/146792, 144 it/s) [15m15s:1m44s] 5.76x 89% |██████████████████████ | (131838/146792, 146 it/s) [15m16s:1m42s] 5.76x 89% |██████████████████████ | (131914/146792, 147 it/s) [15m16s:1m41s] 5.76x 89% |██████████████████████ | (131987/146792, 147 it/s) [15m17s:1m40s] 5.76x 89% |██████████████████████ | (132058/146792, 148 it/s) [15m17s:1m39s] 5.76x 90% |██████████████████████ | (132131/146792, 148 it/s) [15m18s:1m39s] 5.76x 90% |██████████████████████ | (132204/146792, 148 it/s) [15m18s:1m38s] 5.76x 90% |██████████████████████ | (132283/146792, 147 it/s) [15m19s:1m38s] 5.76x 90% |██████████████████████ | (132367/146792, 149 it/s) [15m19s:1m36s] 5.76x 90% |██████████████████████ | (132452/146792, 151 it/s) [15m20s:1m34s] 5.76x 90% |██████████████████████ | (132537/146792, 153 it/s) [15m20s:1m33s] 5.76x 90% |██████████████████████ | (132625/146792, 156 it/s) [15m21s:1m30s] 5.76x 90% |██████████████████████ | (132703/146792, 158 it/s) [15m21s:1m29s] 5.76x 90% |██████████████████████ | (132777/146792, 158 it/s) [15m22s:1m28s] 5.76x 90% |██████████████████████ | (132854/146792, 158 it/s) [15m22s:1m28s] 5.76x 90% |██████████████████████ | (132939/146792, 159 it/s) [15m23s:1m27s] 5.76x 90% |██████████████████████ | (133018/146792, 160 it/s) [15m23s:1m25s] 5.76x 90% |██████████████████████ | (133095/146792, 161 it/s) [15m24s:1m25s] 5.76x 90% |██████████████████████ | (133180/146792, 161 it/s) [15m24s:1m24s] 5.76x 90% |██████████████████████ | (133270/146792, 163 it/s) [15m25s:1m22s] 5.76x 90% |██████████████████████ | (133357/146792, 164 it/s) [15m25s:1m21s] 5.77x 90% |██████████████████████ | (133439/146792, 164 it/s) [15m26s:1m21s] 5.77x 90% |██████████████████████ | (133532/146792, 164 it/s) [15m26s:1m20s] 5.77x 91% |██████████████████████ | (133620/146792, 165 it/s) [15m27s:1m19s] 5.77x 91% |██████████████████████ | (133713/146792, 166 it/s) [15m27s:1m18s] 5.77x 91% |██████████████████████ | (133784/146792, 165 it/s) [15m28s:1m18s] 5.77x 91% |██████████████████████ | (133861/146792, 165 it/s) [15m28s:1m18s] 5.77x 91% |██████████████████████ | (133950/146792, 167 it/s) [15m29s:1m16s] 5.77x 91% |██████████████████████ | (134031/146792, 167 it/s) [15m29s:1m16s] 5.77x 91% |██████████████████████ | (134107/146792, 167 it/s) [15m30s:1m15s] 5.77x 91% |██████████████████████ | (134181/146792, 164 it/s) [15m30s:1m16s] 5.77x 91% |██████████████████████ | (134266/146792, 164 it/s) [15m31s:1m16s] 5.77x 91% |██████████████████████ | (134345/146792, 163 it/s) [15m31s:1m16s] 5.77x 91% |██████████████████████ | (134415/146792, 160 it/s) [15m32s:1m17s] 5.77x 91% |██████████████████████ | (134499/146792, 159 it/s) [15m32s:1m17s] 5.77x 91% |██████████████████████ | (134578/146792, 159 it/s) [15m33s:1m16s] 5.77x 91% |██████████████████████ | (134657/146792, 156 it/s) [15m33s:1m17s] 5.77x 91% |██████████████████████ | (134727/146792, 156 it/s) [15m34s:1m17s] 5.77x 91% |██████████████████████ | (134804/146792, 156 it/s) [15m34s:1m16s] 5.77x 91% |██████████████████████ | (134877/146792, 153 it/s) [15m35s:1m17s] 5.77x 91% |██████████████████████ | (134964/146792, 154 it/s) [15m35s:1m16s] 5.77x 91% |██████████████████████ | (135044/146792, 155 it/s) [15m36s:1m15s] 5.77x 92% |███████████████████████ | (135130/146792, 157 it/s) [15m36s:1m14s] 5.77x 92% |███████████████████████ | (135206/146792, 156 it/s) [15m37s:1m14s] 5.77x 92% |███████████████████████ | (135302/146792, 161 it/s) [15m37s:1m11s] 5.77x 92% |███████████████████████ | (135378/146792, 161 it/s) [15m38s:1m10s] 5.77x 92% |███████████████████████ | (135453/146792, 160 it/s) [15m38s:1m11s] 5.77x 92% |███████████████████████ | (135520/146792, 157 it/s) [15m39s:1m11s] 5.77x 92% |███████████████████████ | (135594/146792, 157 it/s) [15m39s:1m11s] 5.77x 92% |███████████████████████ | (135661/146792, 157 it/s) [15m40s:1m10s] 5.77x 92% |███████████████████████ | (135736/146792, 157 it/s) [15m40s:1m10s] 5.77x 92% |███████████████████████ | (135807/146792, 156 it/s) [15m41s:1m10s] 5.77x 92% |███████████████████████ | (135892/146792, 156 it/s) [15m41s:1m9s] 5.78x 92% |███████████████████████ | (135975/146792, 156 it/s) [15m42s:1m9s] 5.78x 92% |███████████████████████ | (136049/146792, 155 it/s) [15m42s:1m9s] 5.78x 92% |███████████████████████ | (136120/146792, 152 it/s) [15m43s:1m10s] 5.78x 92% |███████████████████████ | (136187/146792, 150 it/s) [15m43s:1m10s] 5.78x 92% |███████████████████████ | (136252/146792, 144 it/s) [15m44s:1m13s] 5.78x 92% |███████████████████████ | (136323/146792, 144 it/s) [15m44s:1m12s] 5.78x 92% |███████████████████████ | (136391/146792, 143 it/s) [15m45s:1m12s] 5.77x 92% |███████████████████████ | (136470/146792, 145 it/s) [15m45s:1m11s] 5.78x 93% |███████████████████████ | (136540/146792, 145 it/s) [15m46s:1m10s] 5.78x 93% |███████████████████████ | (136610/146792, 145 it/s) [15m46s:1m10s] 5.77x 93% |███████████████████████ | (136682/146792, 144 it/s) [15m47s:1m10s] 5.77x 93% |████████████████████████ | (136752/146792, 144 it/s) [15m47s:1m9s] 5.77x 93% |███████████████████████ | (136826/146792, 142 it/s) [15m48s:1m10s] 5.77x 93% |███████████████████████ | (136894/146792, 141 it/s) [15m48s:1m10s] 5.77x 93% |████████████████████████ | (136972/146792, 142 it/s) [15m49s:1m8s] 5.78x 93% |████████████████████████ | (137040/146792, 143 it/s) [15m49s:1m8s] 5.77x 93% |████████████████████████ | (137111/146792, 144 it/s) [15m50s:1m7s] 5.77x 93% |████████████████████████ | (137186/146792, 145 it/s) [15m50s:1m6s] 5.77x 93% |████████████████████████ | (137263/146792, 145 it/s) [15m51s:1m5s] 5.78x 93% |████████████████████████ | (137335/146792, 144 it/s) [15m51s:1m5s] 5.78x 93% |████████████████████████ | (137410/146792, 145 it/s) [15m52s:1m4s] 5.78x 93% |████████████████████████ | (137480/146792, 145 it/s) [15m52s:1m4s] 5.78x 93% |████████████████████████ | (137553/146792, 145 it/s) [15m53s:1m3s] 5.78x 93% |████████████████████████ | (137627/146792, 145 it/s) [15m53s:1m3s] 5.78x 93% |████████████████████████ | (137705/146792, 145 it/s) [15m54s:1m2s] 5.78x 93% |████████████████████████ | (137787/146792, 147 it/s) [15m54s:1m1s] 5.78x 93% |████████████████████████ | (137859/146792, 146 it/s) [15m55s:1m1s] 5.78x 93% |████████████████████████ | (137934/146792, 148 it/s) [15m55s:1m0s] 5.78x 94% |█████████████████████████ | (138010/146792, 148 it/s) [15m56s:59s] 5.78x 94% |█████████████████████████ | (138083/146792, 148 it/s) [15m56s:58s] 5.78x 94% |█████████████████████████ | (138159/146792, 149 it/s) [15m57s:58s] 5.78x 94% |█████████████████████████ | (138232/146792, 148 it/s) [15m57s:57s] 5.78x 94% |█████████████████████████ | (138301/146792, 147 it/s) [15m58s:57s] 5.78x 94% |█████████████████████████ | (138371/146792, 147 it/s) [15m58s:57s] 5.78x 94% |█████████████████████████ | (138446/146792, 147 it/s) [15m59s:56s] 5.78x 94% |█████████████████████████ | (138517/146792, 147 it/s) [15m59s:56s] 5.78x 94% |██████████████████████████ | (138589/146792, 147 it/s) [16m0s:55s] 5.78x 94% |██████████████████████████ | (138666/146792, 146 it/s) [16m0s:55s] 5.78x 94% |██████████████████████████ | (138729/146792, 144 it/s) [16m1s:55s] 5.78x 94% |██████████████████████████ | (138793/146792, 142 it/s) [16m1s:56s] 5.78x 94% |██████████████████████████ | (138867/146792, 142 it/s) [16m2s:55s] 5.78x 94% |██████████████████████████ | (138939/146792, 141 it/s) [16m2s:55s] 5.78x 94% |██████████████████████████ | (139007/146792, 140 it/s) [16m3s:55s] 5.78x 94% |██████████████████████████ | (139073/146792, 140 it/s) [16m3s:55s] 5.78x 94% |██████████████████████████ | (139141/146792, 139 it/s) [16m4s:54s] 5.78x 94% |██████████████████████████ | (139215/146792, 140 it/s) [16m4s:54s] 5.78x 94% |██████████████████████████ | (139285/146792, 139 it/s) [16m5s:53s] 5.78x 94% |██████████████████████████ | (139340/146792, 135 it/s) [16m5s:55s] 5.77x 94% |██████████████████████████ | (139413/146792, 137 it/s) [16m6s:53s] 5.77x 95% |██████████████████████████ | (139484/146792, 138 it/s) [16m6s:52s] 5.77x 95% |██████████████████████████ | (139549/146792, 136 it/s) [16m7s:53s] 5.77x 95% |██████████████████████████ | (139609/146792, 136 it/s) [16m7s:52s] 5.77x 95% |██████████████████████████ | (139677/146792, 135 it/s) [16m8s:52s] 5.77x 95% |██████████████████████████ | (139735/146792, 135 it/s) [16m8s:52s] 5.77x 95% |██████████████████████████ | (139799/146792, 133 it/s) [16m9s:52s] 5.77x 95% |██████████████████████████ | (139872/146792, 135 it/s) [16m9s:51s] 5.77x 95% |█████████████████████████ | (139934/146792, 135 it/s) [16m10s:50s] 5.77x 95% |█████████████████████████ | (139993/146792, 133 it/s) [16m10s:51s] 5.77x 95% |█████████████████████████ | (140061/146792, 132 it/s) [16m11s:51s] 5.77x 95% |█████████████████████████ | (140125/146792, 131 it/s) [16m11s:51s] 5.77x 95% |█████████████████████████ | (140186/146792, 132 it/s) [16m12s:50s] 5.77x 95% |█████████████████████████ | (140255/146792, 131 it/s) [16m12s:49s] 5.77x 95% |█████████████████████████ | (140324/146792, 131 it/s) [16m13s:49s] 5.77x 95% |█████████████████████████ | (140386/146792, 130 it/s) [16m13s:49s] 5.77x 95% |█████████████████████████ | (140445/146792, 129 it/s) [16m14s:49s] 5.77x 95% |█████████████████████████ | (140513/146792, 130 it/s) [16m14s:48s] 5.77x 95% |█████████████████████████ | (140574/146792, 129 it/s) [16m15s:48s] 5.77x 95% |█████████████████████████ | (140630/146792, 126 it/s) [16m15s:48s] 5.77x 95% |█████████████████████████ | (140698/146792, 128 it/s) [16m16s:47s] 5.77x 95% |█████████████████████████ | (140767/146792, 128 it/s) [16m16s:47s] 5.77x 95% |█████████████████████████ | (140836/146792, 129 it/s) [16m17s:46s] 5.77x 95% |█████████████████████████ | (140907/146792, 131 it/s) [16m17s:44s] 5.77x 96% |█████████████████████████ | (140980/146792, 132 it/s) [16m18s:44s] 5.77x 96% |█████████████████████████ | (141043/146792, 131 it/s) [16m18s:43s] 5.77x 96% |█████████████████████████ | (141116/146792, 131 it/s) [16m19s:43s] 5.77x 96% |█████████████████████████ | (141183/146792, 133 it/s) [16m19s:42s] 5.77x 96% |█████████████████████████ | (141254/146792, 134 it/s) [16m20s:41s] 5.77x 96% |█████████████████████████ | (141325/146792, 134 it/s) [16m20s:40s] 5.77x 96% |█████████████████████████ | (141395/146792, 136 it/s) [16m21s:39s] 5.77x 96% |█████████████████████████ | (141460/146792, 138 it/s) [16m21s:38s] 5.77x 96% |█████████████████████████ | (141530/146792, 138 it/s) [16m22s:38s] 5.77x 96% |█████████████████████████ | (141604/146792, 139 it/s) [16m22s:37s] 5.77x 96% |█████████████████████████ | (141677/146792, 140 it/s) [16m23s:36s] 5.77x 96% |█████████████████████████ | (141754/146792, 141 it/s) [16m23s:35s] 5.77x 96% |█████████████████████████ | (141829/146792, 141 it/s) [16m24s:35s] 5.77x 96% |█████████████████████████ | (141905/146792, 141 it/s) [16m24s:34s] 5.77x 96% |█████████████████████████ | (141978/146792, 144 it/s) [16m25s:33s] 5.77x 96% |█████████████████████████ | (142049/146792, 144 it/s) [16m25s:32s] 5.77x 96% |█████████████████████████ | (142119/146792, 144 it/s) [16m26s:32s] 5.77x 96% |█████████████████████████ | (142188/146792, 143 it/s) [16m26s:32s] 5.77x 96% |█████████████████████████ | (142263/146792, 145 it/s) [16m27s:31s] 5.77x 96% |█████████████████████████ | (142336/146792, 145 it/s) [16m27s:30s] 5.77x 97% |██████████████████████████ | (142407/146792, 146 it/s) [16m28s:30s] 5.77x 97% |██████████████████████████ | (142477/146792, 145 it/s) [16m28s:29s] 5.77x 97% |██████████████████████████ | (142550/146792, 145 it/s) [16m29s:29s] 5.77x 97% |██████████████████████████ | (142624/146792, 144 it/s) [16m29s:28s] 5.77x 97% |██████████████████████████ | (142698/146792, 144 it/s) [16m30s:28s] 5.77x 97% |██████████████████████████ | (142770/146792, 144 it/s) [16m30s:27s] 5.77x 97% |██████████████████████████ | (142842/146792, 144 it/s) [16m31s:27s] 5.77x 97% |██████████████████████████ | (142915/146792, 145 it/s) [16m31s:26s] 5.77x 97% |██████████████████████████ | (142989/146792, 146 it/s) [16m32s:26s] 5.77x 97% |██████████████████████████ | (143062/146792, 145 it/s) [16m32s:25s] 5.77x 97% |██████████████████████████ | (143133/146792, 145 it/s) [16m33s:25s] 5.77x 97% |██████████████████████████ | (143203/146792, 145 it/s) [16m33s:24s] 5.77x 97% |██████████████████████████ | (143273/146792, 145 it/s) [16m34s:24s] 5.77x 97% |██████████████████████████ | (143346/146792, 145 it/s) [16m34s:23s] 5.77x 97% |██████████████████████████ | (143416/146792, 144 it/s) [16m35s:23s] 5.77x 97% |██████████████████████████ | (143487/146792, 143 it/s) [16m35s:23s] 5.77x 97% |██████████████████████████ | (143559/146792, 143 it/s) [16m36s:22s] 5.77x 97% |██████████████████████████ | (143627/146792, 142 it/s) [16m36s:22s] 5.77x 97% |██████████████████████████ | (143695/146792, 141 it/s) [16m37s:21s] 5.77x 97% |██████████████████████████ | (143771/146792, 141 it/s) [16m37s:21s] 5.77x 97% |██████████████████████████ | (143844/146792, 141 it/s) [16m38s:20s] 5.77x 98% |██████████████████████████ | (143914/146792, 141 it/s) [16m38s:20s] 5.77x 98% |██████████████████████████ | (143986/146792, 141 it/s) [16m39s:19s] 5.77x 98% |██████████████████████████ | (144058/146792, 141 it/s) [16m39s:19s] 5.77x 98% |██████████████████████████ | (144129/146792, 141 it/s) [16m40s:18s] 5.77x 98% |██████████████████████████ | (144196/146792, 140 it/s) [16m40s:18s] 5.77x 98% |██████████████████████████ | (144256/146792, 138 it/s) [16m41s:18s] 5.77x 98% |██████████████████████████ | (144320/146792, 137 it/s) [16m41s:18s] 5.77x 98% |██████████████████████████ | (144391/146792, 137 it/s) [16m42s:17s] 5.77x 98% |██████████████████████████ | (144454/146792, 136 it/s) [16m42s:17s] 5.76x 98% |██████████████████████████ | (144516/146792, 135 it/s) [16m43s:16s] 5.76x 98% |██████████████████████████ | (144584/146792, 133 it/s) [16m43s:16s] 5.76x 98% |██████████████████████████ | (144645/146792, 133 it/s) [16m44s:16s] 5.76x 98% |██████████████████████████ | (144707/146792, 132 it/s) [16m44s:15s] 5.76x 98% |██████████████████████████ | (144775/146792, 131 it/s) [16m45s:15s] 5.76x 98% |██████████████████████████ | (144830/146792, 128 it/s) [16m45s:15s] 5.76x 98% |██████████████████████████ | (144892/146792, 127 it/s) [16m46s:15s] 5.76x 98% |██████████████████████████ | (144958/146792, 128 it/s) [16m46s:14s] 5.76x 98% |██████████████████████████ | (145019/146792, 127 it/s) [16m47s:13s] 5.76x 98% |██████████████████████████ | (145082/146792, 126 it/s) [16m47s:13s] 5.76x 98% |██████████████████████████ | (145149/146792, 126 it/s) [16m48s:13s] 5.76x 98% |██████████████████████████ | (145217/146792, 126 it/s) [16m48s:12s] 5.76x 98% |██████████████████████████ | (145277/146792, 127 it/s) [16m49s:11s] 5.76x 99% |██████████████████████████ | (145338/146792, 125 it/s) [16m49s:11s] 5.76x 99% |██████████████████████████ | (145407/146792, 127 it/s) [16m50s:10s] 5.76x 99% |██████████████████████████ | (145471/146792, 127 it/s) [16m50s:10s] 5.76x 99% |██████████████████████████ | (145525/146792, 125 it/s) [16m51s:10s] 5.76x 99% |███████████████████████████ | (145591/146792, 127 it/s) [16m51s:9s] 5.76x 99% |███████████████████████████ | (145662/146792, 129 it/s) [16m52s:8s] 5.76x 99% |███████████████████████████ | (145731/146792, 130 it/s) [16m52s:8s] 5.76x 99% |███████████████████████████ | (145794/146792, 130 it/s) [16m53s:7s] 5.76x 99% |███████████████████████████ | (145855/146792, 130 it/s) [16m53s:7s] 5.76x 99% |███████████████████████████ | (145923/146792, 130 it/s) [16m54s:6s] 5.76x 99% |███████████████████████████ | (145989/146792, 130 it/s) [16m54s:6s] 5.76x 99% |███████████████████████████ | (146053/146792, 130 it/s) [16m55s:5s] 5.76x 99% |███████████████████████████ | (146117/146792, 130 it/s) [16m55s:5s] 5.76x 99% |███████████████████████████ | (146179/146792, 130 it/s) [16m56s:4s] 5.76x 99% |███████████████████████████ | (146239/146792, 130 it/s) [16m56s:4s] 5.76x 99% |███████████████████████████ | (146290/146792, 128 it/s) [16m57s:3s] 5.75x 99% |███████████████████████████ | (146345/146792, 127 it/s) [16m57s:3s] 5.75x 99% |███████████████████████████ | (146397/146792, 124 it/s) [16m58s:3s] 5.75x 99% |███████████████████████████ | (146459/146792, 122 it/s) [16m58s:2s] 5.75x 99% |███████████████████████████ | (146520/146792, 122 it/s) [16m59s:2s] 5.75x 99% |███████████████████████████ | (146581/146792, 120 it/s) [16m59s:1s] 5.75x 99% |████████████████████████████ | (146634/146792, 119 it/s) [17m0s:1s] 5.75x 99% |████████████████████████████ | (146697/146792, 118 it/s) [17m0s:0s] 5.75x 99% |████████████████████████████ | (146754/146792, 117 it/s) [17m1s:0s] 5.75x 100% |█████████████████████████████| (146792/146792, 144 it/s) 5.75x 100% |█████████████████████████████| (146792/146792, 144 it/s)2026-09-24 02:26:12 [INFO] Prepared camera 0 in 17m2.00592124s 2026-09-24 02:26:12 [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% | | (0/146790, 0 it/hr) [0s:0s] 0% | | (13/146790, 14 it/s) [0s:3h0m35s] 0.959x 0% | | (76/146790, 152 it/s) [1s:16m6s] 3.04x 0% | | (146/146790, 146 it/s) [1s:16m47s] 3.86x 0% | | (221/146790, 146 it/s) [2s:16m46s] 4.4x 0% | | (302/146790, 149 it/s) [2s:16m22s] 4.81x 0% | | (372/146790, 147 it/s) [3s:16m37s] 4.96x 0% | | (451/146790, 149 it/s) [3s:16m21s] 5.14x 0% | | (532/146790, 151 it/s) [4s:16m7s] 5.31x 0% | | (603/146790, 150 it/s) [4s:16m15s] 5.35x 0% | | (676/146790, 149 it/s) [5s:16m18s] 5.4x 0% | | (748/146790, 149 it/s) [5s:16m17s] 5.43x 0% | | (818/146790, 149 it/s) [6s:16m22s] 5.44x 0% | | (890/146790, 148 it/s) [6s:16m25s] 5.47x 0% | | (966/146790, 148 it/s) [7s:16m24s] 5.51x 0% | | (1047/146790, 150 it/s) [7s:16m9s] 5.57x 0% | | (1128/146790, 151 it/s) [8s:16m5s] 5.63x 0% | | (1208/146790, 153 it/s) [8s:15m53s] 5.67x 0% | | (1287/146790, 153 it/s) [9s:15m52s] 5.71x 0% | | (1362/146790, 152 it/s) [9s:15m54s] 5.72x 0% | | (1447/146790, 152 it/s) [10s:15m53s] 5.78x 1% | | (1533/146790, 153 it/s) [10s:15m47s] 5.83x 1% | | (1611/146790, 155 it/s) [11s:15m39s] 5.85x 1% | | (1688/146790, 155 it/s) [11s:15m38s] 5.86x 1% | | (1771/146790, 156 it/s) [12s:15m29s] 5.89x 1% | | (1852/146790, 158 it/s) [12s:15m17s] 5.92x 1% | | (1932/146790, 158 it/s) [13s:15m17s] 5.94x 1% | | (2010/146790, 159 it/s) [13s:15m8s] 5.95x 1% | | (2095/146790, 161 it/s) [14s:14m57s] 5.98x 1% | | (2183/146790, 163 it/s) [14s:14m49s] 6.01x 1% | | (2261/146790, 162 it/s) [15s:14m51s] 6.02x 1% | | (2343/146790, 162 it/s) [15s:14m48s] 6.04x 1% | | (2425/146790, 162 it/s) [16s:14m48s] 6.05x 1% | | (2509/146790, 164 it/s) [16s:14m41s] 6.07x 1% | | (2589/146790, 163 it/s) [17s:14m47s] 6.08x 1% | | (2676/146790, 164 it/s) [17s:14m36s] 6.11x 1% | | (2760/146790, 165 it/s) [18s:14m32s] 6.12x 1% | | (2838/146790, 165 it/s) [18s:14m31s] 6.13x 1% | | (2913/146790, 164 it/s) [19s:14m35s] 6.12x 2% | | (2994/146790, 165 it/s) [19s:14m33s] 6.13x 2% | | (3072/146790, 165 it/s) [20s:14m32s] 6.14x 2% | | (3155/146790, 164 it/s) [20s:14m37s] 6.15x 2% | | (3233/146790, 164 it/s) [21s:14m36s] 6.15x 2% | | (3317/146790, 162 it/s) [21s:14m43s] 6.16x 2% | | (3403/146790, 164 it/s) [22s:14m35s] 6.18x 2% | | (3484/146790, 164 it/s) [22s:14m34s] 6.18x 2% | | (3560/146790, 163 it/s) [23s:14m37s] 6.18x 2% | | (3642/146790, 163 it/s) [23s:14m38s] 6.19x 2% | | (3717/146790, 162 it/s) [24s:14m42s] 6.19x 2% | | (3804/146790, 162 it/s) [24s:14m41s] 6.2x 2% | | (3880/146790, 160 it/s) [25s:14m50s] 6.2x 2% | | (3955/146790, 160 it/s) [25s:14m50s] 6.2x 2% | | (4038/146790, 161 it/s) [26s:14m46s] 6.2x 2% | | (4121/146790, 161 it/s) [26s:14m46s] 6.21x 2% | | (4196/146790, 161 it/s) [27s:14m47s] 6.21x 2% | | (4274/146790, 160 it/s) [27s:14m50s] 6.21x 2% | | (4356/146790, 160 it/s) [28s:14m48s] 6.21x 3% | | (4438/146790, 160 it/s) [28s:14m52s] 6.22x 3% | | (4517/146790, 160 it/s) [29s:14m51s] 6.22x 3% | | (4594/146790, 159 it/s) [29s:14m56s] 6.22x 3% | | (4675/146790, 160 it/s) [30s:14m49s] 6.23x 3% | | (4755/146790, 160 it/s) [30s:14m48s] 6.23x 3% | | (4830/146790, 158 it/s) [31s:14m59s] 6.22x 3% | | (4907/146790, 158 it/s) [31s:14m57s] 6.22x 3% | | (4987/146790, 158 it/s) [32s:14m55s] 6.23x 3% | | (5067/146790, 159 it/s) [32s:14m53s] 6.23x 3% | | (5149/146790, 159 it/s) [33s:14m48s] 6.23x 3% | | (5226/146790, 158 it/s) [33s:14m53s] 6.23x 3% | | (5299/146790, 157 it/s) [34s:15m3s] 6.23x 3% | | (5373/146790, 156 it/s) [34s:15m8s] 6.22x 3% | | (5452/146790, 156 it/s) [35s:15m6s] 6.22x 3% | | (5530/146790, 156 it/s) [35s:15m5s] 6.22x 3% | | (5610/146790, 156 it/s) [36s:15m7s] 6.23x 3% | | (5690/146790, 156 it/s) [36s:15m4s] 6.23x 3% | | (5764/146790, 155 it/s) [37s:15m7s] 6.22x 3% | | (5847/146790, 155 it/s) [37s:15m7s] 6.23x 4% |█ | (5927/146790, 156 it/s) [38s:15m4s] 6.23x 4% |█ | (6006/146790, 155 it/s) [38s:15m5s] 6.23x 4% |█ | (6085/146790, 155 it/s) [39s:15m8s] 6.23x 4% |█ | (6167/146790, 156 it/s) [39s:15m2s] 6.24x 4% |█ | (6249/146790, 156 it/s) [40s:15m1s] 6.24x 4% |█ | (6328/146790, 157 it/s) [40s:14m52s] 6.24x 4% |█ | (6410/146790, 159 it/s) [41s:14m42s] 6.25x 4% |█ | (6491/146790, 159 it/s) [41s:14m39s] 6.25x 4% |█ | (6569/146790, 159 it/s) [42s:14m40s] 6.25x 4% |█ | (6651/146790, 160 it/s) [43s:14m38s] 6.25x 4% |█ | (6733/146790, 161 it/s) [43s:14m28s] 6.26x 4% |█ | (6810/146790, 161 it/s) [44s:14m28s] 6.25x 4% |█ | (6890/146790, 161 it/s) [44s:14m30s] 6.26x 4% |█ | (6968/146790, 160 it/s) [45s:14m31s] 6.26x 4% |█ | (7044/146790, 160 it/s) [45s:14m34s] 6.25x 4% |█ | (7120/146790, 159 it/s) [46s:14m40s] 6.25x 4% |█ | (7199/146790, 158 it/s) [46s:14m42s] 6.25x 4% |█ | (7266/146790, 155 it/s) [47s:14m58s] 6.25x 5% |█ | (7348/146790, 155 it/s) [47s:14m57s] 6.25x 5% |█ | (7427/146790, 156 it/s) [48s:14m55s] 6.25x 5% |█ | (7509/146790, 156 it/s) [48s:14m54s] 6.25x 5% |█ | (7585/146790, 155 it/s) [49s:15m0s] 6.25x 5% |█ | (7669/146790, 156 it/s) [49s:14m54s] 6.25x 5% |█ | (7749/146790, 156 it/s) [50s:14m51s] 6.25x 5% |█ | (7829/146790, 157 it/s) [50s:14m46s] 6.25x 5% |█ | (7905/146790, 157 it/s) [51s:14m46s] 6.25x 5% |█ | (7984/146790, 157 it/s) [51s:14m43s] 6.25x 5% |█ | (8058/146790, 156 it/s) [52s:14m48s] 6.26x 5% |█ | (8143/146790, 160 it/s) [52s:14m28s] 6.26x 5% |█ | (8219/146790, 158 it/s) [53s:14m34s] 6.25x 5% |█ | (8291/146790, 158 it/s) [53s:14m33s] 6.25x 5% |█ | (8364/146790, 157 it/s) [54s:14m40s] 6.25x 5% |█ | (8443/146790, 157 it/s) [54s:14m43s] 6.25x 5% |█ | (8523/146790, 157 it/s) [55s:14m38s] 6.25x 5% |█ | (8598/146790, 156 it/s) [55s:14m47s] 6.25x 5% |█ | (8673/146790, 155 it/s) [56s:14m53s] 6.24x 5% |█ | (8752/146790, 154 it/s) [56s:14m53s] 6.24x 6% |█ | (8828/146790, 154 it/s) [57s:14m53s] 6.24x 6% |█ | (8910/146790, 155 it/s) [57s:14m51s] 6.25x 6% |█ | (8989/146790, 156 it/s) [58s:14m44s] 6.25x 6% |█ | (9065/146790, 154 it/s) [58s:14m54s] 6.24x 6% |█ | (9145/146790, 155 it/s) [59s:14m49s] 6.25x 6% |█ | (9223/146790, 155 it/s) [59s:14m49s] 6.25x 6% |█ | (9310/146790, 157 it/s) [1m0s:14m37s] 6.25x 6% |█ | (9393/146790, 157 it/s) [1m0s:14m37s] 6.25x 6% |█ | (9475/146790, 157 it/s) [1m1s:14m32s] 6.26x 6% |█ | (9548/146790, 156 it/s) [1m1s:14m39s] 6.25x 6% |█ | (9626/146790, 157 it/s) [1m2s:14m36s] 6.25x 6% |█ | (9704/146790, 157 it/s) [1m2s:14m32s] 6.25x 6% |█ | (9779/146790, 156 it/s) [1m3s:14m36s] 6.25x 6% |█ | (9849/146790, 154 it/s) [1m3s:14m46s] 6.25x 6% |█ | (9933/146790, 154 it/s) [1m4s:14m45s] 6.25x 6% |█ | (10018/146790, 156 it/s) [1m4s:14m38s] 6.25x 6% |█ | (10103/146790, 157 it/s) [1m5s:14m28s] 6.26x 6% |█ | (10175/146790, 157 it/s) [1m5s:14m27s] 6.25x 6% |█ | (10250/146790, 156 it/s) [1m6s:14m34s] 6.25x 7% |█ | (10330/146790, 156 it/s) [1m6s:14m36s] 6.25x 7% |█ | (10411/146790, 156 it/s) [1m7s:14m36s] 6.25x 7% |█ | (10478/146790, 154 it/s) [1m7s:14m45s] 6.25x 7% |█ | (10561/146790, 156 it/s) [1m8s:14m34s] 6.25x 7% |█ | (10643/146790, 156 it/s) [1m8s:14m33s] 6.25x 7% |█ | (10718/146790, 156 it/s) [1m9s:14m32s] 6.25x 7% |█ | (10797/146790, 156 it/s) [1m9s:14m30s] 6.25x 7% |█ | (10875/146790, 156 it/s) [1m10s:14m30s] 6.25x 7% |█ | (10951/146790, 157 it/s) [1m10s:14m27s] 6.25x 7% |█ | (11039/146790, 160 it/s) [1m11s:14m6s] 6.26x 7% |█ | (11112/146790, 158 it/s) [1m11s:14m19s] 6.25x 7% |█ | (11189/146790, 156 it/s) [1m12s:14m27s] 6.25x 7% |█ | (11271/146790, 158 it/s) [1m12s:14m18s] 6.25x 7% |█ | (11351/146790, 158 it/s) [1m13s:14m17s] 6.25x 7% |█ | (11419/146790, 157 it/s) [1m13s:14m23s] 6.25x 7% |█ | (11495/146790, 155 it/s) [1m14s:14m30s] 6.25x 7% |█ | (11575/146790, 156 it/s) [1m14s:14m28s] 6.25x 7% |█ | (11658/146790, 156 it/s) [1m15s:14m23s] 6.25x 7% |█ | (11739/146790, 157 it/s) [1m15s:14m19s] 6.25x 8% |██ | (11823/146790, 157 it/s) [1m16s:14m18s] 6.26x 8% |██ | (11901/146790, 156 it/s) [1m16s:14m25s] 6.26x 8% |██ | (11980/146790, 157 it/s) [1m17s:14m17s] 6.26x 8% |██ | (12052/146790, 156 it/s) [1m17s:14m22s] 6.25x 8% |██ | (12123/146790, 154 it/s) [1m18s:14m35s] 6.25x 8% |██ | (12208/146790, 154 it/s) [1m18s:14m34s] 6.25x 8% |██ | (12290/146790, 155 it/s) [1m19s:14m29s] 6.25x 8% |██ | (12367/146790, 156 it/s) [1m19s:14m19s] 6.25x 8% |██ | (12449/146790, 157 it/s) [1m20s:14m13s] 6.26x 8% |██ | (12525/146790, 157 it/s) [1m20s:14m12s] 6.25x 8% |██ | (12606/146790, 157 it/s) [1m21s:14m13s] 6.26x 8% |██ | (12687/146790, 157 it/s) [1m21s:14m15s] 6.26x 8% |██ | (12768/146790, 157 it/s) [1m22s:14m14s] 6.26x 8% |██ | (12846/146790, 157 it/s) [1m22s:14m13s] 6.26x 8% |██ | (12921/146790, 156 it/s) [1m23s:14m18s] 6.26x 8% |██ | (12992/146790, 156 it/s) [1m23s:14m17s] 6.25x 8% |██ | (13064/146790, 154 it/s) [1m24s:14m25s] 6.25x 8% |██ | (13147/146790, 157 it/s) [1m24s:14m13s] 6.25x 9% |██ | (13216/146790, 156 it/s) [1m25s:14m14s] 6.25x 9% |██ | (13291/146790, 155 it/s) [1m25s:14m23s] 6.25x 9% |██ | (13368/146790, 155 it/s) [1m26s:14m23s] 6.25x 9% |██ | (13448/146790, 155 it/s) [1m26s:14m20s] 6.25x 9% |██ | (13520/146790, 153 it/s) [1m27s:14m30s] 6.24x 9% |██ | (13592/146790, 152 it/s) [1m27s:14m37s] 6.24x 9% |██ | (13667/146790, 151 it/s) [1m28s:14m44s] 6.24x 9% |██ | (13742/146790, 149 it/s) [1m28s:14m50s] 6.24x 9% |██ | (13820/146790, 149 it/s) [1m29s:14m50s] 6.24x 9% |██ | (13896/146790, 149 it/s) [1m29s:14m49s] 6.24x 9% |██ | (13971/146790, 149 it/s) [1m30s:14m48s] 6.24x 9% |██ | (14047/146790, 150 it/s) [1m30s:14m43s] 6.24x 9% |██ | (14114/146790, 147 it/s) [1m31s:15m2s] 6.23x 9% |██ | (14185/146790, 147 it/s) [1m31s:14m59s] 6.23x 9% |██ | (14255/146790, 147 it/s) [1m32s:14m58s] 6.22x 9% |██ | (14331/146790, 147 it/s) [1m32s:15m0s] 6.22x 9% |██ | (14409/146790, 147 it/s) [1m33s:15m0s] 6.22x 9% |██ | (14478/146790, 147 it/s) [1m33s:15m0s] 6.22x 9% |██ | (14555/146790, 147 it/s) [1m34s:14m58s] 6.22x 9% |██ | (14630/146790, 147 it/s) [1m34s:14m58s] 6.22x 10% |██ | (14709/146790, 148 it/s) [1m35s:14m51s] 6.22x 10% |██ | (14785/146790, 148 it/s) [1m35s:14m50s] 6.22x 10% |██ | (14858/146790, 148 it/s) [1m36s:14m49s] 6.22x 10% |██ | (14930/146790, 148 it/s) [1m36s:14m51s] 6.21x 10% |██ | (15009/146790, 148 it/s) [1m37s:14m49s] 6.21x 10% |██ | (15084/146790, 148 it/s) [1m37s:14m49s] 6.21x 10% |██ | (15165/146790, 151 it/s) [1m38s:14m32s] 6.21x 10% |██ | (15233/146790, 150 it/s) [1m38s:14m35s] 6.21x 10% |██ | (15316/146790, 152 it/s) [1m39s:14m23s] 6.21x 10% |██ | (15394/146790, 152 it/s) [1m39s:14m23s] 6.21x 10% |██ | (15474/146790, 152 it/s) [1m40s:14m21s] 6.21x 10% |██ | (15554/146790, 154 it/s) [1m40s:14m13s] 6.21x 10% |██ | (15635/146790, 155 it/s) [1m41s:14m8s] 6.22x 10% |██ | (15715/146790, 155 it/s) [1m41s:14m3s] 6.22x 10% |██ | (15797/146790, 155 it/s) [1m42s:14m3s] 6.22x 10% |██ | (15875/146790, 157 it/s) [1m42s:13m54s] 6.22x 10% |██ | (15949/146790, 157 it/s) [1m43s:13m54s] 6.22x 10% |██ | (16028/146790, 156 it/s) [1m43s:13m56s] 6.22x 10% |██ | (16107/146790, 156 it/s) [1m44s:13m55s] 6.22x 11% |██ | (16190/146790, 158 it/s) [1m44s:13m48s] 6.22x 11% |██ | (16268/146790, 158 it/s) [1m45s:13m47s] 6.22x 11% |██ | (16342/146790, 157 it/s) [1m45s:13m52s] 6.22x 11% |██ | (16418/146790, 157 it/s) [1m46s:13m51s] 6.22x 11% |██ | (16494/146790, 158 it/s) [1m46s:13m42s] 6.22x 11% |██ | (16574/146790, 158 it/s) [1m47s:13m45s] 6.22x 11% |██ | (16653/146790, 158 it/s) [1m47s:13m45s] 6.22x 11% |██ | (16729/146790, 157 it/s) [1m48s:13m49s] 6.22x 11% |██ | (16804/146790, 157 it/s) [1m48s:13m48s] 6.22x 11% |██ | (16887/146790, 156 it/s) [1m49s:13m50s] 6.22x 11% |██ | (16964/146790, 156 it/s) [1m49s:13m52s] 6.22x 11% |██ | (17037/146790, 154 it/s) [1m50s:13m59s] 6.22x 11% |██ | (17111/146790, 154 it/s) [1m50s:14m2s] 6.21x 11% |██ | (17185/146790, 153 it/s) [1m51s:14m9s] 6.21x 11% |██ | (17264/146790, 153 it/s) [1m51s:14m9s] 6.21x 11% |██ | (17344/146790, 153 it/s) [1m52s:14m4s] 6.21x 11% |██ | (17424/146790, 154 it/s) [1m52s:13m59s] 6.22x 11% |██ | (17500/146790, 153 it/s) [1m53s:14m3s] 6.21x 11% |██ | (17584/146790, 154 it/s) [1m53s:13m58s] 6.22x 12% |███ | (17657/146790, 154 it/s) [1m54s:13m57s] 6.21x 12% |███ | (17730/146790, 154 it/s) [1m54s:14m0s] 6.21x 12% |███ | (17811/146790, 154 it/s) [1m55s:13m59s] 6.21x 12% |███ | (17889/146790, 154 it/s) [1m55s:13m58s] 6.21x 12% |███ | (17971/146790, 155 it/s) [1m56s:13m52s] 6.22x 12% |███ | (18042/146790, 154 it/s) [1m56s:13m54s] 6.21x 12% |███ | (18121/146790, 155 it/s) [1m57s:13m48s] 6.21x 12% |███ | (18197/146790, 156 it/s) [1m57s:13m46s] 6.21x 12% |███ | (18278/146790, 156 it/s) [1m58s:13m44s] 6.21x 12% |███ | (18356/146790, 156 it/s) [1m58s:13m45s] 6.21x 12% |███ | (18434/146790, 156 it/s) [1m59s:13m45s] 6.21x 12% |███ | (18505/146790, 155 it/s) [1m59s:13m46s] 6.21x 12% |███ | (18577/146790, 153 it/s) [2m0s:13m58s] 6.21x 12% |███ | (18652/146790, 153 it/s) [2m0s:13m56s] 6.21x 12% |███ | (18735/146790, 153 it/s) [2m1s:13m55s] 6.21x 12% |███ | (18816/146790, 154 it/s) [2m1s:13m52s] 6.21x 12% |███ | (18889/146790, 152 it/s) [2m2s:14m1s] 6.21x 12% |███ | (18967/146790, 153 it/s) [2m2s:13m53s] 6.21x 12% |███ | (19041/146790, 153 it/s) [2m3s:13m53s] 6.21x 13% |███ | (19117/146790, 153 it/s) [2m3s:13m56s] 6.21x 13% |███ | (19198/146790, 154 it/s) [2m4s:13m50s] 6.21x 13% |███ | (19272/146790, 152 it/s) [2m4s:13m57s] 6.21x 13% |███ | (19344/146790, 151 it/s) [2m5s:14m3s] 6.21x 13% |███ | (19418/146790, 151 it/s) [2m5s:14m3s] 6.21x 13% |███ | (19499/146790, 153 it/s) [2m6s:13m53s] 6.21x 13% |███ | (19578/146790, 154 it/s) [2m6s:13m48s] 6.21x 13% |███ | (19655/146790, 153 it/s) [2m7s:13m53s] 6.21x 13% |███ | (19732/146790, 153 it/s) [2m7s:13m49s] 6.21x 13% |███ | (19809/146790, 153 it/s) [2m8s:13m49s] 6.21x 13% |███ | (19886/146790, 153 it/s) [2m8s:13m49s] 6.21x 13% |███ | (19966/146790, 154 it/s) [2m9s:13m43s] 6.21x 13% |███ | (20044/146790, 153 it/s) [2m9s:13m46s] 6.21x 13% |███ | (20125/146790, 155 it/s) [2m10s:13m38s] 6.21x 13% |███ | (20202/146790, 156 it/s) [2m10s:13m32s] 6.21x 13% |███ | (20284/146790, 157 it/s) [2m11s:13m24s] 6.21x 13% |███ | (20364/146790, 157 it/s) [2m11s:13m25s] 6.21x 13% |███ | (20442/146790, 157 it/s) [2m12s:13m25s] 6.21x 13% |███ | (20517/146790, 157 it/s) [2m12s:13m24s] 6.21x 14% |███ | (20597/146790, 157 it/s) [2m13s:13m23s] 6.21x 14% |███ | (20675/146790, 157 it/s) [2m13s:13m21s] 6.21x 14% |███ | (20755/146790, 158 it/s) [2m14s:13m17s] 6.21x 14% |███ | (20832/146790, 157 it/s) [2m14s:13m20s] 6.21x 14% |███ | (20907/146790, 157 it/s) [2m15s:13m22s] 6.21x 14% |███ | (20983/146790, 156 it/s) [2m15s:13m27s] 6.21x 14% |███ | (21062/146790, 156 it/s) [2m16s:13m25s] 6.21x 14% |███ | (21135/146790, 156 it/s) [2m16s:13m24s] 6.21x 14% |███ | (21211/146790, 155 it/s) [2m17s:13m32s] 6.21x 14% |███ | (21285/146790, 155 it/s) [2m17s:13m31s] 6.21x 14% |███ | (21361/146790, 154 it/s) [2m18s:13m35s] 6.21x 14% |███ | (21438/146790, 154 it/s) [2m18s:13m35s] 6.21x 14% |███ | (21514/146790, 153 it/s) [2m19s:13m36s] 6.21x 14% |███ | (21593/146790, 153 it/s) [2m19s:13m35s] 6.21x 14% |███ | (21672/146790, 154 it/s) [2m20s:13m33s] 6.21x 14% |███ | (21748/146790, 153 it/s) [2m20s:13m35s] 6.21x 14% |███ | (21823/146790, 152 it/s) [2m21s:13m40s] 6.2x 14% |███ | (21896/146790, 152 it/s) [2m21s:13m39s] 6.2x 14% |███ | (21976/146790, 152 it/s) [2m22s:13m39s] 6.2x 15% |████ | (22051/146790, 152 it/s) [2m22s:13m39s] 6.2x 15% |████ | (22133/146790, 153 it/s) [2m23s:13m32s] 6.2x 15% |████ | (22208/146790, 153 it/s) [2m23s:13m35s] 6.2x 15% |████ | (22288/146790, 154 it/s) [2m24s:13m29s] 6.2x 15% |████ | (22363/146790, 154 it/s) [2m24s:13m29s] 6.2x 15% |████ | (22439/146790, 154 it/s) [2m25s:13m28s] 6.2x 15% |████ | (22519/146790, 155 it/s) [2m25s:13m24s] 6.2x 15% |████ | (22596/146790, 155 it/s) [2m26s:13m23s] 6.2x 15% |████ | (22675/146790, 154 it/s) [2m26s:13m24s] 6.2x 15% |████ | (22752/146790, 154 it/s) [2m27s:13m23s] 6.2x 15% |████ | (22831/146790, 155 it/s) [2m27s:13m21s] 6.2x 15% |████ | (22910/146790, 156 it/s) [2m28s:13m16s] 6.2x 15% |████ | (22984/146790, 156 it/s) [2m28s:13m16s] 6.2x 15% |████ | (23063/146790, 156 it/s) [2m29s:13m15s] 6.2x 15% |████ | (23139/146790, 156 it/s) [2m29s:13m13s] 6.2x 15% |████ | (23212/146790, 154 it/s) [2m30s:13m22s] 6.2x 15% |████ | (23286/146790, 154 it/s) [2m30s:13m23s] 6.2x 15% |████ | (23363/146790, 153 it/s) [2m31s:13m25s] 6.2x 15% |████ | (23440/146790, 153 it/s) [2m31s:13m23s] 6.2x 16% |████ | (23514/146790, 153 it/s) [2m32s:13m23s] 6.2x 16% |████ | (23595/146790, 153 it/s) [2m32s:13m25s] 6.2x 16% |████ | (23672/146790, 153 it/s) [2m33s:13m24s] 6.2x 16% |████ | (23747/146790, 153 it/s) [2m33s:13m26s] 6.2x 16% |████ | (23825/146790, 153 it/s) [2m34s:13m25s] 6.2x 16% |████ | (23905/146790, 153 it/s) [2m34s:13m24s] 6.2x 16% |████ | (23981/146790, 153 it/s) [2m35s:13m24s] 6.2x 16% |████ | (24056/146790, 153 it/s) [2m35s:13m24s] 6.2x 16% |████ | (24135/146790, 153 it/s) [2m36s:13m22s] 6.2x 16% |████ | (24211/146790, 153 it/s) [2m36s:13m19s] 6.2x 16% |████ | (24290/146790, 153 it/s) [2m37s:13m18s] 6.2x 16% |████ | (24369/146790, 154 it/s) [2m37s:13m12s] 6.2x 16% |████ | (24448/146790, 155 it/s) [2m38s:13m10s] 6.2x 16% |████ | (24527/146790, 155 it/s) [2m38s:13m9s] 6.2x 16% |████ | (24605/146790, 155 it/s) [2m39s:13m7s] 6.2x 16% |████ | (24686/146790, 156 it/s) [2m39s:13m3s] 6.2x 16% |████ | (24768/146790, 157 it/s) [2m40s:12m57s] 6.2x 16% |████ | (24838/146790, 155 it/s) [2m40s:13m4s] 6.2x 16% |████ | (24918/146790, 156 it/s) [2m41s:13m3s] 6.2x 17% |████ | (24995/146790, 156 it/s) [2m41s:13m3s] 6.2x 17% |████ | (25073/146790, 156 it/s) [2m42s:13m0s] 6.2x 17% |████ | (25151/146790, 156 it/s) [2m42s:12m59s] 6.2x 17% |████ | (25231/146790, 157 it/s) [2m43s:12m55s] 6.2x 17% |████ | (25310/146790, 157 it/s) [2m43s:12m54s] 6.2x 17% |████ | (25385/146790, 156 it/s) [2m44s:12m56s] 6.2x 17% |████ | (25461/146790, 156 it/s) [2m44s:12m55s] 6.2x 17% |████ | (25543/146790, 156 it/s) [2m45s:12m54s] 6.2x 17% |████ | (25622/146790, 157 it/s) [2m45s:12m53s] 6.2x 17% |████ | (25705/146790, 157 it/s) [2m46s:12m51s] 6.2x 17% |████ | (25787/146790, 157 it/s) [2m46s:12m51s] 6.21x 17% |████ | (25861/146790, 156 it/s) [2m47s:12m54s] 6.2x 17% |████ | (25938/146790, 157 it/s) [2m47s:12m47s] 6.2x 17% |████ | (26014/146790, 157 it/s) [2m48s:12m47s] 6.2x 17% |████ | (26095/146790, 157 it/s) [2m48s:12m48s] 6.2x 17% |████ | (26172/146790, 157 it/s) [2m49s:12m47s] 6.2x 17% |████ | (26246/146790, 157 it/s) [2m49s:12m48s] 6.2x 17% |████ | (26326/146790, 157 it/s) [2m50s:12m46s] 6.2x 17% |████ | (26401/146790, 156 it/s) [2m50s:12m51s] 6.2x 18% |████ | (26473/146790, 155 it/s) [2m51s:12m56s] 6.2x 18% |█████ | (26547/146790, 154 it/s) [2m51s:13m0s] 6.2x 18% |█████ | (26629/146790, 154 it/s) [2m52s:13m0s] 6.2x 18% |█████ | (26703/146790, 154 it/s) [2m52s:13m0s] 6.2x 18% |█████ | (26780/146790, 153 it/s) [2m53s:13m5s] 6.2x 18% |█████ | (26857/146790, 153 it/s) [2m53s:13m5s] 6.2x 18% |█████ | (26939/146790, 153 it/s) [2m54s:13m3s] 6.2x 18% |█████ | (27015/146790, 153 it/s) [2m54s:13m3s] 6.2x 18% |█████ | (27093/146790, 153 it/s) [2m55s:13m2s] 6.2x 18% |█████ | (27174/146790, 153 it/s) [2m55s:13m1s] 6.2x 18% |█████ | (27252/146790, 153 it/s) [2m56s:13m0s] 6.2x 18% |████ | (27330/146790, 154 it/s) [2m56s:12m57s] 6.2x 18% |████ | (27409/146790, 153 it/s) [2m57s:12m58s] 6.2x 18% |████ | (27489/146790, 154 it/s) [2m57s:12m52s] 6.2x 18% |████ | (27568/146790, 154 it/s) [2m58s:12m52s] 6.2x 18% |████ | (27647/146790, 156 it/s) [2m58s:12m44s] 6.2x 18% |████ | (27724/146790, 156 it/s) [2m59s:12m41s] 6.2x 18% |████ | (27805/146790, 157 it/s) [2m59s:12m37s] 6.21x 18% |████ | (27877/146790, 156 it/s) [3m0s:12m42s] 6.2x 19% |█████ | (27956/146790, 156 it/s) [3m0s:12m42s] 6.2x 19% |█████ | (28034/146790, 156 it/s) [3m1s:12m41s] 6.2x 19% |█████ | (28109/146790, 156 it/s) [3m1s:12m41s] 6.2x 19% |█████ | (28190/146790, 156 it/s) [3m2s:12m41s] 6.2x 19% |█████ | (28262/146790, 155 it/s) [3m2s:12m43s] 6.2x 19% |█████ | (28340/146790, 155 it/s) [3m3s:12m42s] 6.2x 19% |█████ | (28414/146790, 155 it/s) [3m3s:12m42s] 6.2x 19% |█████ | (28493/146790, 155 it/s) [3m4s:12m43s] 6.2x 19% |█████ | (28572/146790, 155 it/s) [3m4s:12m44s] 6.2x 19% |█████ | (28655/146790, 155 it/s) [3m5s:12m39s] 6.2x 19% |█████ | (28733/146790, 156 it/s) [3m5s:12m39s] 6.2x 19% |█████ | (28816/146790, 156 it/s) [3m6s:12m36s] 6.21x 19% |█████ | (28889/146790, 156 it/s) [3m6s:12m35s] 6.2x 19% |█████ | (28964/146790, 156 it/s) [3m7s:12m34s] 6.2x 19% |█████ | (29039/146790, 155 it/s) [3m7s:12m37s] 6.2x 19% |█████ | (29112/146790, 155 it/s) [3m8s:12m37s] 6.2x 19% |█████ | (29181/146790, 154 it/s) [3m8s:12m42s] 6.2x 19% |█████ | (29252/146790, 153 it/s) [3m9s:12m47s] 6.2x 19% |█████ | (29330/146790, 153 it/s) [3m9s:12m46s] 6.2x 20% |█████ | (29414/146790, 154 it/s) [3m10s:12m43s] 6.2x 20% |█████ | (29500/146790, 154 it/s) [3m10s:12m42s] 6.2x 20% |█████ | (29585/146790, 156 it/s) [3m11s:12m33s] 6.2x 20% |█████ | (29663/146790, 156 it/s) [3m11s:12m32s] 6.2x 20% |█████ | (29741/146790, 155 it/s) [3m12s:12m33s] 6.2x 20% |█████ | (29818/146790, 154 it/s) [3m12s:12m38s] 6.2x 20% |█████ | (29898/146790, 154 it/s) [3m13s:12m38s] 6.2x 20% |█████ | (29976/146790, 155 it/s) [3m13s:12m36s] 6.2x 20% |█████ | (30052/146790, 153 it/s) [3m14s:12m42s] 6.2x 20% |█████ | (30132/146790, 154 it/s) [3m14s:12m35s] 6.2x 20% |█████ | (30213/146790, 156 it/s) [3m15s:12m28s] 6.21x 20% |█████ | (30288/146790, 156 it/s) [3m15s:12m28s] 6.2x 20% |█████ | (30368/146790, 157 it/s) [3m16s:12m22s] 6.21x 20% |█████ | (30442/146790, 157 it/s) [3m16s:12m21s] 6.2x 20% |█████ | (30523/146790, 158 it/s) [3m17s:12m14s] 6.2x 20% |█████ | (30592/146790, 156 it/s) [3m17s:12m25s] 6.2x 20% |█████ | (30674/146790, 155 it/s) [3m18s:12m28s] 6.2x 20% |█████ | (30757/146790, 156 it/s) [3m18s:12m23s] 6.21x 21% |█████ | (30836/146790, 157 it/s) [3m19s:12m20s] 6.21x 21% |█████ | (30924/146790, 157 it/s) [3m19s:12m20s] 6.21x 21% |█████ | (31003/146790, 157 it/s) [3m20s:12m15s] 6.21x 21% |█████ | (31083/146790, 157 it/s) [3m20s:12m15s] 6.21x 21% |█████ | (31155/146790, 157 it/s) [3m21s:12m14s] 6.21x 21% |█████ | (31237/146790, 158 it/s) [3m21s:12m11s] 6.21x 21% |█████ | (31319/146790, 158 it/s) [3m22s:12m10s] 6.21x 21% |█████ | (31399/146790, 159 it/s) [3m22s:12m7s] 6.21x 21% |█████ | (31477/146790, 159 it/s) [3m23s:12m6s] 6.21x 21% |█████ | (31554/146790, 159 it/s) [3m23s:12m6s] 6.21x 21% |█████ | (31638/146790, 162 it/s) [3m24s:11m52s] 6.21x 21% |█████ | (31721/146790, 162 it/s) [3m24s:11m52s] 6.21x 21% |█████ | (31800/146790, 161 it/s) [3m25s:11m52s] 6.21x 21% |█████ | (31874/146790, 160 it/s) [3m25s:12m0s] 6.21x 21% |█████ | (31947/146790, 158 it/s) [3m26s:12m5s] 6.21x 21% |█████ | (32023/146790, 157 it/s) [3m26s:12m11s] 6.21x 21% |█████ | (32102/146790, 157 it/s) [3m27s:12m8s] 6.21x 21% |█████ | (32174/146790, 155 it/s) [3m27s:12m17s] 6.21x 21% |█████ | (32258/146790, 156 it/s) [3m28s:12m15s] 6.21x 22% |█████ | (32332/146790, 156 it/s) [3m28s:12m14s] 6.21x 22% |█████ | (32411/146790, 155 it/s) [3m29s:12m17s] 6.21x 22% |█████ | (32491/146790, 155 it/s) [3m29s:12m16s] 6.21x 22% |█████ | (32565/146790, 155 it/s) [3m30s:12m16s] 6.21x 22% |█████ | (32639/146790, 153 it/s) [3m30s:12m25s] 6.21x 22% |█████ | (32719/146790, 153 it/s) [3m31s:12m26s] 6.21x 22% |█████ | (32797/146790, 153 it/s) [3m31s:12m25s] 6.21x 22% |█████ | (32869/146790, 153 it/s) [3m32s:12m24s] 6.21x 22% |█████ | (32944/146790, 153 it/s) [3m32s:12m21s] 6.21x 22% |█████ | (33033/146790, 153 it/s) [3m33s:12m21s] 6.21x 22% |█████ | (33108/146790, 155 it/s) [3m33s:12m15s] 6.21x 22% |█████ | (33187/146790, 155 it/s) [3m34s:12m14s] 6.21x 22% |█████ | (33265/146790, 156 it/s) [3m34s:12m8s] 6.21x 22% |█████ | (33348/146790, 156 it/s) [3m35s:12m8s] 6.21x 22% |█████ | (33433/146790, 157 it/s) [3m35s:12m0s] 6.21x 22% |█████ | (33513/146790, 158 it/s) [3m36s:11m56s] 6.21x 22% |█████ | (33586/146790, 158 it/s) [3m36s:11m56s] 6.21x 22% |█████ | (33662/146790, 158 it/s) [3m37s:11m55s] 6.21x 22% |█████ | (33742/146790, 158 it/s) [3m37s:11m55s] 6.21x 23% |█████ | (33821/146790, 158 it/s) [3m38s:11m54s] 6.21x 23% |█████ | (33898/146790, 158 it/s) [3m38s:11m52s] 6.21x 23% |█████ | (33977/146790, 159 it/s) [3m39s:11m48s] 6.21x 23% |█████ | (34057/146790, 159 it/s) [3m39s:11m49s] 6.21x 23% |█████ | (34138/146790, 159 it/s) [3m40s:11m47s] 6.21x 23% |█████ | (34219/146790, 160 it/s) [3m40s:11m44s] 6.21x 23% |█████ | (34298/146790, 160 it/s) [3m41s:11m44s] 6.21x 23% |█████ | (34376/146790, 159 it/s) [3m41s:11m47s] 6.21x 23% |█████ | (34458/146790, 158 it/s) [3m42s:11m49s] 6.21x 23% |█████ | (34541/146790, 159 it/s) [3m42s:11m47s] 6.22x 23% |█████ | (34619/146790, 159 it/s) [3m43s:11m47s] 6.22x 23% |█████ | (34699/146790, 160 it/s) [3m43s:11m42s] 6.22x 23% |█████ | (34774/146790, 159 it/s) [3m44s:11m45s] 6.22x 23% |█████ | (34856/146790, 160 it/s) [3m44s:11m40s] 6.22x 23% |█████ | (34937/146790, 160 it/s) [3m45s:11m40s] 6.22x 23% |█████ | (35017/146790, 160 it/s) [3m45s:11m38s] 6.22x 23% |█████ | (35095/146790, 160 it/s) [3m46s:11m39s] 6.22x 23% |█████ | (35170/146790, 158 it/s) [3m46s:11m44s] 6.22x 24% |██████ | (35250/146790, 158 it/s) [3m47s:11m44s] 6.22x 24% |██████ | (35324/146790, 158 it/s) [3m47s:11m46s] 6.22x 24% |██████ | (35402/146790, 157 it/s) [3m48s:11m47s] 6.22x 24% |██████ | (35476/146790, 156 it/s) [3m48s:11m53s] 6.22x 24% |██████ | (35549/146790, 154 it/s) [3m49s:12m1s] 6.21x 24% |██████ | (35621/146790, 154 it/s) [3m49s:12m1s] 6.21x 24% |██████ | (35698/146790, 153 it/s) [3m50s:12m5s] 6.21x 24% |██████ | (35776/146790, 154 it/s) [3m50s:12m2s] 6.21x 24% |██████ | (35854/146790, 153 it/s) [3m51s:12m5s] 6.21x 24% |██████ | (35933/146790, 153 it/s) [3m51s:12m6s] 6.21x 24% |██████ | (36012/146790, 153 it/s) [3m52s:12m5s] 6.21x 24% |██████ | (36086/146790, 153 it/s) [3m52s:12m5s] 6.21x 24% |██████ | (36159/146790, 152 it/s) [3m53s:12m9s] 6.21x 24% |██████ | (36235/146790, 152 it/s) [3m53s:12m8s] 6.21x 24% |██████ | (36313/146790, 152 it/s) [3m54s:12m8s] 6.21x 24% |██████ | (36383/146790, 151 it/s) [3m54s:12m12s] 6.21x 24% |██████ | (36455/146790, 151 it/s) [3m55s:12m12s] 6.21x 24% |██████ | (36537/146790, 151 it/s) [3m55s:12m11s] 6.21x 24% |██████ | (36612/146790, 151 it/s) [3m56s:12m7s] 6.21x 24% |██████ | (36688/146790, 151 it/s) [3m56s:12m9s] 6.21x 25% |██████ | (36764/146790, 151 it/s) [3m57s:12m10s] 6.21x 25% |██████ | (36840/146790, 150 it/s) [3m57s:12m13s] 6.21x 25% |██████ | (36921/146790, 150 it/s) [3m58s:12m10s] 6.21x 25% |██████ | (36998/146790, 150 it/s) [3m58s:12m10s] 6.21x 25% |██████ | (37073/146790, 151 it/s) [3m59s:12m7s] 6.21x 25% |██████ | (37152/146790, 152 it/s) [3m59s:12m1s] 6.21x 25% |███████ | (37228/146790, 152 it/s) [4m0s:12m1s] 6.21x 25% |███████ | (37302/146790, 152 it/s) [4m0s:12m2s] 6.21x 25% |██████ | (37380/146790, 153 it/s) [4m1s:11m54s] 6.21x 25% |██████ | (37456/146790, 154 it/s) [4m1s:11m50s] 6.21x 25% |██████ | (37533/146790, 154 it/s) [4m2s:11m51s] 6.21x 25% |██████ | (37607/146790, 154 it/s) [4m2s:11m50s] 6.21x 25% |██████ | (37684/146790, 154 it/s) [4m3s:11m50s] 6.21x 25% |██████ | (37759/146790, 153 it/s) [4m3s:11m50s] 6.21x 25% |██████ | (37841/146790, 154 it/s) [4m4s:11m45s] 6.21x 25% |██████ | (37917/146790, 154 it/s) [4m4s:11m48s] 6.21x 25% |██████ | (37992/146790, 154 it/s) [4m5s:11m48s] 6.21x 25% |██████ | (38075/146790, 154 it/s) [4m5s:11m45s] 6.21x 25% |██████ | (38154/146790, 154 it/s) [4m6s:11m44s] 6.21x 26% |███████ | (38234/146790, 155 it/s) [4m6s:11m39s] 6.21x 26% |███████ | (38313/146790, 155 it/s) [4m7s:11m37s] 6.21x 26% |███████ | (38389/146790, 155 it/s) [4m7s:11m37s] 6.21x 26% |███████ | (38469/146790, 155 it/s) [4m8s:11m37s] 6.21x 26% |███████ | (38546/146790, 156 it/s) [4m8s:11m34s] 6.21x 26% |███████ | (38618/146790, 155 it/s) [4m9s:11m38s] 6.21x 26% |███████ | (38698/146790, 155 it/s) [4m9s:11m37s] 6.21x 26% |██████ | (38781/146790, 156 it/s) [4m10s:11m31s] 6.21x 26% |██████ | (38859/146790, 156 it/s) [4m10s:11m33s] 6.21x 26% |██████ | (38938/146790, 156 it/s) [4m11s:11m30s] 6.21x 26% |██████ | (39014/146790, 156 it/s) [4m11s:11m30s] 6.21x 26% |██████ | (39089/146790, 155 it/s) [4m12s:11m33s] 6.21x 26% |██████ | (39165/146790, 155 it/s) [4m12s:11m32s] 6.21x 26% |██████ | (39242/146790, 155 it/s) [4m13s:11m33s] 6.21x 26% |██████ | (39322/146790, 155 it/s) [4m13s:11m33s] 6.21x 26% |██████ | (39403/146790, 155 it/s) [4m14s:11m31s] 6.21x 26% |██████ | (39482/146790, 155 it/s) [4m14s:11m30s] 6.21x 26% |██████ | (39560/146790, 156 it/s) [4m15s:11m27s] 6.21x 27% |███████ | (39647/146790, 158 it/s) [4m15s:11m20s] 6.21x 27% |███████ | (39725/146790, 159 it/s) [4m16s:11m14s] 6.21x 27% |███████ | (39803/146790, 159 it/s) [4m16s:11m13s] 6.21x 27% |███████ | (39885/146790, 158 it/s) [4m17s:11m14s] 6.21x 27% |███████ | (39958/146790, 158 it/s) [4m17s:11m18s] 6.21x 27% |███████ | (40044/146790, 159 it/s) [4m18s:11m11s] 6.21x 27% |███████ | (40129/146790, 161 it/s) [4m18s:11m2s] 6.21x 27% |███████ | (40220/146790, 163 it/s) [4m19s:10m52s] 6.22x 27% |███████ | (40311/146790, 163 it/s) [4m19s:10m51s] 6.22x 27% |███████ | (40390/146790, 165 it/s) [4m20s:10m46s] 6.22x 27% |███████ | (40471/146790, 164 it/s) [4m20s:10m46s] 6.22x 27% |███████ | (40555/146790, 164 it/s) [4m21s:10m45s] 6.22x 27% |███████ | (40633/146790, 165 it/s) [4m21s:10m43s] 6.22x 27% |███████ | (40710/146790, 163 it/s) [4m22s:10m51s] 6.22x 27% |███████ | (40783/146790, 162 it/s) [4m22s:10m55s] 6.22x 27% |███████ | (40862/146790, 162 it/s) [4m23s:10m54s] 6.22x 27% |███████ | (40939/146790, 161 it/s) [4m23s:10m55s] 6.22x 27% |███████ | (41015/146790, 162 it/s) [4m24s:10m53s] 6.22x 27% |███████ | (41098/146790, 162 it/s) [4m24s:10m53s] 6.22x 28% |███████ | (41174/146790, 161 it/s) [4m25s:10m57s] 6.22x 28% |███████ | (41250/146790, 159 it/s) [4m25s:11m4s] 6.22x 28% |███████ | (41323/146790, 155 it/s) [4m26s:11m19s] 6.22x 28% |███████ | (41399/146790, 155 it/s) [4m26s:11m18s] 6.22x 28% |███████ | (41481/146790, 154 it/s) [4m27s:11m23s] 6.22x 28% |███████ | (41558/146790, 153 it/s) [4m27s:11m26s] 6.22x 28% |███████ | (41632/146790, 152 it/s) [4m28s:11m33s] 6.22x 28% |███████ | (41709/146790, 152 it/s) [4m28s:11m32s] 6.22x 28% |███████ | (41786/146790, 152 it/s) [4m29s:11m31s] 6.22x 28% |███████ | (41863/146790, 153 it/s) [4m29s:11m26s] 6.22x 28% |███████ | (41938/146790, 152 it/s) [4m30s:11m28s] 6.22x 28% |███████ | (42015/146790, 153 it/s) [4m30s:11m26s] 6.22x 28% |███████ | (42089/146790, 151 it/s) [4m31s:11m31s] 6.22x 28% |███████ | (42164/146790, 151 it/s) [4m31s:11m31s] 6.22x 28% |███████ | (42247/146790, 154 it/s) [4m32s:11m21s] 6.22x 28% |███████ | (42332/146790, 154 it/s) [4m32s:11m20s] 6.22x 28% |███████ | (42408/146790, 154 it/s) [4m33s:11m19s] 6.22x 28% |███████ | (42487/146790, 154 it/s) [4m33s:11m16s] 6.22x 28% |███████ | (42563/146790, 155 it/s) [4m34s:11m14s] 6.22x 29% |███████ | (42636/146790, 155 it/s) [4m34s:11m13s] 6.22x 29% |███████ | (42713/146790, 154 it/s) [4m35s:11m15s] 6.22x 29% |███████ | (42792/146790, 154 it/s) [4m35s:11m14s] 6.22x 29% |███████ | (42872/146790, 155 it/s) [4m36s:11m11s] 6.22x 29% |███████ | (42952/146790, 155 it/s) [4m36s:11m11s] 6.22x 29% |███████ | (43031/146790, 156 it/s) [4m37s:11m7s] 6.22x 29% |███████ | (43112/146790, 156 it/s) [4m37s:11m3s] 6.22x 29% |███████ | (43192/146790, 156 it/s) [4m38s:11m2s] 6.22x 29% |███████ | (43266/146790, 157 it/s) [4m38s:10m59s] 6.22x 29% |███████ | (43359/146790, 157 it/s) [4m39s:10m59s] 6.22x 29% |███████ | (43449/146790, 160 it/s) [4m39s:10m44s] 6.22x 29% |███████ | (43524/146790, 159 it/s) [4m40s:10m50s] 6.22x 29% |███████ | (43599/146790, 158 it/s) [4m40s:10m55s] 6.22x 29% |███████ | (43684/146790, 159 it/s) [4m41s:10m49s] 6.22x 29% |███████ | (43757/146790, 159 it/s) [4m41s:10m49s] 6.22x 29% |███████ | (43834/146790, 159 it/s) [4m42s:10m49s] 6.22x 29% |███████ | (43909/146790, 159 it/s) [4m42s:10m48s] 6.22x 29% |███████ | (43989/146790, 159 it/s) [4m43s:10m48s] 6.22x 30% |███████ | (44069/146790, 159 it/s) [4m43s:10m47s] 6.22x 30% |███████ | (44149/146790, 158 it/s) [4m44s:10m47s] 6.22x 30% |███████ | (44219/146790, 157 it/s) [4m44s:10m52s] 6.22x 30% |████████ | (44296/146790, 154 it/s) [4m45s:11m4s] 6.22x 30% |████████ | (44379/146790, 154 it/s) [4m45s:11m4s] 6.22x 30% |████████ | (44452/146790, 155 it/s) [4m46s:11m1s] 6.22x 30% |███████ | (44533/146790, 156 it/s) [4m46s:10m55s] 6.22x 30% |███████ | (44613/146790, 156 it/s) [4m47s:10m55s] 6.22x 30% |███████ | (44691/146790, 155 it/s) [4m47s:10m59s] 6.22x 30% |███████ | (44775/146790, 156 it/s) [4m48s:10m51s] 6.22x 30% |███████ | (44852/146790, 157 it/s) [4m48s:10m49s] 6.22x 30% |███████ | (44940/146790, 158 it/s) [4m49s:10m42s] 6.22x 30% |███████ | (45013/146790, 158 it/s) [4m49s:10m42s] 6.22x 30% |███████ | (45088/146790, 157 it/s) [4m50s:10m46s] 6.22x 30% |███████ | (45166/146790, 157 it/s) [4m50s:10m47s] 6.22x 30% |███████ | (45252/146790, 160 it/s) [4m51s:10m34s] 6.22x 30% |███████ | (45342/146790, 163 it/s) [4m51s:10m23s] 6.22x 30% |███████ | (45422/146790, 163 it/s) [4m52s:10m21s] 6.22x 31% |████████ | (45505/146790, 163 it/s) [4m52s:10m19s] 6.23x 31% |████████ | (45585/146790, 164 it/s) [4m53s:10m18s] 6.23x 31% |████████ | (45664/146790, 163 it/s) [4m53s:10m21s] 6.23x 31% |████████ | (45754/146790, 165 it/s) [4m54s:10m11s] 6.23x 31% |████████ | (45838/146790, 164 it/s) [4m54s:10m14s] 6.23x 31% |████████ | (45914/146790, 165 it/s) [4m55s:10m11s] 6.23x 31% |████████ | (45991/146790, 165 it/s) [4m55s:10m12s] 6.23x 31% |████████ | (46069/146790, 163 it/s) [4m56s:10m18s] 6.23x 31% |████████ | (46150/146790, 163 it/s) [4m56s:10m17s] 6.23x 31% |████████ | (46235/146790, 162 it/s) [4m57s:10m21s] 6.23x 31% |████████ | (46319/146790, 163 it/s) [4m57s:10m18s] 6.23x 31% |████████ | (46397/146790, 162 it/s) [4m58s:10m21s] 6.23x 31% |████████ | (46471/146790, 160 it/s) [4m58s:10m26s] 6.23x 31% |████████ | (46547/146790, 160 it/s) [4m59s:10m27s] 6.23x 31% |████████ | (46623/146790, 160 it/s) [4m59s:10m27s] 6.23x 31% |████████ | (46700/146790, 157 it/s) [5m0s:10m37s] 6.23x 31% |████████ | (46776/146790, 156 it/s) [5m0s:10m43s] 6.23x 31% |████████ | (46850/146790, 155 it/s) [5m1s:10m44s] 6.23x 31% |████████ | (46928/146790, 155 it/s) [5m1s:10m43s] 6.23x 32% |████████ | (47004/146790, 155 it/s) [5m2s:10m43s] 6.23x 32% |████████ | (47074/146790, 152 it/s) [5m2s:10m54s] 6.23x 32% |████████ | (47151/146790, 151 it/s) [5m3s:11m0s] 6.23x 32% |████████ | (47227/146790, 151 it/s) [5m3s:10m59s] 6.23x 32% |████████ | (47310/146790, 151 it/s) [5m4s:10m58s] 6.23x 32% |████████ | (47394/146790, 151 it/s) [5m4s:10m57s] 6.23x 32% |████████ | (47469/146790, 152 it/s) [5m5s:10m51s] 6.23x 32% |████████ | (47542/146790, 152 it/s) [5m5s:10m54s] 6.23x 32% |████████ | (47621/146790, 152 it/s) [5m6s:10m53s] 6.23x 32% |████████ | (47696/146790, 152 it/s) [5m6s:10m52s] 6.23x 32% |████████ | (47772/146790, 152 it/s) [5m7s:10m52s] 6.23x 32% |████████ | (47850/146790, 153 it/s) [5m7s:10m48s] 6.23x 32% |████████ | (47930/146790, 153 it/s) [5m8s:10m45s] 6.23x 32% |████████ | (48020/146790, 156 it/s) [5m8s:10m33s] 6.23x 32% |████████ | (48100/146790, 158 it/s) [5m9s:10m25s] 6.23x 32% |████████ | (48190/146790, 158 it/s) [5m9s:10m24s] 6.23x 32% |████████ | (48270/146790, 159 it/s) [5m10s:10m17s] 6.23x 32% |████████ | (48349/146790, 159 it/s) [5m10s:10m17s] 6.23x 32% |████████ | (48427/146790, 159 it/s) [5m11s:10m18s] 6.23x 33% |████████ | (48509/146790, 161 it/s) [5m11s:10m10s] 6.23x 33% |████████ | (48597/146790, 163 it/s) [5m12s:10m2s] 6.23x 33% |████████ | (48686/146790, 166 it/s) [5m12s:9m52s] 6.23x 33% |████████ | (48770/146790, 167 it/s) [5m13s:9m47s] 6.23x 33% |████████ | (48856/146790, 168 it/s) [5m13s:9m43s] 6.24x 33% |████████ | (48933/146790, 165 it/s) [5m14s:9m51s] 6.24x 33% |████████ | (49018/146790, 166 it/s) [5m14s:9m47s] 6.24x 33% |████████ | (49103/146790, 166 it/s) [5m15s:9m47s] 6.24x 33% |████████ | (49191/146790, 167 it/s) [5m15s:9m45s] 6.24x 33% |████████ | (49269/146790, 166 it/s) [5m16s:9m46s] 6.24x 33% |████████ | (49348/146790, 166 it/s) [5m16s:9m45s] 6.24x 33% |████████ | (49431/146790, 167 it/s) [5m17s:9m42s] 6.24x 33% |████████ | (49523/146790, 169 it/s) [5m17s:9m35s] 6.24x 33% |████████ | (49606/146790, 168 it/s) [5m18s:9m38s] 6.24x 33% |████████ | (49693/146790, 168 it/s) [5m18s:9m39s] 6.24x 33% |████████ | (49780/146790, 168 it/s) [5m19s:9m38s] 6.24x 33% |████████ | (49867/146790, 168 it/s) [5m19s:9m35s] 6.24x 34% |█████████ | (49957/146790, 169 it/s) [5m20s:9m32s] 6.25x 34% |█████████ | (50047/146790, 171 it/s) [5m20s:9m24s] 6.25x 34% |█████████ | (50127/146790, 171 it/s) [5m21s:9m26s] 6.25x 34% |█████████ | (50225/146790, 173 it/s) [5m21s:9m19s] 6.25x 34% |█████████ | (50310/146790, 174 it/s) [5m22s:9m14s] 6.25x 34% |█████████ | (50394/146790, 175 it/s) [5m22s:9m12s] 6.25x 34% |█████████ | (50482/146790, 175 it/s) [5m23s:9m11s] 6.25x 34% |█████████ | (50576/146790, 174 it/s) [5m23s:9m11s] 6.25x 34% |█████████ | (50650/146790, 173 it/s) [5m24s:9m16s] 6.25x 34% |█████████ | (50729/146790, 171 it/s) [5m24s:9m21s] 6.25x 34% |█████████ | (50805/146790, 171 it/s) [5m25s:9m21s] 6.25x 34% |█████████ | (50876/146790, 168 it/s) [5m25s:9m29s] 6.25x 34% |█████████ | (50949/146790, 165 it/s) [5m26s:9m40s] 6.25x 34% |█████████ | (51029/146790, 163 it/s) [5m26s:9m46s] 6.25x 34% |█████████ | (51104/146790, 162 it/s) [5m27s:9m50s] 6.25x 34% |█████████ | (51180/146790, 158 it/s) [5m27s:10m6s] 6.25x 34% |████████ | (51258/146790, 157 it/s) [5m28s:10m10s] 6.25x 34% |████████ | (51336/146790, 155 it/s) [5m28s:10m15s] 6.25x 35% |█████████ | (51409/146790, 155 it/s) [5m29s:10m14s] 6.25x 35% |█████████ | (51485/146790, 152 it/s) [5m29s:10m27s] 6.25x 35% |█████████ | (51564/146790, 153 it/s) [5m30s:10m22s] 6.25x 35% |█████████ | (51633/146790, 151 it/s) [5m30s:10m31s] 6.25x 35% |█████████ | (51713/146790, 151 it/s) [5m31s:10m30s] 6.25x 35% |█████████ | (51790/146790, 152 it/s) [5m31s:10m25s] 6.25x 35% |█████████ | (51867/146790, 153 it/s) [5m32s:10m22s] 6.25x 35% |█████████ | (51948/146790, 153 it/s) [5m32s:10m21s] 6.25x 35% |█████████ | (52022/146790, 152 it/s) [5m33s:10m23s] 6.25x 35% |█████████ | (52097/146790, 152 it/s) [5m33s:10m22s] 6.25x 35% |█████████ | (52173/146790, 152 it/s) [5m34s:10m22s] 6.25x 35% |█████████ | (52253/146790, 152 it/s) [5m34s:10m19s] 6.25x 35% |█████████ | (52329/146790, 152 it/s) [5m35s:10m19s] 6.25x 35% |█████████ | (52401/146790, 152 it/s) [5m35s:10m22s] 6.25x 35% |█████████ | (52475/146790, 151 it/s) [5m36s:10m24s] 6.25x 35% |█████████ | (52553/146790, 151 it/s) [5m36s:10m24s] 6.25x 35% |█████████ | (52631/146790, 152 it/s) [5m37s:10m20s] 6.25x 35% |█████████ | (52705/146790, 151 it/s) [5m37s:10m24s] 6.25x 35% |█████████ | (52775/146790, 151 it/s) [5m38s:10m22s] 6.25x 36% |█████████ | (52851/146790, 150 it/s) [5m38s:10m24s] 6.25x 36% |█████████ | (52929/146790, 151 it/s) [5m39s:10m22s] 6.25x 36% |█████████ | (53008/146790, 151 it/s) [5m39s:10m21s] 6.25x 36% |█████████ | (53083/146790, 151 it/s) [5m40s:10m20s] 6.25x 36% |█████████ | (53162/146790, 151 it/s) [5m40s:10m19s] 6.25x 36% |█████████ | (53235/146790, 151 it/s) [5m41s:10m19s] 6.25x 36% |█████████ | (53307/146790, 151 it/s) [5m41s:10m20s] 6.24x 36% |█████████ | (53378/146790, 151 it/s) [5m42s:10m20s] 6.24x 36% |█████████ | (53457/146790, 150 it/s) [5m42s:10m22s] 6.24x 36% |█████████ | (53528/146790, 149 it/s) [5m43s:10m24s] 6.24x 36% |█████████ | (53607/146790, 151 it/s) [5m43s:10m16s] 6.24x 36% |█████████ | (53682/146790, 151 it/s) [5m44s:10m16s] 6.24x 36% |█████████ | (53757/146790, 151 it/s) [5m44s:10m16s] 6.24x 36% |█████████ | (53831/146790, 151 it/s) [5m45s:10m16s] 6.24x 36% |█████████ | (53910/146790, 151 it/s) [5m45s:10m16s] 6.24x 36% |█████████ | (53981/146790, 149 it/s) [5m46s:10m22s] 6.24x 36% |█████████ | (54059/146790, 149 it/s) [5m46s:10m22s] 6.24x 36% |█████████ | (54133/146790, 149 it/s) [5m47s:10m20s] 6.24x 36% |█████████ | (54214/146790, 150 it/s) [5m47s:10m18s] 6.24x 36% |█████████ | (54292/146790, 151 it/s) [5m48s:10m14s] 6.24x 37% |█████████ | (54366/146790, 151 it/s) [5m48s:10m12s] 6.24x 37% |█████████ | (54445/146790, 151 it/s) [5m49s:10m11s] 6.24x 37% |█████████ | (54520/146790, 151 it/s) [5m49s:10m9s] 6.24x 37% |█████████ | (54598/146790, 151 it/s) [5m50s:10m8s] 6.24x 37% |█████████ | (54670/146790, 152 it/s) [5m50s:10m5s] 6.24x 37% |█████████ | (54749/146790, 152 it/s) [5m51s:10m4s] 6.24x 37% |█████████ | (54829/146790, 152 it/s) [5m51s:10m3s] 6.24x 37% |█████████ | (54904/146790, 152 it/s) [5m52s:10m3s] 6.24x 37% |█████████ | (54979/146790, 152 it/s) [5m52s:10m2s] 6.24x 37% |█████████ | (55052/146790, 152 it/s) [5m53s:10m2s] 6.24x 37% |█████████ | (55128/146790, 152 it/s) [5m53s:10m3s] 6.24x 37% |█████████ | (55207/146790, 152 it/s) [5m54s:10m2s] 6.24x 37% |█████████ | (55282/146790, 153 it/s) [5m54s:9m57s] 6.24x 37% |█████████ | (55357/146790, 153 it/s) [5m55s:9m57s] 6.24x 37% |█████████ | (55433/146790, 152 it/s) [5m55s:10m1s] 6.24x 37% |█████████ | (55508/146790, 151 it/s) [5m56s:10m3s] 6.24x 37% |█████████ | (55584/146790, 151 it/s) [5m56s:10m3s] 6.24x 37% |█████████ | (55665/146790, 152 it/s) [5m57s:9m58s] 6.24x 37% |█████████ | (55736/146790, 151 it/s) [5m57s:10m3s] 6.24x 38% |██████████ | (55811/146790, 151 it/s) [5m58s:10m2s] 6.24x 38% |█████████ | (55879/146790, 149 it/s) [5m58s:10m11s] 6.23x 38% |█████████ | (55954/146790, 149 it/s) [5m59s:10m11s] 6.23x 38% |█████████ | (56029/146790, 149 it/s) [5m59s:10m10s] 6.23x 38% |██████████ | (56106/146790, 149 it/s) [6m0s:10m9s] 6.23x 38% |██████████ | (56179/146790, 148 it/s) [6m0s:10m11s] 6.23x 38% |██████████ | (56251/146790, 147 it/s) [6m1s:10m13s] 6.23x 38% |██████████ | (56326/146790, 148 it/s) [6m1s:10m12s] 6.23x 38% |██████████ | (56404/146790, 147 it/s) [6m2s:10m13s] 6.23x 38% |██████████ | (56480/146790, 147 it/s) [6m2s:10m12s] 6.23x 38% |██████████ | (56559/146790, 149 it/s) [6m3s:10m6s] 6.23x 38% |██████████ | (56643/146790, 151 it/s) [6m3s:9m58s] 6.23x 38% |██████████ | (56719/146790, 152 it/s) [6m4s:9m51s] 6.23x 38% |██████████ | (56793/146790, 152 it/s) [6m4s:9m51s] 6.23x 38% |██████████ | (56867/146790, 152 it/s) [6m5s:9m51s] 6.23x 38% |██████████ | (56941/146790, 152 it/s) [6m5s:9m51s] 6.23x 38% |██████████ | (57017/146790, 152 it/s) [6m6s:9m51s] 6.23x 38% |██████████ | (57098/146790, 152 it/s) [6m6s:9m49s] 6.23x 38% |██████████ | (57174/146790, 153 it/s) [6m7s:9m46s] 6.23x 39% |██████████ | (57255/146790, 155 it/s) [6m7s:9m39s] 6.23x 39% |██████████ | (57331/146790, 155 it/s) [6m8s:9m37s] 6.23x 39% |██████████ | (57407/146790, 155 it/s) [6m8s:9m38s] 6.23x 39% |██████████ | (57484/146790, 154 it/s) [6m9s:9m38s] 6.23x 39% |██████████ | (57555/146790, 152 it/s) [6m9s:9m47s] 6.23x 39% |██████████ | (57631/146790, 152 it/s) [6m10s:9m47s] 6.23x 39% |██████████ | (57707/146790, 152 it/s) [6m10s:9m47s] 6.23x 39% |██████████ | (57780/146790, 152 it/s) [6m11s:9m46s] 6.23x 39% |██████████ | (57857/146790, 152 it/s) [6m11s:9m43s] 6.23x 39% |██████████ | (57930/146790, 151 it/s) [6m12s:9m47s] 6.23x 39% |██████████ | (58008/146790, 152 it/s) [6m12s:9m45s] 6.23x 39% |██████████ | (58083/146790, 151 it/s) [6m13s:9m49s] 6.23x 39% |██████████ | (58159/146790, 150 it/s) [6m13s:9m48s] 6.23x 39% |██████████ | (58231/146790, 150 it/s) [6m14s:9m51s] 6.23x 39% |██████████ | (58310/146790, 150 it/s) [6m14s:9m49s] 6.23x 39% |██████████ | (58389/146790, 152 it/s) [6m15s:9m43s] 6.23x 39% |██████████ | (58466/146790, 152 it/s) [6m15s:9m42s] 6.23x 39% |██████████ | (58542/146790, 152 it/s) [6m16s:9m41s] 6.23x 39% |██████████ | (58620/146790, 152 it/s) [6m16s:9m41s] 6.23x 39% |██████████ | (58700/146790, 153 it/s) [6m17s:9m37s] 6.23x 40% |██████████ | (58774/146790, 152 it/s) [6m17s:9m39s] 6.23x 40% |██████████ | (58850/146790, 152 it/s) [6m18s:9m38s] 6.23x 40% |██████████ | (58924/146790, 152 it/s) [6m18s:9m36s] 6.23x 40% |██████████ | (58999/146790, 152 it/s) [6m19s:9m38s] 6.23x 40% |██████████ | (59078/146790, 152 it/s) [6m19s:9m35s] 6.23x 40% |██████████ | (59154/146790, 152 it/s) [6m20s:9m34s] 6.23x 40% |██████████ | (59226/146790, 152 it/s) [6m20s:9m34s] 6.23x 40% |██████████ | (59303/146790, 152 it/s) [6m21s:9m35s] 6.23x 40% |██████████ | (59379/146790, 152 it/s) [6m21s:9m36s] 6.23x 40% |██████████ | (59452/146790, 151 it/s) [6m22s:9m38s] 6.22x 40% |██████████ | (59528/146790, 150 it/s) [6m22s:9m41s] 6.22x 40% |██████████ | (59598/146790, 150 it/s) [6m23s:9m41s] 6.22x 40% |██████████ | (59675/146790, 150 it/s) [6m23s:9m40s] 6.22x 40% |██████████ | (59756/146790, 151 it/s) [6m24s:9m35s] 6.22x 40% |██████████ | (59830/146790, 151 it/s) [6m24s:9m35s] 6.22x 40% |██████████ | (59905/146790, 150 it/s) [6m25s:9m37s] 6.22x 40% |██████████ | (59984/146790, 151 it/s) [6m25s:9m34s] 6.22x 40% |██████████ | (60057/146790, 151 it/s) [6m26s:9m33s] 6.22x 40% |██████████ | (60133/146790, 151 it/s) [6m26s:9m33s] 6.22x 41% |███████████ | (60209/146790, 151 it/s) [6m27s:9m33s] 6.22x 41% |███████████ | (60283/146790, 151 it/s) [6m27s:9m32s] 6.22x 41% |███████████ | (60357/146790, 151 it/s) [6m28s:9m32s] 6.22x 41% |███████████ | (60436/146790, 152 it/s) [6m28s:9m28s] 6.22x 41% |███████████ | (60510/146790, 152 it/s) [6m29s:9m28s] 6.22x 41% |███████████ | (60584/146790, 150 it/s) [6m29s:9m32s] 6.22x 41% |███████████ | (60656/146790, 150 it/s) [6m30s:9m34s] 6.22x 41% |███████████ | (60733/146790, 150 it/s) [6m30s:9m33s] 6.22x 41% |███████████ | (60805/146790, 150 it/s) [6m31s:9m33s] 6.22x 41% |███████████ | (60882/146790, 149 it/s) [6m31s:9m34s] 6.22x 41% |███████████ | (60958/146790, 150 it/s) [6m32s:9m31s] 6.22x 41% |███████████ | (61029/146790, 150 it/s) [6m32s:9m31s] 6.22x 41% |███████████ | (61101/146790, 149 it/s) [6m33s:9m34s] 6.22x 41% |███████████ | (61178/146790, 149 it/s) [6m33s:9m33s] 6.22x 41% |███████████ | (61246/146790, 149 it/s) [6m34s:9m32s] 6.22x 41% |███████████ | (61322/146790, 149 it/s) [6m35s:9m33s] 6.22x 41% |███████████ | (61397/146790, 149 it/s) [6m35s:9m32s] 6.22x 41% |███████████ | (61467/146790, 147 it/s) [6m36s:9m38s] 6.22x 41% |███████████ | (61543/146790, 147 it/s) [6m36s:9m38s] 6.22x 41% |███████████ | (61620/146790, 148 it/s) [6m37s:9m35s] 6.22x 42% |███████████ | (61697/146790, 149 it/s) [6m37s:9m31s] 6.22x 42% |███████████ | (61772/146790, 149 it/s) [6m38s:9m30s] 6.22x 42% |███████████ | (61839/146790, 149 it/s) [6m38s:9m30s] 6.21x 42% |███████████ | (61912/146790, 148 it/s) [6m39s:9m34s] 6.21x 42% |███████████ | (61986/146790, 148 it/s) [6m39s:9m34s] 6.21x 42% |███████████ | (62058/146790, 147 it/s) [6m40s:9m35s] 6.21x 42% |███████████ | (62131/146790, 147 it/s) [6m40s:9m34s] 6.21x 42% |███████████ | (62209/146790, 147 it/s) [6m41s:9m33s] 6.21x 42% |███████████ | (62286/146790, 148 it/s) [6m41s:9m32s] 6.21x 42% |███████████ | (62364/146790, 148 it/s) [6m42s:9m32s] 6.21x 42% |███████████ | (62436/146790, 148 it/s) [6m42s:9m29s] 6.21x 42% |███████████ | (62517/146790, 149 it/s) [6m43s:9m24s] 6.21x 42% |███████████ | (62594/146790, 151 it/s) [6m43s:9m18s] 6.21x 42% |███████████ | (62670/146790, 151 it/s) [6m44s:9m18s] 6.21x 42% |███████████ | (62740/146790, 150 it/s) [6m44s:9m20s] 6.21x 42% |███████████ | (62816/146790, 150 it/s) [6m45s:9m20s] 6.21x 42% |███████████ | (62887/146790, 150 it/s) [6m45s:9m19s] 6.21x 42% |███████████ | (62968/146790, 150 it/s) [6m46s:9m18s] 6.21x 42% |███████████ | (63033/146790, 150 it/s) [6m46s:9m18s] 6.21x 42% |███████████ | (63107/146790, 150 it/s) [6m47s:9m17s] 6.21x 43% |███████████ | (63178/146790, 150 it/s) [6m47s:9m19s] 6.21x 43% |███████████ | (63251/146790, 150 it/s) [6m48s:9m18s] 6.21x 43% |███████████ | (63324/146790, 149 it/s) [6m48s:9m21s] 6.21x 43% |███████████ | (63402/146790, 149 it/s) [6m49s:9m19s] 6.21x 43% |███████████ | (63475/146790, 147 it/s) [6m49s:9m25s] 6.21x 43% |███████████ | (63556/146790, 148 it/s) [6m50s:9m20s] 6.21x 43% |███████████ | (63629/146790, 148 it/s) [6m50s:9m20s] 6.21x 43% |███████████ | (63706/146790, 148 it/s) [6m51s:9m19s] 6.21x 43% |███████████ | (63776/146790, 147 it/s) [6m51s:9m23s] 6.21x 43% |███████████ | (63854/146790, 149 it/s) [6m52s:9m16s] 6.21x 43% |████████████ | (63939/146790, 152 it/s) [6m52s:9m6s] 6.21x 43% |███████████ | (64024/146790, 154 it/s) [6m53s:8m57s] 6.21x 43% |███████████ | (64106/146790, 156 it/s) [6m53s:8m50s] 6.21x 43% |███████████ | (64191/146790, 157 it/s) [6m54s:8m44s] 6.21x 43% |███████████ | (64271/146790, 159 it/s) [6m54s:8m39s] 6.21x 43% |███████████ | (64347/146790, 158 it/s) [6m55s:8m42s] 6.21x 43% |███████████ | (64421/146790, 158 it/s) [6m55s:8m41s] 6.21x 43% |███████████ | (64507/146790, 158 it/s) [6m56s:8m40s] 6.21x 44% |███████████ | (64590/146790, 160 it/s) [6m56s:8m35s] 6.21x 44% |███████████ | (64664/146790, 160 it/s) [6m57s:8m34s] 6.21x 44% |███████████ | (64737/146790, 160 it/s) [6m57s:8m31s] 6.21x 44% |███████████ | (64813/146790, 160 it/s) [6m58s:8m33s] 6.21x 44% |███████████ | (64884/146790, 160 it/s) [6m58s:8m32s] 6.21x 44% |███████████ | (64959/146790, 158 it/s) [6m59s:8m39s] 6.21x 44% |███████████ | (65037/146790, 156 it/s) [6m59s:8m43s] 6.21x 44% |████████████ | (65118/146790, 156 it/s) [7m0s:8m43s] 6.21x 44% |████████████ | (65198/146790, 156 it/s) [7m0s:8m43s] 6.21x 44% |████████████ | (65286/146790, 156 it/s) [7m1s:8m41s] 6.21x 44% |████████████ | (65364/146790, 156 it/s) [7m1s:8m40s] 6.21x 44% |████████████ | (65425/146790, 154 it/s) [7m2s:8m47s] 6.21x 44% |████████████ | (65482/146790, 150 it/s) [7m2s:9m0s] 6.21x 44% |████████████ | (65544/146790, 150 it/s) [7m3s:8m59s] 6.2x 44% |█████████████ | (65615/146790, 149 it/s) [7m3s:9m4s] 6.2x 44% |████████████ | (65689/146790, 147 it/s) [7m4s:9m12s] 6.2x 44% |████████████ | (65761/146790, 147 it/s) [7m4s:9m12s] 6.2x 44% |████████████ | (65832/146790, 146 it/s) [7m5s:9m15s] 6.2x 44% |████████████ | (65901/146790, 145 it/s) [7m5s:9m18s] 6.2x 44% |████████████ | (65973/146790, 144 it/s) [7m6s:9m22s] 6.2x 44% |████████████ | (66044/146790, 142 it/s) [7m6s:9m29s] 6.2x 45% |█████████████ | (66110/146790, 137 it/s) [7m7s:9m47s] 6.2x 45% |█████████████ | (66176/146790, 137 it/s) [7m7s:9m49s] 6.2x 45% |█████████████ | (66242/146790, 139 it/s) [7m8s:9m41s] 6.2x 45% |█████████████ | (66306/146790, 138 it/s) [7m8s:9m43s] 6.2x 45% |█████████████ | (66373/146790, 137 it/s) [7m9s:9m48s] 6.19x 45% |████████████ | (66442/146790, 137 it/s) [7m9s:9m48s] 6.19x 45% |████████████ | (66507/146790, 136 it/s) [7m10s:9m51s] 6.19x 45% |████████████ | (66572/146790, 136 it/s) [7m10s:9m51s] 6.19x 45% |████████████ | (66638/146790, 135 it/s) [7m11s:9m55s] 6.19x 45% |████████████ | (66712/146790, 136 it/s) [7m11s:9m50s] 6.19x 45% |████████████ | (66782/146790, 135 it/s) [7m12s:9m51s] 6.19x 45% |████████████ | (66849/146790, 134 it/s) [7m12s:9m54s] 6.19x 45% |████████████ | (66916/146790, 135 it/s) [7m13s:9m53s] 6.19x 45% |████████████ | (66980/146790, 134 it/s) [7m13s:9m54s] 6.19x 45% |████████████ | (67044/146790, 134 it/s) [7m14s:9m56s] 6.18x 45% |████████████ | (67119/146790, 136 it/s) [7m14s:9m46s] 6.18x 45% |████████████ | (67186/146790, 136 it/s) [7m15s:9m45s] 6.18x 45% |████████████ | (67256/146790, 136 it/s) [7m15s:9m43s] 6.18x 45% |████████████ | (67330/146790, 138 it/s) [7m16s:9m37s] 6.18x 45% |████████████ | (67399/146790, 138 it/s) [7m16s:9m34s] 6.18x 45% |████████████ | (67470/146790, 138 it/s) [7m17s:9m33s] 6.18x 46% |████████████ | (67537/146790, 137 it/s) [7m17s:9m37s] 6.18x 46% |████████████ | (67608/146790, 138 it/s) [7m18s:9m35s] 6.18x 46% |████████████ | (67681/146790, 138 it/s) [7m18s:9m35s] 6.18x 46% |████████████ | (67741/146790, 137 it/s) [7m19s:9m35s] 6.18x 46% |████████████ | (67814/146790, 137 it/s) [7m19s:9m34s] 6.18x 46% |████████████ | (67888/146790, 139 it/s) [7m20s:9m28s] 6.18x 46% |████████████ | (67964/146790, 141 it/s) [7m20s:9m18s] 6.18x 46% |████████████ | (68036/146790, 143 it/s) [7m21s:9m11s] 6.18x 46% |████████████ | (68114/146790, 143 it/s) [7m21s:9m8s] 6.18x 46% |████████████ | (68187/146790, 144 it/s) [7m22s:9m5s] 6.18x 46% |████████████ | (68252/146790, 142 it/s) [7m22s:9m11s] 6.18x 46% |████████████ | (68328/146790, 144 it/s) [7m23s:9m5s] 6.17x 46% |████████████ | (68400/146790, 144 it/s) [7m23s:9m2s] 6.17x 46% |████████████ | (68471/146790, 144 it/s) [7m24s:9m2s] 6.17x 46% |████████████ | (68542/146790, 145 it/s) [7m24s:8m58s] 6.17x 46% |████████████ | (68615/146790, 145 it/s) [7m25s:8m58s] 6.17x 46% |████████████ | (68691/146790, 145 it/s) [7m25s:8m57s] 6.17x 46% |████████████ | (68766/146790, 145 it/s) [7m26s:8m57s] 6.17x 46% |████████████ | (68835/146790, 145 it/s) [7m26s:8m59s] 6.17x 46% |████████████ | (68902/146790, 142 it/s) [7m27s:9m7s] 6.17x 46% |████████████ | (68978/146790, 143 it/s) [7m27s:9m4s] 6.17x 47% |████████████ | (69051/146790, 145 it/s) [7m28s:8m57s] 6.17x 47% |█████████████ | (69121/146790, 143 it/s) [7m28s:9m1s] 6.17x 47% |█████████████ | (69194/146790, 143 it/s) [7m29s:9m1s] 6.17x 47% |█████████████ | (69265/146790, 143 it/s) [7m29s:9m0s] 6.17x 47% |████████████ | (69340/146790, 144 it/s) [7m30s:8m57s] 6.17x 47% |████████████ | (69419/146790, 146 it/s) [7m30s:8m51s] 6.17x 47% |████████████ | (69491/146790, 146 it/s) [7m31s:8m51s] 6.17x 47% |████████████ | (69572/146790, 146 it/s) [7m31s:8m50s] 6.17x 47% |████████████ | (69647/146790, 146 it/s) [7m32s:8m48s] 6.17x 47% |████████████ | (69722/146790, 147 it/s) [7m32s:8m43s] 6.17x 47% |████████████ | (69803/146790, 150 it/s) [7m33s:8m33s] 6.17x 47% |████████████ | (69875/146790, 149 it/s) [7m33s:8m35s] 6.17x 47% |████████████ | (69945/146790, 149 it/s) [7m34s:8m37s] 6.17x 47% |████████████ | (70020/146790, 149 it/s) [7m34s:8m36s] 6.17x 47% |████████████ | (70100/146790, 150 it/s) [7m35s:8m31s] 6.17x 47% |████████████ | (70178/146790, 151 it/s) [7m35s:8m26s] 6.17x 47% |████████████ | (70254/146790, 151 it/s) [7m36s:8m25s] 6.17x 47% |████████████ | (70330/146790, 151 it/s) [7m36s:8m25s] 6.17x 47% |████████████ | (70408/146790, 151 it/s) [7m37s:8m25s] 6.17x 48% |████████████ | (70484/146790, 152 it/s) [7m37s:8m22s] 6.17x 48% |████████████ | (70564/146790, 152 it/s) [7m38s:8m21s] 6.17x 48% |████████████ | (70641/146790, 152 it/s) [7m38s:8m20s] 6.17x 48% |████████████ | (70715/146790, 152 it/s) [7m39s:8m19s] 6.17x 48% |████████████ | (70790/146790, 151 it/s) [7m39s:8m23s] 6.17x 48% |████████████ | (70869/146790, 151 it/s) [7m40s:8m22s] 6.17x 48% |████████████ | (70940/146790, 152 it/s) [7m40s:8m20s] 6.17x 48% |████████████ | (71023/146790, 154 it/s) [7m41s:8m11s] 6.17x 48% |████████████ | (71101/146790, 154 it/s) [7m41s:8m10s] 6.17x 48% |█████████████ | (71180/146790, 155 it/s) [7m42s:8m9s] 6.17x 48% |█████████████ | (71257/146790, 155 it/s) [7m42s:8m8s] 6.17x 48% |████████████ | (71329/146790, 154 it/s) [7m43s:8m10s] 6.17x 48% |████████████ | (71404/146790, 153 it/s) [7m43s:8m11s] 6.17x 48% |████████████ | (71478/146790, 153 it/s) [7m44s:8m10s] 6.17x 48% |████████████ | (71551/146790, 152 it/s) [7m44s:8m14s] 6.17x 48% |████████████ | (71626/146790, 152 it/s) [7m45s:8m13s] 6.17x 48% |████████████ | (71705/146790, 153 it/s) [7m45s:8m12s] 6.17x 48% |████████████ | (71785/146790, 153 it/s) [7m46s:8m11s] 6.17x 48% |████████████ | (71858/146790, 153 it/s) [7m46s:8m10s] 6.17x 49% |█████████████ | (71934/146790, 153 it/s) [7m47s:8m9s] 6.17x 49% |█████████████ | (72007/146790, 151 it/s) [7m47s:8m15s] 6.17x 49% |█████████████ | (72085/146790, 151 it/s) [7m48s:8m14s] 6.17x 49% |█████████████ | (72159/146790, 150 it/s) [7m48s:8m17s] 6.17x 49% |█████████████ | (72239/146790, 151 it/s) [7m49s:8m14s] 6.17x 49% |█████████████ | (72315/146790, 151 it/s) [7m49s:8m14s] 6.17x 49% |█████████████ | (72395/146790, 152 it/s) [7m50s:8m9s] 6.17x 49% |█████████████ | (72470/146790, 152 it/s) [7m50s:8m8s] 6.17x 49% |█████████████ | (72541/146790, 151 it/s) [7m51s:8m10s] 6.17x 49% |█████████████ | (72614/146790, 151 it/s) [7m51s:8m12s] 6.16x 49% |█████████████ | (72694/146790, 151 it/s) [7m52s:8m9s] 6.17x 49% |█████████████ | (72768/146790, 151 it/s) [7m52s:8m10s] 6.16x 49% |█████████████ | (72843/146790, 151 it/s) [7m53s:8m8s] 6.16x 49% |█████████████ | (72916/146790, 151 it/s) [7m53s:8m7s] 6.16x 49% |█████████████ | (72987/146790, 150 it/s) [7m54s:8m11s] 6.16x 49% |█████████████ | (73066/146790, 151 it/s) [7m54s:8m7s] 6.16x 49% |█████████████ | (73139/146790, 151 it/s) [7m55s:8m7s] 6.16x 49% |█████████████ | (73218/146790, 150 it/s) [7m55s:8m9s] 6.16x 49% |█████████████ | (73294/146790, 150 it/s) [7m56s:8m10s] 6.16x 49% |█████████████ | (73369/146790, 150 it/s) [7m56s:8m9s] 6.16x 50% |██████████████ | (73443/146790, 150 it/s) [7m57s:8m9s] 6.16x 50% |██████████████ | (73515/146790, 150 it/s) [7m57s:8m9s] 6.16x 50% |██████████████ | (73590/146790, 150 it/s) [7m58s:8m6s] 6.16x 50% |██████████████ | (73663/146790, 150 it/s) [7m58s:8m6s] 6.16x 50% |█████████████ | (73726/146790, 147 it/s) [7m59s:8m17s] 6.16x 50% |██████████████ | (73812/146790, 149 it/s) [7m59s:8m8s] 6.16x 50% |██████████████ | (73883/146790, 149 it/s) [8m0s:8m8s] 6.16x 50% |██████████████ | (73958/146790, 149 it/s) [8m0s:8m8s] 6.16x 50% |██████████████ | (74032/146790, 149 it/s) [8m1s:8m7s] 6.16x 50% |██████████████ | (74103/146790, 148 it/s) [8m1s:8m12s] 6.16x 50% |██████████████ | (74183/146790, 148 it/s) [8m2s:8m8s] 6.16x 50% |██████████████ | (74259/146790, 148 it/s) [8m2s:8m8s] 6.16x 50% |██████████████ | (74336/146790, 149 it/s) [8m3s:8m7s] 6.16x 50% |██████████████ | (74413/146790, 149 it/s) [8m3s:8m6s] 6.16x 50% |██████████████ | (74488/146790, 149 it/s) [8m4s:8m5s] 6.16x 50% |██████████████ | (74564/146790, 149 it/s) [8m4s:8m3s] 6.16x 50% |██████████████ | (74644/146790, 151 it/s) [8m5s:7m58s] 6.16x 50% |██████████████ | (74721/146790, 154 it/s) [8m5s:7m49s] 6.16x 50% |██████████████ | (74791/146790, 154 it/s) [8m6s:7m48s] 6.16x 51% |██████████████ | (74870/146790, 151 it/s) [8m6s:7m55s] 6.16x 51% |██████████████ | (74939/146790, 151 it/s) [8m7s:7m54s] 6.16x 51% |██████████████ | (75010/146790, 151 it/s) [8m7s:7m56s] 6.16x 51% |██████████████ | (75085/146790, 151 it/s) [8m8s:7m55s] 6.16x 51% |██████████████ | (75162/146790, 151 it/s) [8m8s:7m53s] 6.16x 51% |██████████████ | (75242/146790, 153 it/s) [8m9s:7m47s] 6.16x 51% |██████████████ | (75317/146790, 152 it/s) [8m9s:7m50s] 6.16x 51% |█████████████ | (75396/146790, 153 it/s) [8m10s:7m48s] 6.16x 51% |█████████████ | (75479/146790, 154 it/s) [8m10s:7m43s] 6.16x 51% |█████████████ | (75557/146790, 154 it/s) [8m11s:7m41s] 6.16x 51% |█████████████ | (75631/146790, 153 it/s) [8m11s:7m44s] 6.16x 51% |█████████████ | (75711/146790, 154 it/s) [8m12s:7m42s] 6.16x 51% |█████████████ | (75787/146790, 154 it/s) [8m12s:7m40s] 6.16x 51% |█████████████ | (75865/146790, 154 it/s) [8m13s:7m40s] 6.16x 51% |█████████████ | (75942/146790, 156 it/s) [8m13s:7m35s] 6.16x 51% |█████████████ | (76016/146790, 155 it/s) [8m14s:7m36s] 6.16x 51% |█████████████ | (76099/146790, 156 it/s) [8m14s:7m34s] 6.16x 51% |█████████████ | (76173/146790, 155 it/s) [8m15s:7m34s] 6.16x 51% |█████████████ | (76247/146790, 154 it/s) [8m15s:7m36s] 6.16x 51% |█████████████ | (76322/146790, 153 it/s) [8m16s:7m41s] 6.16x 52% |██████████████ | (76404/146790, 153 it/s) [8m16s:7m40s] 6.16x 52% |██████████████ | (76479/146790, 153 it/s) [8m17s:7m39s] 6.16x 52% |██████████████ | (76557/146790, 153 it/s) [8m17s:7m39s] 6.16x 52% |██████████████ | (76632/146790, 153 it/s) [8m18s:7m37s] 6.16x 52% |██████████████ | (76715/146790, 154 it/s) [8m18s:7m34s] 6.16x 52% |██████████████ | (76787/146790, 153 it/s) [8m19s:7m36s] 6.16x 52% |██████████████ | (76866/146790, 154 it/s) [8m19s:7m35s] 6.16x 52% |██████████████ | (76944/146790, 154 it/s) [8m20s:7m32s] 6.16x 52% |██████████████ | (77025/146790, 154 it/s) [8m20s:7m31s] 6.16x 52% |██████████████ | (77105/146790, 154 it/s) [8m21s:7m32s] 6.16x 52% |██████████████ | (77182/146790, 154 it/s) [8m21s:7m32s] 6.16x 52% |██████████████ | (77260/146790, 155 it/s) [8m22s:7m29s] 6.16x 52% |██████████████ | (77333/146790, 154 it/s) [8m22s:7m29s] 6.16x 52% |██████████████ | (77408/146790, 154 it/s) [8m23s:7m29s] 6.16x 52% |██████████████ | (77484/146790, 154 it/s) [8m23s:7m28s] 6.16x 52% |██████████████ | (77561/146790, 154 it/s) [8m24s:7m29s] 6.16x 52% |██████████████ | (77633/146790, 153 it/s) [8m24s:7m31s] 6.16x 52% |██████████████ | (77711/146790, 153 it/s) [8m25s:7m31s] 6.16x 52% |██████████████ | (77790/146790, 152 it/s) [8m25s:7m33s] 6.16x 53% |██████████████ | (77871/146790, 154 it/s) [8m26s:7m27s] 6.16x 53% |██████████████ | (77950/146790, 154 it/s) [8m26s:7m27s] 6.16x 53% |██████████████ | (78028/146790, 154 it/s) [8m27s:7m27s] 6.16x 53% |██████████████ | (78109/146790, 154 it/s) [8m27s:7m24s] 6.16x 53% |██████████████ | (78186/146790, 154 it/s) [8m28s:7m26s] 6.16x 53% |██████████████ | (78260/146790, 153 it/s) [8m28s:7m27s] 6.16x 53% |██████████████ | (78336/146790, 154 it/s) [8m29s:7m25s] 6.16x 53% |██████████████ | (78410/146790, 153 it/s) [8m29s:7m25s] 6.16x 53% |██████████████ | (78489/146790, 154 it/s) [8m30s:7m23s] 6.16x 53% |██████████████ | (78572/146790, 156 it/s) [8m30s:7m16s] 6.16x 53% |██████████████ | (78654/146790, 156 it/s) [8m31s:7m16s] 6.16x 53% |██████████████ | (78731/146790, 156 it/s) [8m31s:7m15s] 6.16x 53% |██████████████ | (78809/146790, 156 it/s) [8m32s:7m14s] 6.16x 53% |██████████████ | (78889/146790, 156 it/s) [8m32s:7m15s] 6.16x 53% |██████████████ | (78964/146790, 155 it/s) [8m33s:7m16s] 6.16x 53% |██████████████ | (79042/146790, 155 it/s) [8m33s:7m17s] 6.16x 53% |██████████████ | (79116/146790, 154 it/s) [8m34s:7m19s] 6.16x 53% |██████████████ | (79194/146790, 154 it/s) [8m34s:7m18s] 6.16x 54% |██████████████ | (79272/146790, 155 it/s) [8m35s:7m16s] 6.16x 54% |██████████████ | (79350/146790, 155 it/s) [8m35s:7m14s] 6.16x 54% |██████████████ | (79423/146790, 155 it/s) [8m36s:7m14s] 6.16x 54% |██████████████ | (79501/146790, 155 it/s) [8m36s:7m14s] 6.16x 54% |██████████████ | (79574/146790, 154 it/s) [8m37s:7m15s] 6.16x 54% |██████████████ | (79651/146790, 153 it/s) [8m37s:7m18s] 6.16x 54% |██████████████ | (79731/146790, 153 it/s) [8m38s:7m17s] 6.16x 54% |██████████████ | (79805/146790, 152 it/s) [8m38s:7m19s] 6.16x 54% |██████████████ | (79881/146790, 152 it/s) [8m39s:7m18s] 6.16x 54% |██████████████ | (79961/146790, 153 it/s) [8m39s:7m17s] 6.16x 54% |██████████████ | (80032/146790, 153 it/s) [8m40s:7m16s] 6.16x 54% |██████████████ | (80107/146790, 153 it/s) [8m40s:7m16s] 6.16x 54% |██████████████ | (80187/146790, 153 it/s) [8m41s:7m15s] 6.16x 54% |██████████████ | (80256/146790, 151 it/s) [8m41s:7m19s] 6.16x 54% |██████████████ | (80332/146790, 152 it/s) [8m42s:7m17s] 6.16x 54% |██████████████ | (80408/146790, 152 it/s) [8m42s:7m16s] 6.16x 54% |██████████████ | (80477/146790, 152 it/s) [8m43s:7m16s] 6.16x 54% |██████████████ | (80556/146790, 151 it/s) [8m43s:7m17s] 6.16x 54% |██████████████ | (80631/146790, 150 it/s) [8m44s:7m20s] 6.16x 54% |██████████████ | (80700/146790, 149 it/s) [8m44s:7m22s] 6.16x 55% |██████████████ | (80780/146790, 150 it/s) [8m45s:7m19s] 6.16x 55% |██████████████ | (80853/146790, 149 it/s) [8m45s:7m23s] 6.16x 55% |██████████████ | (80933/146790, 150 it/s) [8m46s:7m18s] 6.16x 55% |██████████████ | (81008/146790, 149 it/s) [8m46s:7m21s] 6.16x 55% |██████████████ | (81087/146790, 151 it/s) [8m47s:7m15s] 6.16x 55% |██████████████ | (81165/146790, 151 it/s) [8m47s:7m13s] 6.16x 55% |██████████████ | (81242/146790, 152 it/s) [8m48s:7m12s] 6.16x 55% |██████████████ | (81317/146790, 152 it/s) [8m48s:7m11s] 6.16x 55% |███████████████ | (81397/146790, 153 it/s) [8m49s:7m7s] 6.16x 55% |███████████████ | (81470/146790, 154 it/s) [8m49s:7m5s] 6.16x 55% |███████████████ | (81550/146790, 154 it/s) [8m50s:7m4s] 6.16x 55% |███████████████ | (81630/146790, 155 it/s) [8m50s:7m0s] 6.16x 55% |███████████████ | (81703/146790, 154 it/s) [8m51s:7m3s] 6.16x 55% |███████████████ | (81781/146790, 154 it/s) [8m51s:7m1s] 6.16x 55% |███████████████ | (81854/146790, 154 it/s) [8m52s:7m0s] 6.16x 55% |███████████████ | (81935/146790, 154 it/s) [8m52s:7m1s] 6.16x 55% |███████████████ | (82011/146790, 154 it/s) [8m53s:7m1s] 6.16x 55% |███████████████ | (82089/146790, 154 it/s) [8m53s:7m0s] 6.16x 55% |██████████████ | (82166/146790, 154 it/s) [8m54s:6m59s] 6.16x 56% |███████████████ | (82237/146790, 152 it/s) [8m54s:7m3s] 6.16x 56% |███████████████ | (82314/146790, 152 it/s) [8m55s:7m3s] 6.16x 56% |███████████████ | (82390/146790, 153 it/s) [8m55s:7m0s] 6.16x 56% |███████████████ | (82461/146790, 153 it/s) [8m56s:7m0s] 6.16x 56% |███████████████ | (82535/146790, 151 it/s) [8m56s:7m4s] 6.16x 56% |███████████████ | (82612/146790, 151 it/s) [8m57s:7m3s] 6.16x 56% |███████████████ | (82693/146790, 151 it/s) [8m57s:7m3s] 6.16x 56% |███████████████ | (82772/146790, 153 it/s) [8m58s:6m59s] 6.16x 56% |███████████████ | (82848/146790, 152 it/s) [8m58s:7m0s] 6.16x 56% |███████████████ | (82925/146790, 152 it/s) [8m59s:6m59s] 6.16x 56% |███████████████ | (83000/146790, 152 it/s) [8m59s:6m59s] 6.16x 56% |███████████████ | (83078/146790, 152 it/s) [9m0s:6m59s] 6.16x 56% |███████████████ | (83155/146790, 152 it/s) [9m0s:6m58s] 6.16x 56% |███████████████ | (83228/146790, 152 it/s) [9m1s:6m56s] 6.16x 56% |███████████████ | (83304/146790, 152 it/s) [9m1s:6m56s] 6.16x 56% |███████████████ | (83380/146790, 153 it/s) [9m2s:6m54s] 6.16x 56% |███████████████ | (83458/146790, 153 it/s) [9m2s:6m54s] 6.16x 56% |███████████████ | (83536/146790, 153 it/s) [9m3s:6m54s] 6.16x 56% |███████████████ | (83613/146790, 153 it/s) [9m3s:6m53s] 6.16x 57% |███████████████ | (83685/146790, 152 it/s) [9m4s:6m56s] 6.16x 57% |███████████████ | (83764/146790, 152 it/s) [9m4s:6m53s] 6.16x 57% |███████████████ | (83844/146790, 152 it/s) [9m5s:6m52s] 6.16x 57% |███████████████ | (83925/146790, 153 it/s) [9m5s:6m50s] 6.16x 57% |███████████████ | (84003/146790, 153 it/s) [9m6s:6m49s] 6.16x 57% |███████████████ | (84079/146790, 154 it/s) [9m6s:6m47s] 6.16x 57% |███████████████ | (84160/146790, 154 it/s) [9m7s:6m47s] 6.16x 57% |███████████████ | (84238/146790, 155 it/s) [9m7s:6m44s] 6.16x 57% |███████████████ | (84320/146790, 155 it/s) [9m8s:6m44s] 6.16x 57% |███████████████ | (84392/146790, 155 it/s) [9m8s:6m43s] 6.16x 57% |███████████████ | (84470/146790, 155 it/s) [9m9s:6m42s] 6.16x 57% |███████████████ | (84547/146790, 155 it/s) [9m9s:6m42s] 6.16x 57% |███████████████ | (84626/146790, 155 it/s) [9m10s:6m41s] 6.16x 57% |███████████████ | (84705/146790, 155 it/s) [9m10s:6m40s] 6.16x 57% |███████████████ | (84782/146790, 156 it/s) [9m11s:6m36s] 6.16x 57% |███████████████ | (84858/146790, 156 it/s) [9m11s:6m37s] 6.16x 57% |███████████████ | (84935/146790, 155 it/s) [9m12s:6m39s] 6.16x 57% |███████████████ | (85014/146790, 155 it/s) [9m12s:6m38s] 6.16x 57% |███████████████ | (85089/146790, 155 it/s) [9m13s:6m38s] 6.16x 58% |███████████████ | (85159/146790, 153 it/s) [9m13s:6m42s] 6.16x 58% |███████████████ | (85237/146790, 153 it/s) [9m14s:6m41s] 6.16x 58% |███████████████ | (85313/146790, 153 it/s) [9m14s:6m42s] 6.16x 58% |███████████████ | (85391/146790, 153 it/s) [9m15s:6m42s] 6.16x 58% |███████████████ | (85469/146790, 152 it/s) [9m15s:6m42s] 6.16x 58% |███████████████ | (85544/146790, 152 it/s) [9m16s:6m42s] 6.16x 58% |███████████████ | (85622/146790, 152 it/s) [9m16s:6m41s] 6.16x 58% |███████████████ | (85696/146790, 152 it/s) [9m17s:6m40s] 6.16x 58% |███████████████ | (85776/146790, 152 it/s) [9m17s:6m40s] 6.16x 58% |███████████████ | (85854/146790, 152 it/s) [9m18s:6m40s] 6.16x 58% |███████████████ | (85932/146790, 152 it/s) [9m18s:6m40s] 6.16x 58% |███████████████ | (86010/146790, 153 it/s) [9m19s:6m37s] 6.16x 58% |███████████████ | (86088/146790, 153 it/s) [9m19s:6m37s] 6.16x 58% |███████████████ | (86161/146790, 154 it/s) [9m20s:6m33s] 6.16x 58% |███████████████ | (86238/146790, 154 it/s) [9m20s:6m33s] 6.16x 58% |███████████████ | (86313/146790, 153 it/s) [9m21s:6m33s] 6.16x 58% |███████████████ | (86387/146790, 153 it/s) [9m21s:6m34s] 6.16x 58% |███████████████ | (86459/146790, 153 it/s) [9m22s:6m33s] 6.16x 58% |███████████████ | (86542/146790, 153 it/s) [9m22s:6m33s] 6.16x 59% |███████████████ | (86621/146790, 153 it/s) [9m23s:6m32s] 6.16x 59% |███████████████ | (86695/146790, 153 it/s) [9m23s:6m32s] 6.16x 59% |███████████████ | (86771/146790, 153 it/s) [9m24s:6m33s] 6.16x 59% |███████████████ | (86849/146790, 153 it/s) [9m24s:6m32s] 6.16x 59% |███████████████ | (86926/146790, 153 it/s) [9m25s:6m31s] 6.16x 59% |███████████████ | (87002/146790, 153 it/s) [9m25s:6m31s] 6.16x 59% |███████████████ | (87075/146790, 152 it/s) [9m26s:6m32s] 6.16x 59% |███████████████ | (87153/146790, 152 it/s) [9m26s:6m31s] 6.16x 59% |███████████████ | (87229/146790, 152 it/s) [9m27s:6m31s] 6.16x 59% |███████████████ | (87306/146790, 152 it/s) [9m27s:6m30s] 6.16x 59% |███████████████ | (87387/146790, 153 it/s) [9m28s:6m27s] 6.16x 59% |███████████████ | (87465/146790, 154 it/s) [9m28s:6m25s] 6.16x 59% |███████████████ | (87538/146790, 154 it/s) [9m29s:6m24s] 6.16x 59% |███████████████ | (87613/146790, 153 it/s) [9m29s:6m25s] 6.16x 59% |███████████████ | (87689/146790, 153 it/s) [9m30s:6m25s] 6.16x 59% |███████████████ | (87761/146790, 152 it/s) [9m30s:6m27s] 6.16x 59% |███████████████ | (87836/146790, 152 it/s) [9m31s:6m27s] 6.16x 59% |███████████████ | (87914/146790, 153 it/s) [9m31s:6m25s] 6.16x 59% |███████████████ | (87991/146790, 153 it/s) [9m32s:6m24s] 6.16x 59% |███████████████ | (88065/146790, 153 it/s) [9m32s:6m24s] 6.16x 60% |████████████████ | (88138/146790, 152 it/s) [9m33s:6m25s] 6.15x 60% |████████████████ | (88220/146790, 153 it/s) [9m33s:6m21s] 6.16x 60% |████████████████ | (88296/146790, 153 it/s) [9m34s:6m21s] 6.16x 60% |████████████████ | (88370/146790, 153 it/s) [9m34s:6m21s] 6.16x 60% |████████████████ | (88447/146790, 153 it/s) [9m35s:6m21s] 6.15x 60% |████████████████ | (88525/146790, 153 it/s) [9m35s:6m20s] 6.16x 60% |████████████████ | (88599/146790, 152 it/s) [9m36s:6m22s] 6.15x 60% |████████████████ | (88682/146790, 153 it/s) [9m36s:6m19s] 6.16x 60% |████████████████ | (88759/146790, 154 it/s) [9m37s:6m17s] 6.16x 60% |████████████████ | (88835/146790, 154 it/s) [9m37s:6m17s] 6.16x 60% |████████████████ | (88910/146790, 154 it/s) [9m38s:6m15s] 6.16x 60% |████████████████ | (88988/146790, 154 it/s) [9m38s:6m14s] 6.16x 60% |████████████████ | (89064/146790, 154 it/s) [9m39s:6m14s] 6.16x 60% |████████████████ | (89139/146790, 154 it/s) [9m39s:6m13s] 6.15x 60% |████████████████ | (89215/146790, 153 it/s) [9m40s:6m15s] 6.15x 60% |████████████████ | (89297/146790, 154 it/s) [9m40s:6m12s] 6.16x 60% |████████████████ | (89373/146790, 154 it/s) [9m41s:6m11s] 6.16x 60% |████████████████ | (89454/146790, 155 it/s) [9m41s:6m10s] 6.16x 60% |████████████████ | (89530/146790, 155 it/s) [9m42s:6m9s] 6.16x 61% |████████████████ | (89609/146790, 154 it/s) [9m42s:6m10s] 6.16x 61% |████████████████ | (89688/146790, 154 it/s) [9m43s:6m10s] 6.16x 61% |█████████████████ | (89764/146790, 154 it/s) [9m43s:6m9s] 6.16x 61% |█████████████████ | (89844/146790, 155 it/s) [9m44s:6m6s] 6.16x 61% |█████████████████ | (89918/146790, 154 it/s) [9m44s:6m8s] 6.16x 61% |█████████████████ | (89992/146790, 154 it/s) [9m45s:6m8s] 6.16x 61% |█████████████████ | (90071/146790, 155 it/s) [9m45s:6m6s] 6.16x 61% |█████████████████ | (90147/146790, 155 it/s) [9m46s:6m5s] 6.16x 61% |█████████████████ | (90224/146790, 155 it/s) [9m46s:6m5s] 6.16x 61% |█████████████████ | (90298/146790, 154 it/s) [9m47s:6m7s] 6.16x 61% |█████████████████ | (90374/146790, 153 it/s) [9m47s:6m8s] 6.16x 61% |█████████████████ | (90451/146790, 153 it/s) [9m48s:6m7s] 6.16x 61% |█████████████████ | (90530/146790, 153 it/s) [9m48s:6m6s] 6.16x 61% |█████████████████ | (90606/146790, 153 it/s) [9m49s:6m7s] 6.16x 61% |█████████████████ | (90686/146790, 153 it/s) [9m49s:6m6s] 6.16x 61% |█████████████████ | (90766/146790, 154 it/s) [9m50s:6m4s] 6.16x 61% |█████████████████ | (90840/146790, 154 it/s) [9m50s:6m4s] 6.16x 61% |█████████████████ | (90913/146790, 152 it/s) [9m51s:6m7s] 6.16x 61% |█████████████████ | (90989/146790, 152 it/s) [9m51s:6m6s] 6.15x 62% |█████████████████ | (91068/146790, 153 it/s) [9m52s:6m4s] 6.16x 62% |█████████████████ | (91140/146790, 153 it/s) [9m52s:6m3s] 6.15x 62% |█████████████████ | (91216/146790, 153 it/s) [9m53s:6m3s] 6.15x 62% |█████████████████ | (91295/146790, 153 it/s) [9m53s:6m2s] 6.15x 62% |█████████████████ | (91367/146790, 152 it/s) [9m54s:6m3s] 6.15x 62% |█████████████████ | (91441/146790, 152 it/s) [9m54s:6m3s] 6.15x 62% |█████████████████ | (91522/146790, 153 it/s) [9m55s:6m2s] 6.15x 62% |█████████████████ | (91594/146790, 152 it/s) [9m55s:6m3s] 6.15x 62% |█████████████████ | (91668/146790, 151 it/s) [9m56s:6m4s] 6.15x 62% |█████████████████ | (91748/146790, 151 it/s) [9m56s:6m3s] 6.15x 62% |█████████████████ | (91820/146790, 151 it/s) [9m57s:6m3s] 6.15x 62% |█████████████████ | (91896/146790, 151 it/s) [9m57s:6m2s] 6.15x 62% |█████████████████ | (91970/146790, 151 it/s) [9m58s:6m3s] 6.15x 62% |█████████████████ | (92045/146790, 151 it/s) [9m58s:6m3s] 6.15x 62% |█████████████████ | (92122/146790, 150 it/s) [9m59s:6m4s] 6.15x 62% |█████████████████ | (92198/146790, 150 it/s) [9m59s:6m2s] 6.15x 62% |█████████████████ | (92278/146790, 150 it/s) [10m0s:6m2s] 6.15x 62% |█████████████████ | (92355/146790, 151 it/s) [10m0s:6m1s] 6.15x 62% |█████████████████ | (92429/146790, 151 it/s) [10m1s:6m0s] 6.15x 63% |█████████████████ | (92508/146790, 151 it/s) [10m1s:5m59s] 6.15x 63% |█████████████████ | (92582/146790, 151 it/s) [10m2s:5m59s] 6.15x 63% |█████████████████ | (92663/146790, 151 it/s) [10m2s:5m57s] 6.15x 63% |█████████████████ | (92737/146790, 152 it/s) [10m3s:5m55s] 6.15x 63% |█████████████████ | (92808/146790, 152 it/s) [10m3s:5m55s] 6.15x 63% |█████████████████ | (92880/146790, 151 it/s) [10m4s:5m55s] 6.15x 63% |█████████████████ | (92954/146790, 151 it/s) [10m4s:5m55s] 6.15x 63% |█████████████████ | (93028/146790, 151 it/s) [10m5s:5m55s] 6.15x 63% |█████████████████ | (93105/146790, 151 it/s) [10m5s:5m54s] 6.15x 63% |█████████████████ | (93182/146790, 152 it/s) [10m6s:5m53s] 6.15x 63% |█████████████████ | (93259/146790, 152 it/s) [10m6s:5m53s] 6.15x 63% |█████████████████ | (93335/146790, 152 it/s) [10m7s:5m52s] 6.15x 63% |█████████████████ | (93410/146790, 151 it/s) [10m7s:5m53s] 6.15x 63% |█████████████████ | (93489/146790, 151 it/s) [10m8s:5m53s] 6.15x 63% |█████████████████ | (93574/146790, 152 it/s) [10m8s:5m49s] 6.15x 63% |█████████████████ | (93653/146790, 152 it/s) [10m9s:5m49s] 6.15x 63% |█████████████████ | (93729/146790, 153 it/s) [10m9s:5m47s] 6.15x 63% |████████████████ | (93807/146790, 152 it/s) [10m10s:5m47s] 6.15x 63% |████████████████ | (93879/146790, 152 it/s) [10m10s:5m48s] 6.15x 64% |████████████████ | (93958/146790, 153 it/s) [10m11s:5m44s] 6.15x 64% |████████████████ | (94033/146790, 154 it/s) [10m11s:5m43s] 6.15x 64% |████████████████ | (94108/146790, 153 it/s) [10m12s:5m44s] 6.15x 64% |████████████████ | (94184/146790, 153 it/s) [10m12s:5m43s] 6.15x 64% |████████████████ | (94260/146790, 153 it/s) [10m13s:5m43s] 6.15x 64% |████████████████ | (94329/146790, 151 it/s) [10m13s:5m46s] 6.15x 64% |████████████████ | (94407/146790, 152 it/s) [10m14s:5m44s] 6.15x 64% |████████████████ | (94471/146790, 152 it/s) [10m14s:5m44s] 6.15x 64% |████████████████ | (94555/146790, 150 it/s) [10m15s:5m47s] 6.15x 64% |████████████████ | (94629/146790, 150 it/s) [10m15s:5m48s] 6.15x 64% |████████████████ | (94709/146790, 150 it/s) [10m16s:5m47s] 6.15x 64% |████████████████ | (94781/146790, 150 it/s) [10m16s:5m46s] 6.15x 64% |████████████████ | (94861/146790, 150 it/s) [10m17s:5m45s] 6.15x 64% |████████████████ | (94938/146790, 151 it/s) [10m17s:5m44s] 6.15x 64% |████████████████ | (95015/146790, 151 it/s) [10m18s:5m42s] 6.15x 64% |████████████████ | (95096/146790, 152 it/s) [10m18s:5m39s] 6.15x 64% |████████████████ | (95169/146790, 153 it/s) [10m19s:5m37s] 6.15x 64% |████████████████ | (95243/146790, 152 it/s) [10m19s:5m38s] 6.15x 64% |████████████████ | (95322/146790, 153 it/s) [10m20s:5m36s] 6.15x 64% |████████████████ | (95396/146790, 153 it/s) [10m20s:5m35s] 6.15x 65% |████████████████ | (95472/146790, 153 it/s) [10m21s:5m35s] 6.15x 65% |████████████████ | (95554/146790, 153 it/s) [10m21s:5m35s] 6.15x 65% |████████████████ | (95633/146790, 154 it/s) [10m22s:5m31s] 6.15x 65% |████████████████ | (95707/146790, 153 it/s) [10m22s:5m33s] 6.15x 65% |████████████████ | (95785/146790, 153 it/s) [10m23s:5m32s] 6.15x 65% |████████████████ | (95858/146790, 153 it/s) [10m23s:5m33s] 6.15x 65% |████████████████ | (95928/146790, 150 it/s) [10m24s:5m38s] 6.15x 65% |████████████████ | (96002/146790, 150 it/s) [10m24s:5m38s] 6.15x 65% |████████████████ | (96079/146790, 151 it/s) [10m25s:5m36s] 6.15x 65% |████████████████ | (96158/146790, 152 it/s) [10m25s:5m33s] 6.15x 65% |████████████████ | (96236/146790, 152 it/s) [10m26s:5m33s] 6.15x 65% |████████████████ | (96308/146790, 151 it/s) [10m26s:5m34s] 6.15x 65% |████████████████ | (96377/146790, 150 it/s) [10m27s:5m36s] 6.15x 65% |████████████████ | (96493/146790, 157 it/s) [10m27s:5m19s] 6.15x 65% |████████████████ | (96629/146790, 169 it/s) [10m28s:4m57s] 6.16x 65% |████████████████ | (96756/146790, 179 it/s) [10m28s:4m39s] 6.16x 65% |████████████████ | (96848/146790, 182 it/s) [10m29s:4m34s] 6.16x 66% |█████████████████ | (96923/146790, 182 it/s) [10m29s:4m33s] 6.16x 66% |█████████████████ | (96998/146790, 184 it/s) [10m30s:4m31s] 6.16x 66% |█████████████████ | (97075/146790, 184 it/s) [10m30s:4m30s] 6.16x 66% |█████████████████ | (97150/146790, 184 it/s) [10m31s:4m30s] 6.16x 66% |█████████████████ | (97224/146790, 183 it/s) [10m31s:4m30s] 6.16x 66% |█████████████████ | (97297/146790, 183 it/s) [10m32s:4m31s] 6.16x 66% |█████████████████ | (97367/146790, 183 it/s) [10m32s:4m30s] 6.16x 66% |█████████████████ | (97444/146790, 183 it/s) [10m33s:4m29s] 6.16x 66% |█████████████████ | (97516/146790, 175 it/s) [10m33s:4m42s] 6.16x 66% |█████████████████ | (97593/146790, 163 it/s) [10m34s:5m2s] 6.16x 66% |█████████████████ | (97671/146790, 153 it/s) [10m34s:5m21s] 6.16x 66% |█████████████████ | (97745/146790, 153 it/s) [10m35s:5m20s] 6.16x 66% |█████████████████ | (97823/146790, 150 it/s) [10m35s:5m26s] 6.16x 66% |█████████████████ | (97896/146790, 149 it/s) [10m36s:5m27s] 6.16x 66% |█████████████████ | (97972/146790, 149 it/s) [10m36s:5m26s] 6.16x 66% |█████████████████ | (98047/146790, 150 it/s) [10m37s:5m26s] 6.16x 66% |█████████████████ | (98123/146790, 150 it/s) [10m37s:5m25s] 6.16x 66% |█████████████████ | (98198/146790, 149 it/s) [10m38s:5m25s] 6.16x 66% |█████████████████ | (98274/146790, 149 it/s) [10m38s:5m24s] 6.16x 66% |█████████████████ | (98346/146790, 149 it/s) [10m39s:5m24s] 6.16x 67% |█████████████████ | (98421/146790, 150 it/s) [10m39s:5m23s] 6.16x 67% |█████████████████ | (98496/146790, 151 it/s) [10m40s:5m20s] 6.16x 67% |█████████████████ | (98571/146790, 151 it/s) [10m40s:5m20s] 6.16x 67% |█████████████████ | (98647/146790, 151 it/s) [10m41s:5m19s] 6.16x 67% |█████████████████ | (98719/146790, 150 it/s) [10m41s:5m20s] 6.16x 67% |█████████████████ | (98795/146790, 150 it/s) [10m42s:5m19s] 6.16x 67% |█████████████████ | (98872/146790, 150 it/s) [10m42s:5m19s] 6.16x 67% |█████████████████ | (98947/146790, 150 it/s) [10m43s:5m19s] 6.16x 67% |█████████████████ | (99023/146790, 150 it/s) [10m43s:5m19s] 6.16x 67% |█████████████████ | (99104/146790, 151 it/s) [10m44s:5m16s] 6.16x 67% |█████████████████ | (99173/146790, 151 it/s) [10m44s:5m16s] 6.16x 67% |█████████████████ | (99246/146790, 150 it/s) [10m45s:5m17s] 6.16x 67% |█████████████████ | (99318/146790, 149 it/s) [10m45s:5m18s] 6.16x 67% |█████████████████ | (99394/146790, 149 it/s) [10m46s:5m17s] 6.16x 67% |█████████████████ | (99468/146790, 149 it/s) [10m46s:5m17s] 6.16x 67% |█████████████████ | (99544/146790, 149 it/s) [10m47s:5m16s] 6.16x 67% |█████████████████ | (99615/146790, 149 it/s) [10m47s:5m17s] 6.15x 67% |█████████████████ | (99689/146790, 149 it/s) [10m48s:5m17s] 6.15x 67% |█████████████████ | (99761/146790, 148 it/s) [10m48s:5m18s] 6.15x 68% |█████████████████ | (99833/146790, 148 it/s) [10m49s:5m18s] 6.15x 68% |█████████████████ | (99903/146790, 147 it/s) [10m49s:5m19s] 6.15x 68% |█████████████████ | (99976/146790, 146 it/s) [10m50s:5m21s] 6.15x 68% |█████████████████ | (100051/146790, 147 it/s) [10m50s:5m19s] 6.15x 68% |█████████████████ | (100125/146790, 147 it/s) [10m51s:5m18s] 6.15x 68% |█████████████████ | (100205/146790, 147 it/s) [10m51s:5m15s] 6.15x 68% |█████████████████ | (100281/146790, 147 it/s) [10m52s:5m15s] 6.15x 68% |█████████████████ | (100355/146790, 147 it/s) [10m52s:5m15s] 6.15x 68% |█████████████████ | (100430/146790, 148 it/s) [10m53s:5m14s] 6.15x 68% |█████████████████ | (100505/146790, 147 it/s) [10m53s:5m14s] 6.15x 68% |█████████████████ | (100577/146790, 147 it/s) [10m54s:5m13s] 6.15x 68% |█████████████████ | (100651/146790, 147 it/s) [10m54s:5m12s] 6.15x 68% |█████████████████ | (100729/146790, 149 it/s) [10m55s:5m9s] 6.15x 68% |█████████████████ | (100805/146790, 150 it/s) [10m55s:5m7s] 6.15x 68% |█████████████████ | (100885/146790, 150 it/s) [10m56s:5m6s] 6.15x 68% |█████████████████ | (100962/146790, 151 it/s) [10m56s:5m3s] 6.15x 68% |█████████████████ | (101035/146790, 150 it/s) [10m57s:5m4s] 6.15x 68% |█████████████████ | (101106/146790, 149 it/s) [10m57s:5m6s] 6.15x 68% |█████████████████ | (101181/146790, 149 it/s) [10m58s:5m5s] 6.15x 68% |█████████████████ | (101259/146790, 149 it/s) [10m58s:5m4s] 6.15x 69% |█████████████████ | (101335/146790, 149 it/s) [10m59s:5m4s] 6.15x 69% |█████████████████ | (101412/146790, 150 it/s) [10m59s:5m2s] 6.15x 69% |██████████████████ | (101486/146790, 150 it/s) [11m0s:5m2s] 6.15x 69% |██████████████████ | (101562/146790, 150 it/s) [11m0s:5m0s] 6.15x 69% |██████████████████ | (101636/146790, 150 it/s) [11m1s:5m0s] 6.15x 69% |█████████████████ | (101711/146790, 151 it/s) [11m1s:4m59s] 6.15x 69% |█████████████████ | (101788/146790, 150 it/s) [11m2s:4m59s] 6.15x 69% |█████████████████ | (101863/146790, 150 it/s) [11m2s:4m59s] 6.15x 69% |██████████████████ | (101937/146790, 149 it/s) [11m3s:5m0s] 6.15x 69% |██████████████████ | (102009/146790, 149 it/s) [11m3s:5m0s] 6.15x 69% |██████████████████ | (102078/146790, 149 it/s) [11m4s:5m0s] 6.15x 69% |█████████████████ | (102153/146790, 149 it/s) [11m4s:4m59s] 6.15x 69% |█████████████████ | (102227/146790, 149 it/s) [11m5s:4m59s] 6.15x 69% |█████████████████ | (102302/146790, 148 it/s) [11m5s:4m59s] 6.15x 69% |█████████████████ | (102383/146790, 150 it/s) [11m6s:4m56s] 6.15x 69% |█████████████████ | (102460/146790, 150 it/s) [11m6s:4m55s] 6.15x 69% |█████████████████ | (102539/146790, 150 it/s) [11m7s:4m54s] 6.15x 69% |█████████████████ | (102616/146790, 151 it/s) [11m7s:4m53s] 6.15x 69% |█████████████████ | (102692/146790, 151 it/s) [11m8s:4m52s] 6.15x 70% |██████████████████ | (102762/146790, 150 it/s) [11m8s:4m54s] 6.15x 70% |██████████████████ | (102841/146790, 151 it/s) [11m9s:4m51s] 6.15x 70% |██████████████████ | (102917/146790, 151 it/s) [11m9s:4m49s] 6.15x 70% |█████████████████ | (102987/146790, 151 it/s) [11m10s:4m50s] 6.15x 70% |█████████████████ | (103058/146790, 150 it/s) [11m10s:4m50s] 6.15x 70% |█████████████████ | (103132/146790, 150 it/s) [11m11s:4m50s] 6.15x 70% |█████████████████ | (103206/146790, 150 it/s) [11m11s:4m50s] 6.15x 70% |█████████████████ | (103281/146790, 149 it/s) [11m12s:4m52s] 6.15x 70% |█████████████████ | (103356/146790, 148 it/s) [11m12s:4m53s] 6.15x 70% |█████████████████ | (103426/146790, 147 it/s) [11m13s:4m55s] 6.15x 70% |█████████████████ | (103498/146790, 146 it/s) [11m13s:4m56s] 6.15x 70% |█████████████████ | (103571/146790, 146 it/s) [11m14s:4m55s] 6.15x 70% |█████████████████ | (103651/146790, 146 it/s) [11m14s:4m54s] 6.15x 70% |█████████████████ | (103724/146790, 146 it/s) [11m15s:4m54s] 6.15x 70% |█████████████████ | (103805/146790, 147 it/s) [11m15s:4m52s] 6.15x 70% |█████████████████ | (103876/146790, 147 it/s) [11m16s:4m51s] 6.15x 70% |█████████████████ | (103951/146790, 148 it/s) [11m16s:4m49s] 6.15x 70% |█████████████████ | (104029/146790, 149 it/s) [11m17s:4m47s] 6.15x 70% |█████████████████ | (104105/146790, 149 it/s) [11m17s:4m46s] 6.15x 70% |█████████████████ | (104177/146790, 149 it/s) [11m18s:4m46s] 6.15x 71% |█████████████████ | (104260/146790, 151 it/s) [11m18s:4m42s] 6.15x 71% |█████████████████ | (104333/146790, 151 it/s) [11m19s:4m40s] 6.15x 71% |█████████████████ | (104411/146790, 152 it/s) [11m19s:4m38s] 6.15x 71% |█████████████████ | (104485/146790, 152 it/s) [11m20s:4m37s] 6.15x 71% |█████████████████ | (104557/146790, 152 it/s) [11m20s:4m37s] 6.15x 71% |█████████████████ | (104632/146790, 152 it/s) [11m21s:4m37s] 6.15x 71% |█████████████████ | (104703/146790, 150 it/s) [11m21s:4m40s] 6.15x 71% |█████████████████ | (104776/146790, 150 it/s) [11m22s:4m39s] 6.15x 71% |█████████████████ | (104848/146790, 150 it/s) [11m22s:4m40s] 6.15x 71% |█████████████████ | (104921/146790, 149 it/s) [11m23s:4m41s] 6.15x 71% |█████████████████ | (104990/146790, 148 it/s) [11m23s:4m42s] 6.14x 71% |█████████████████ | (105061/146790, 145 it/s) [11m24s:4m46s] 6.14x 71% |█████████████████ | (105135/146790, 146 it/s) [11m24s:4m46s] 6.14x 71% |█████████████████ | (105204/146790, 146 it/s) [11m25s:4m45s] 6.14x 71% |█████████████████ | (105279/146790, 144 it/s) [11m25s:4m47s] 6.14x 71% |█████████████████ | (105358/146790, 146 it/s) [11m26s:4m44s] 6.14x 71% |█████████████████ | (105430/146790, 145 it/s) [11m26s:4m45s] 6.14x 71% |█████████████████ | (105504/146790, 146 it/s) [11m27s:4m43s] 6.14x 71% |█████████████████ | (105577/146790, 146 it/s) [11m27s:4m43s] 6.14x 71% |█████████████████ | (105654/146790, 146 it/s) [11m28s:4m41s] 6.14x 72% |██████████████████ | (105731/146790, 146 it/s) [11m28s:4m41s] 6.14x 72% |██████████████████ | (105802/146790, 146 it/s) [11m29s:4m39s] 6.14x 72% |██████████████████ | (105878/146790, 147 it/s) [11m29s:4m38s] 6.14x 72% |██████████████████ | (105950/146790, 148 it/s) [11m30s:4m36s] 6.14x 72% |██████████████████ | (106024/146790, 148 it/s) [11m30s:4m35s] 6.14x 72% |██████████████████ | (106095/146790, 148 it/s) [11m31s:4m35s] 6.14x 72% |██████████████████ | (106170/146790, 148 it/s) [11m31s:4m35s] 6.14x 72% |██████████████████ | (106249/146790, 149 it/s) [11m32s:4m32s] 6.14x 72% |██████████████████ | (106319/146790, 147 it/s) [11m32s:4m35s] 6.14x 72% |██████████████████ | (106394/146790, 147 it/s) [11m33s:4m34s] 6.14x 72% |██████████████████ | (106464/146790, 147 it/s) [11m33s:4m33s] 6.14x 72% |██████████████████ | (106536/146790, 147 it/s) [11m34s:4m34s] 6.14x 72% |██████████████████ | (106613/146790, 147 it/s) [11m34s:4m33s] 6.14x 72% |██████████████████ | (106685/146790, 147 it/s) [11m35s:4m33s] 6.14x 72% |██████████████████ | (106761/146790, 147 it/s) [11m35s:4m33s] 6.14x 72% |██████████████████ | (106841/146790, 147 it/s) [11m36s:4m31s] 6.14x 72% |██████████████████ | (106914/146790, 147 it/s) [11m36s:4m31s] 6.14x 72% |██████████████████ | (106993/146790, 148 it/s) [11m37s:4m29s] 6.14x 72% |██████████████████ | (107071/146790, 149 it/s) [11m37s:4m27s] 6.14x 72% |██████████████████ | (107147/146790, 150 it/s) [11m38s:4m24s] 6.14x 73% |██████████████████ | (107222/146790, 149 it/s) [11m38s:4m25s] 6.14x 73% |██████████████████ | (107298/146790, 150 it/s) [11m39s:4m22s] 6.14x 73% |██████████████████ | (107378/146790, 151 it/s) [11m39s:4m20s] 6.14x 73% |██████████████████ | (107451/146790, 151 it/s) [11m40s:4m19s] 6.14x 73% |██████████████████ | (107520/146790, 151 it/s) [11m40s:4m19s] 6.14x 73% |██████████████████ | (107594/146790, 151 it/s) [11m41s:4m19s] 6.14x 73% |██████████████████ | (107667/146790, 151 it/s) [11m41s:4m18s] 6.14x 73% |██████████████████ | (107733/146790, 149 it/s) [11m42s:4m22s] 6.14x 73% |██████████████████ | (107810/146790, 149 it/s) [11m42s:4m21s] 6.14x 73% |██████████████████ | (107886/146790, 149 it/s) [11m43s:4m21s] 6.14x 73% |██████████████████ | (107961/146790, 149 it/s) [11m43s:4m21s] 6.14x 73% |██████████████████ | (108032/146790, 148 it/s) [11m44s:4m21s] 6.14x 73% |██████████████████ | (108104/146790, 147 it/s) [11m44s:4m22s] 6.14x 73% |██████████████████ | (108180/146790, 147 it/s) [11m45s:4m22s] 6.14x 73% |██████████████████ | (108250/146790, 147 it/s) [11m45s:4m22s] 6.14x 73% |██████████████████ | (108324/146790, 146 it/s) [11m46s:4m24s] 6.14x 73% |██████████████████ | (108399/146790, 146 it/s) [11m46s:4m23s] 6.14x 73% |██████████████████ | (108473/146790, 146 it/s) [11m47s:4m21s] 6.14x 73% |██████████████████ | (108549/146790, 147 it/s) [11m47s:4m20s] 6.14x 73% |██████████████████ | (108621/146790, 146 it/s) [11m48s:4m20s] 6.14x 74% |██████████████████ | (108697/146790, 148 it/s) [11m48s:4m16s] 6.14x 74% |██████████████████ | (108770/146790, 148 it/s) [11m49s:4m16s] 6.14x 74% |██████████████████ | (108845/146790, 148 it/s) [11m49s:4m16s] 6.14x 74% |██████████████████ | (108913/146790, 146 it/s) [11m50s:4m19s] 6.14x 74% |██████████████████ | (108991/146790, 147 it/s) [11m50s:4m16s] 6.14x 74% |██████████████████ | (109071/146790, 149 it/s) [11m51s:4m13s] 6.14x 74% |██████████████████ | (109149/146790, 150 it/s) [11m51s:4m11s] 6.14x 74% |███████████████████ | (109230/146790, 151 it/s) [11m52s:4m8s] 6.14x 74% |███████████████████ | (109308/146790, 152 it/s) [11m52s:4m6s] 6.14x 74% |███████████████████ | (109377/146790, 152 it/s) [11m53s:4m6s] 6.14x 74% |███████████████████ | (109451/146790, 151 it/s) [11m53s:4m7s] 6.14x 74% |███████████████████ | (109523/146790, 151 it/s) [11m54s:4m6s] 6.14x 74% |███████████████████ | (109599/146790, 151 it/s) [11m54s:4m6s] 6.14x 74% |███████████████████ | (109672/146790, 151 it/s) [11m55s:4m6s] 6.14x 74% |███████████████████ | (109741/146790, 151 it/s) [11m55s:4m5s] 6.14x 74% |███████████████████ | (109813/146790, 151 it/s) [11m56s:4m4s] 6.13x 74% |███████████████████ | (109894/146790, 152 it/s) [11m56s:4m2s] 6.14x 74% |███████████████████ | (109969/146790, 151 it/s) [11m57s:4m3s] 6.13x 74% |███████████████████ | (110042/146790, 151 it/s) [11m57s:4m3s] 6.13x 75% |███████████████████ | (110114/146790, 150 it/s) [11m58s:4m4s] 6.13x 75% |███████████████████ | (110190/146790, 149 it/s) [11m58s:4m5s] 6.13x 75% |███████████████████ | (110262/146790, 149 it/s) [11m59s:4m5s] 6.13x 75% |███████████████████ | (110340/146790, 148 it/s) [11m59s:4m5s] 6.13x 75% |████████████████████ | (110415/146790, 148 it/s) [12m0s:4m5s] 6.13x 75% |████████████████████ | (110491/146790, 149 it/s) [12m0s:4m3s] 6.13x 75% |████████████████████ | (110565/146790, 150 it/s) [12m1s:4m2s] 6.13x 75% |████████████████████ | (110637/146790, 150 it/s) [12m1s:4m1s] 6.13x 75% |████████████████████ | (110713/146790, 149 it/s) [12m2s:4m1s] 6.13x 75% |███████████████████ | (110791/146790, 150 it/s) [12m2s:3m59s] 6.13x 75% |███████████████████ | (110876/146790, 153 it/s) [12m3s:3m54s] 6.13x 75% |███████████████████ | (110949/146790, 151 it/s) [12m3s:3m56s] 6.13x 75% |███████████████████ | (111020/146790, 151 it/s) [12m4s:3m57s] 6.13x 75% |███████████████████ | (111094/146790, 151 it/s) [12m4s:3m57s] 6.13x 75% |███████████████████ | (111167/146790, 151 it/s) [12m5s:3m56s] 6.13x 75% |███████████████████ | (111245/146790, 151 it/s) [12m5s:3m55s] 6.13x 75% |███████████████████ | (111320/146790, 151 it/s) [12m6s:3m54s] 6.13x 75% |███████████████████ | (111395/146790, 151 it/s) [12m6s:3m54s] 6.13x 75% |███████████████████ | (111469/146790, 151 it/s) [12m7s:3m53s] 6.13x 75% |███████████████████ | (111550/146790, 152 it/s) [12m7s:3m51s] 6.13x 76% |███████████████████ | (111627/146790, 152 it/s) [12m8s:3m50s] 6.13x 76% |███████████████████ | (111707/146790, 151 it/s) [12m8s:3m52s] 6.13x 76% |███████████████████ | (111782/146790, 152 it/s) [12m9s:3m51s] 6.13x 76% |███████████████████ | (111858/146790, 153 it/s) [12m9s:3m49s] 6.13x 76% |███████████████████ | (111933/146790, 153 it/s) [12m10s:3m48s] 6.13x 76% |███████████████████ | (112009/146790, 153 it/s) [12m10s:3m47s] 6.13x 76% |███████████████████ | (112080/146790, 152 it/s) [12m11s:3m48s] 6.13x 76% |███████████████████ | (112153/146790, 152 it/s) [12m11s:3m48s] 6.13x 76% |███████████████████ | (112227/146790, 152 it/s) [12m12s:3m48s] 6.13x 76% |███████████████████ | (112300/146790, 151 it/s) [12m12s:3m48s] 6.13x 76% |███████████████████ | (112376/146790, 152 it/s) [12m13s:3m47s] 6.13x 76% |███████████████████ | (112450/146790, 152 it/s) [12m13s:3m46s] 6.13x 76% |███████████████████ | (112531/146790, 151 it/s) [12m14s:3m47s] 6.13x 76% |███████████████████ | (112603/146790, 150 it/s) [12m14s:3m48s] 6.13x 76% |███████████████████ | (112680/146790, 149 it/s) [12m15s:3m48s] 6.13x 76% |███████████████████ | (112756/146790, 150 it/s) [12m15s:3m47s] 6.13x 76% |███████████████████ | (112835/146790, 150 it/s) [12m16s:3m46s] 6.13x 76% |███████████████████ | (112908/146790, 150 it/s) [12m16s:3m46s] 6.13x 76% |███████████████████ | (112983/146790, 150 it/s) [12m17s:3m46s] 6.13x 77% |███████████████████ | (113060/146790, 150 it/s) [12m17s:3m44s] 6.13x 77% |███████████████████ | (113127/146790, 148 it/s) [12m18s:3m46s] 6.13x 77% |███████████████████ | (113204/146790, 149 it/s) [12m18s:3m45s] 6.13x 77% |███████████████████ | (113282/146790, 150 it/s) [12m19s:3m43s] 6.13x 77% |███████████████████ | (113361/146790, 151 it/s) [12m19s:3m41s] 6.13x 77% |███████████████████ | (113431/146790, 149 it/s) [12m20s:3m43s] 6.13x 77% |███████████████████ | (113503/146790, 149 it/s) [12m20s:3m42s] 6.13x 77% |███████████████████ | (113579/146790, 149 it/s) [12m21s:3m42s] 6.13x 77% |███████████████████ | (113651/146790, 149 it/s) [12m21s:3m42s] 6.13x 77% |███████████████████ | (113720/146790, 147 it/s) [12m22s:3m44s] 6.13x 77% |███████████████████ | (113798/146790, 148 it/s) [12m22s:3m43s] 6.13x 77% |███████████████████ | (113870/146790, 147 it/s) [12m23s:3m44s] 6.13x 77% |███████████████████ | (113946/146790, 147 it/s) [12m23s:3m43s] 6.13x 77% |███████████████████ | (114017/146790, 148 it/s) [12m24s:3m41s] 6.13x 77% |███████████████████ | (114092/146790, 148 it/s) [12m24s:3m40s] 6.13x 77% |███████████████████ | (114166/146790, 148 it/s) [12m25s:3m40s] 6.13x 77% |███████████████████ | (114245/146790, 148 it/s) [12m25s:3m39s] 6.13x 77% |███████████████████ | (114315/146790, 146 it/s) [12m26s:3m42s] 6.13x 77% |███████████████████ | (114389/146790, 147 it/s) [12m26s:3m40s] 6.13x 77% |███████████████████ | (114467/146790, 148 it/s) [12m27s:3m38s] 6.13x 78% |███████████████████ | (114542/146790, 148 it/s) [12m28s:3m37s] 6.13x 78% |███████████████████ | (114614/146790, 148 it/s) [12m28s:3m37s] 6.13x 78% |███████████████████ | (114685/146790, 149 it/s) [12m29s:3m35s] 6.13x 78% |███████████████████ | (114762/146790, 149 it/s) [12m29s:3m35s] 6.13x 78% |███████████████████ | (114836/146790, 149 it/s) [12m30s:3m34s] 6.13x 78% |███████████████████ | (114903/146790, 148 it/s) [12m30s:3m35s] 6.13x 78% |███████████████████ | (114989/146790, 150 it/s) [12m31s:3m31s] 6.13x 78% |███████████████████ | (115066/146790, 150 it/s) [12m31s:3m31s] 6.13x 78% |███████████████████ | (115142/146790, 150 it/s) [12m32s:3m31s] 6.13x 78% |███████████████████ | (115215/146790, 150 it/s) [12m32s:3m30s] 6.13x 78% |███████████████████ | (115283/146790, 150 it/s) [12m33s:3m29s] 6.13x 78% |███████████████████ | (115352/146790, 149 it/s) [12m33s:3m30s] 6.13x 78% |███████████████████ | (115421/146790, 147 it/s) [12m34s:3m32s] 6.13x 78% |███████████████████ | (115498/146790, 148 it/s) [12m34s:3m31s] 6.13x 78% |███████████████████ | (115574/146790, 148 it/s) [12m35s:3m31s] 6.13x 78% |███████████████████ | (115642/146790, 148 it/s) [12m35s:3m30s] 6.13x 78% |███████████████████ | (115725/146790, 148 it/s) [12m36s:3m30s] 6.13x 78% |███████████████████ | (115803/146790, 149 it/s) [12m36s:3m28s] 6.13x 78% |███████████████████ | (115878/146790, 149 it/s) [12m37s:3m28s] 6.13x 78% |███████████████████ | (115952/146790, 149 it/s) [12m37s:3m27s] 6.13x 79% |███████████████████ | (116027/146790, 150 it/s) [12m38s:3m24s] 6.13x 79% |███████████████████ | (116102/146790, 148 it/s) [12m38s:3m27s] 6.13x 79% |███████████████████ | (116182/146790, 149 it/s) [12m39s:3m25s] 6.13x 79% |███████████████████ | (116256/146790, 149 it/s) [12m39s:3m25s] 6.13x 79% |███████████████████ | (116332/146790, 150 it/s) [12m40s:3m22s] 6.13x 79% |███████████████████ | (116403/146790, 150 it/s) [12m40s:3m22s] 6.13x 79% |███████████████████ | (116484/146790, 152 it/s) [12m41s:3m19s] 6.13x 79% |███████████████████ | (116564/146790, 152 it/s) [12m41s:3m18s] 6.13x 79% |███████████████████ | (116635/146790, 152 it/s) [12m42s:3m17s] 6.13x 79% |███████████████████ | (116708/146790, 152 it/s) [12m42s:3m17s] 6.13x 79% |███████████████████ | (116784/146790, 151 it/s) [12m43s:3m18s] 6.13x 79% |███████████████████ | (116861/146790, 152 it/s) [12m43s:3m16s] 6.13x 79% |███████████████████ | (116938/146790, 152 it/s) [12m44s:3m16s] 6.13x 79% |███████████████████ | (117015/146790, 152 it/s) [12m44s:3m15s] 6.13x 79% |███████████████████ | (117095/146790, 153 it/s) [12m45s:3m13s] 6.13x 79% |███████████████████ | (117168/146790, 152 it/s) [12m45s:3m15s] 6.13x 79% |███████████████████ | (117243/146790, 152 it/s) [12m46s:3m14s] 6.13x 79% |███████████████████ | (117317/146790, 152 it/s) [12m46s:3m13s] 6.13x 79% |███████████████████ | (117391/146790, 152 it/s) [12m47s:3m13s] 6.13x 80% |████████████████████ | (117461/146790, 150 it/s) [12m47s:3m15s] 6.13x 80% |████████████████████ | (117537/146790, 150 it/s) [12m48s:3m15s] 6.13x 80% |████████████████████ | (117616/146790, 151 it/s) [12m48s:3m13s] 6.13x 80% |████████████████████ | (117690/146790, 151 it/s) [12m49s:3m13s] 6.13x 80% |████████████████████ | (117765/146790, 150 it/s) [12m49s:3m13s] 6.13x 80% |████████████████████ | (117845/146790, 151 it/s) [12m50s:3m11s] 6.13x 80% |████████████████████ | (117919/146790, 150 it/s) [12m50s:3m12s] 6.13x 80% |████████████████████ | (117991/146790, 149 it/s) [12m51s:3m12s] 6.12x 80% |████████████████████ | (118064/146790, 149 it/s) [12m51s:3m12s] 6.12x 80% |████████████████████ | (118140/146790, 149 it/s) [12m52s:3m11s] 6.12x 80% |████████████████████ | (118214/146790, 149 it/s) [12m52s:3m11s] 6.12x 80% |████████████████████ | (118291/146790, 151 it/s) [12m53s:3m9s] 6.12x 80% |████████████████████ | (118365/146790, 150 it/s) [12m53s:3m9s] 6.12x 80% |████████████████████ | (118441/146790, 150 it/s) [12m54s:3m9s] 6.12x 80% |████████████████████ | (118514/146790, 150 it/s) [12m54s:3m9s] 6.12x 80% |████████████████████ | (118595/146790, 151 it/s) [12m55s:3m7s] 6.12x 80% |████████████████████ | (118666/146790, 149 it/s) [12m55s:3m8s] 6.12x 80% |████████████████████ | (118741/146790, 149 it/s) [12m56s:3m8s] 6.12x 80% |████████████████████ | (118815/146790, 149 it/s) [12m56s:3m7s] 6.12x 80% |████████████████████ | (118894/146790, 151 it/s) [12m57s:3m5s] 6.12x 81% |█████████████████████ | (118970/146790, 151 it/s) [12m57s:3m4s] 6.12x 81% |█████████████████████ | (119047/146790, 152 it/s) [12m58s:3m3s] 6.12x 81% |█████████████████████ | (119122/146790, 151 it/s) [12m58s:3m3s] 6.12x 81% |█████████████████████ | (119195/146790, 151 it/s) [12m59s:3m3s] 6.12x 81% |█████████████████████ | (119275/146790, 151 it/s) [12m59s:3m2s] 6.12x 81% |█████████████████████ | (119352/146790, 151 it/s) [13m0s:3m1s] 6.12x 81% |█████████████████████ | (119429/146790, 152 it/s) [13m0s:2m59s] 6.12x 81% |█████████████████████ | (119510/146790, 152 it/s) [13m1s:2m59s] 6.12x 81% |█████████████████████ | (119584/146790, 153 it/s) [13m1s:2m58s] 6.12x 81% |█████████████████████ | (119658/146790, 153 it/s) [13m2s:2m57s] 6.12x 81% |█████████████████████ | (119738/146790, 153 it/s) [13m2s:2m57s] 6.12x 81% |█████████████████████ | (119811/146790, 153 it/s) [13m3s:2m56s] 6.12x 81% |█████████████████████ | (119886/146790, 152 it/s) [13m3s:2m56s] 6.12x 81% |█████████████████████ | (119965/146790, 153 it/s) [13m4s:2m55s] 6.12x 81% |█████████████████████ | (120039/146790, 152 it/s) [13m4s:2m55s] 6.12x 81% |█████████████████████ | (120122/146790, 152 it/s) [13m5s:2m54s] 6.12x 81% |█████████████████████ | (120192/146790, 153 it/s) [13m5s:2m53s] 6.12x 81% |█████████████████████ | (120276/146790, 154 it/s) [13m6s:2m51s] 6.12x 81% |█████████████████████ | (120346/146790, 154 it/s) [13m6s:2m51s] 6.12x 82% |█████████████████████ | (120418/146790, 153 it/s) [13m7s:2m52s] 6.12x 82% |█████████████████████ | (120495/146790, 152 it/s) [13m7s:2m52s] 6.12x 82% |█████████████████████ | (120569/146790, 152 it/s) [13m8s:2m52s] 6.12x 82% |█████████████████████ | (120645/146790, 153 it/s) [13m8s:2m51s] 6.12x 82% |█████████████████████ | (120728/146790, 154 it/s) [13m9s:2m48s] 6.12x 82% |█████████████████████ | (120805/146790, 154 it/s) [13m9s:2m48s] 6.12x 82% |████████████████████ | (120879/146790, 154 it/s) [13m10s:2m48s] 6.12x 82% |████████████████████ | (120959/146790, 154 it/s) [13m10s:2m48s] 6.12x 82% |████████████████████ | (121036/146790, 154 it/s) [13m11s:2m46s] 6.12x 82% |████████████████████ | (121114/146790, 154 it/s) [13m11s:2m46s] 6.12x 82% |████████████████████ | (121196/146790, 156 it/s) [13m12s:2m44s] 6.12x 82% |████████████████████ | (121272/146790, 156 it/s) [13m12s:2m43s] 6.12x 82% |████████████████████ | (121348/146790, 154 it/s) [13m13s:2m44s] 6.12x 82% |████████████████████ | (121424/146790, 155 it/s) [13m13s:2m43s] 6.12x 82% |████████████████████ | (121500/146790, 155 it/s) [13m14s:2m43s] 6.12x 82% |████████████████████ | (121578/146790, 156 it/s) [13m14s:2m42s] 6.12x 82% |████████████████████ | (121659/146790, 156 it/s) [13m15s:2m41s] 6.12x 82% |████████████████████ | (121738/146790, 155 it/s) [13m15s:2m41s] 6.12x 82% |████████████████████ | (121812/146790, 155 it/s) [13m16s:2m41s] 6.12x 83% |████████████████████ | (121887/146790, 155 it/s) [13m16s:2m40s] 6.12x 83% |████████████████████ | (121965/146790, 155 it/s) [13m17s:2m40s] 6.12x 83% |████████████████████ | (122040/146790, 154 it/s) [13m17s:2m40s] 6.12x 83% |████████████████████ | (122121/146790, 154 it/s) [13m18s:2m39s] 6.12x 83% |████████████████████ | (122201/146790, 155 it/s) [13m18s:2m38s] 6.12x 83% |████████████████████ | (122278/146790, 154 it/s) [13m19s:2m39s] 6.12x 83% |████████████████████ | (122357/146790, 154 it/s) [13m19s:2m38s] 6.12x 83% |████████████████████ | (122431/146790, 154 it/s) [13m20s:2m37s] 6.12x 83% |████████████████████ | (122504/146790, 154 it/s) [13m20s:2m37s] 6.12x 83% |████████████████████ | (122582/146790, 154 it/s) [13m21s:2m36s] 6.12x 83% |████████████████████ | (122660/146790, 155 it/s) [13m21s:2m36s] 6.12x 83% |████████████████████ | (122737/146790, 154 it/s) [13m22s:2m35s] 6.12x 83% |████████████████████ | (122815/146790, 154 it/s) [13m22s:2m35s] 6.12x 83% |████████████████████ | (122890/146790, 154 it/s) [13m23s:2m35s] 6.12x 83% |████████████████████ | (122966/146790, 154 it/s) [13m23s:2m34s] 6.12x 83% |████████████████████ | (123040/146790, 154 it/s) [13m24s:2m34s] 6.12x 83% |████████████████████ | (123113/146790, 154 it/s) [13m24s:2m34s] 6.12x 83% |████████████████████ | (123195/146790, 154 it/s) [13m25s:2m33s] 6.12x 83% |████████████████████ | (123269/146790, 153 it/s) [13m25s:2m33s] 6.12x 84% |█████████████████████ | (123344/146790, 152 it/s) [13m26s:2m33s] 6.12x 84% |█████████████████████ | (123420/146790, 153 it/s) [13m26s:2m32s] 6.12x 84% |█████████████████████ | (123495/146790, 152 it/s) [13m27s:2m32s] 6.12x 84% |█████████████████████ | (123573/146790, 152 it/s) [13m27s:2m32s] 6.12x 84% |█████████████████████ | (123650/146790, 152 it/s) [13m28s:2m31s] 6.12x 84% |█████████████████████ | (123728/146790, 152 it/s) [13m28s:2m31s] 6.12x 84% |█████████████████████ | (123799/146790, 152 it/s) [13m29s:2m31s] 6.12x 84% |█████████████████████ | (123876/146790, 152 it/s) [13m29s:2m30s] 6.12x 84% |█████████████████████ | (123949/146790, 152 it/s) [13m30s:2m30s] 6.12x 84% |█████████████████████ | (124023/146790, 152 it/s) [13m30s:2m29s] 6.12x 84% |█████████████████████ | (124099/146790, 151 it/s) [13m31s:2m30s] 6.12x 84% |█████████████████████ | (124177/146790, 152 it/s) [13m31s:2m29s] 6.12x 84% |█████████████████████ | (124258/146790, 153 it/s) [13m32s:2m27s] 6.12x 84% |█████████████████████ | (124338/146790, 154 it/s) [13m32s:2m26s] 6.12x 84% |█████████████████████ | (124413/146790, 154 it/s) [13m33s:2m25s] 6.12x 84% |█████████████████████ | (124489/146790, 154 it/s) [13m33s:2m25s] 6.12x 84% |█████████████████████ | (124566/146790, 153 it/s) [13m34s:2m24s] 6.12x 84% |█████████████████████ | (124641/146790, 153 it/s) [13m34s:2m24s] 6.12x 84% |█████████████████████ | (124715/146790, 153 it/s) [13m35s:2m24s] 6.12x 85% |█████████████████████ | (124794/146790, 153 it/s) [13m35s:2m23s] 6.12x 85% |█████████████████████ | (124874/146790, 153 it/s) [13m36s:2m22s] 6.12x 85% |█████████████████████ | (124955/146790, 153 it/s) [13m36s:2m22s] 6.12x 85% |█████████████████████ | (125032/146790, 155 it/s) [13m37s:2m20s] 6.12x 85% |█████████████████████ | (125108/146790, 155 it/s) [13m37s:2m20s] 6.12x 85% |█████████████████████ | (125184/146790, 154 it/s) [13m38s:2m20s] 6.12x 85% |█████████████████████ | (125257/146790, 154 it/s) [13m38s:2m19s] 6.12x 85% |█████████████████████ | (125332/146790, 153 it/s) [13m39s:2m20s] 6.12x 85% |█████████████████████ | (125413/146790, 153 it/s) [13m39s:2m19s] 6.12x 85% |█████████████████████ | (125490/146790, 153 it/s) [13m40s:2m18s] 6.12x 85% |█████████████████████ | (125564/146790, 153 it/s) [13m40s:2m18s] 6.12x 85% |█████████████████████ | (125640/146790, 153 it/s) [13m41s:2m18s] 6.12x 85% |█████████████████████ | (125716/146790, 153 it/s) [13m41s:2m17s] 6.12x 85% |█████████████████████ | (125791/146790, 153 it/s) [13m42s:2m16s] 6.12x 85% |█████████████████████ | (125865/146790, 153 it/s) [13m42s:2m16s] 6.12x 85% |█████████████████████ | (125943/146790, 153 it/s) [13m43s:2m16s] 6.12x 85% |█████████████████████ | (126015/146790, 151 it/s) [13m43s:2m17s] 6.12x 85% |█████████████████████ | (126090/146790, 151 it/s) [13m44s:2m16s] 6.12x 85% |█████████████████████ | (126167/146790, 151 it/s) [13m44s:2m16s] 6.12x 86% |█████████████████████ | (126244/146790, 151 it/s) [13m45s:2m15s] 6.12x 86% |█████████████████████ | (126320/146790, 152 it/s) [13m45s:2m14s] 6.12x 86% |█████████████████████ | (126393/146790, 150 it/s) [13m46s:2m16s] 6.12x 86% |█████████████████████ | (126472/146790, 150 it/s) [13m46s:2m15s] 6.12x 86% |█████████████████████ | (126551/146790, 150 it/s) [13m47s:2m14s] 6.12x 86% |█████████████████████ | (126626/146790, 150 it/s) [13m47s:2m14s] 6.12x 86% |█████████████████████ | (126702/146790, 150 it/s) [13m48s:2m13s] 6.12x 86% |█████████████████████ | (126778/146790, 150 it/s) [13m48s:2m13s] 6.12x 86% |█████████████████████ | (126854/146790, 151 it/s) [13m49s:2m12s] 6.12x 86% |█████████████████████ | (126927/146790, 151 it/s) [13m49s:2m11s] 6.12x 86% |█████████████████████ | (127002/146790, 150 it/s) [13m50s:2m11s] 6.12x 86% |█████████████████████ | (127076/146790, 151 it/s) [13m50s:2m10s] 6.12x 86% |█████████████████████ | (127154/146790, 151 it/s) [13m51s:2m10s] 6.12x 86% |██████████████████████ | (127228/146790, 151 it/s) [13m51s:2m9s] 6.12x 86% |██████████████████████ | (127308/146790, 151 it/s) [13m52s:2m9s] 6.12x 86% |██████████████████████ | (127383/146790, 151 it/s) [13m52s:2m8s] 6.12x 86% |██████████████████████ | (127465/146790, 152 it/s) [13m53s:2m7s] 6.12x 86% |██████████████████████ | (127539/146790, 152 it/s) [13m53s:2m6s] 6.12x 86% |██████████████████████ | (127615/146790, 152 it/s) [13m54s:2m5s] 6.12x 86% |██████████████████████ | (127691/146790, 152 it/s) [13m54s:2m5s] 6.12x 87% |██████████████████████ | (127761/146790, 152 it/s) [13m55s:2m5s] 6.12x 87% |██████████████████████ | (127837/146790, 151 it/s) [13m55s:2m5s] 6.12x 87% |██████████████████████ | (127912/146790, 151 it/s) [13m56s:2m4s] 6.12x 87% |██████████████████████ | (127986/146790, 151 it/s) [13m56s:2m4s] 6.12x 87% |██████████████████████ | (128061/146790, 151 it/s) [13m57s:2m4s] 6.12x 87% |██████████████████████ | (128139/146790, 151 it/s) [13m57s:2m3s] 6.12x 87% |██████████████████████ | (128215/146790, 152 it/s) [13m58s:2m2s] 6.12x 87% |██████████████████████ | (128293/146790, 152 it/s) [13m58s:2m1s] 6.12x 87% |██████████████████████ | (128367/146790, 152 it/s) [13m59s:2m1s] 6.12x 87% |██████████████████████ | (128439/146790, 151 it/s) [13m59s:2m1s] 6.12x 87% |███████████████████████ | (128512/146790, 149 it/s) [14m0s:2m2s] 6.12x 87% |███████████████████████ | (128592/146790, 149 it/s) [14m0s:2m1s] 6.12x 87% |███████████████████████ | (128663/146790, 150 it/s) [14m1s:2m1s] 6.12x 87% 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6.12x 92% |███████████████████████ | (135582/146790, 151 it/s) [14m47s:1m14s] 6.12x 92% |███████████████████████ | (135658/146790, 150 it/s) [14m47s:1m14s] 6.12x 92% |███████████████████████ | (135731/146790, 150 it/s) [14m48s:1m13s] 6.12x 92% |███████████████████████ | (135808/146790, 150 it/s) [14m48s:1m13s] 6.12x 92% |███████████████████████ | (135887/146790, 151 it/s) [14m49s:1m12s] 6.12x 92% |███████████████████████ | (135956/146790, 151 it/s) [14m49s:1m11s] 6.12x 92% |███████████████████████ | (136033/146790, 151 it/s) [14m50s:1m11s] 6.12x 92% |███████████████████████ | (136112/146790, 152 it/s) [14m50s:1m10s] 6.12x 92% |███████████████████████ | (136190/146790, 152 it/s) [14m51s:1m9s] 6.12x 92% |███████████████████████ | (136259/146790, 152 it/s) [14m51s:1m9s] 6.12x 92% |███████████████████████ | (136339/146790, 152 it/s) [14m52s:1m8s] 6.12x 92% |███████████████████████ | (136414/146790, 151 it/s) [14m52s:1m8s] 6.12x 92% |███████████████████████ | (136488/146790, 151 it/s) 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|██████████████████████████ | (138445/146790, 152 it/s) [15m6s:54s] 6.11x 94% |██████████████████████████ | (138520/146790, 152 it/s) [15m6s:54s] 6.11x 94% |██████████████████████████ | (138596/146790, 152 it/s) [15m7s:53s] 6.11x 94% |██████████████████████████ | (138678/146790, 152 it/s) [15m7s:53s] 6.11x 94% |██████████████████████████ | (138750/146790, 153 it/s) [15m8s:52s] 6.11x 94% |██████████████████████████ | (138821/146790, 153 it/s) [15m8s:52s] 6.11x 94% |██████████████████████████ | (138893/146790, 153 it/s) [15m9s:51s] 6.11x 94% |██████████████████████████ | (138967/146790, 152 it/s) [15m9s:51s] 6.11x 94% |█████████████████████████ | (139044/146790, 152 it/s) [15m10s:51s] 6.11x 94% |█████████████████████████ | (139119/146790, 151 it/s) [15m10s:50s] 6.11x 94% |█████████████████████████ | (139197/146790, 151 it/s) [15m11s:50s] 6.11x 94% |█████████████████████████ | (139270/146790, 150 it/s) [15m11s:50s] 6.11x 94% |█████████████████████████ | (139342/146790, 150 it/s) [15m12s:49s] 6.11x 94% |█████████████████████████ | (139420/146790, 150 it/s) [15m12s:49s] 6.11x 95% |█████████████████████████ | (139499/146790, 151 it/s) [15m13s:48s] 6.11x 95% |█████████████████████████ | (139570/146790, 150 it/s) [15m13s:48s] 6.11x 95% |█████████████████████████ | (139636/146790, 147 it/s) [15m14s:48s] 6.11x 95% |█████████████████████████ | (139707/146790, 147 it/s) [15m14s:48s] 6.11x 95% |█████████████████████████ | (139786/146790, 149 it/s) [15m15s:47s] 6.11x 95% |█████████████████████████ | (139866/146790, 149 it/s) [15m15s:46s] 6.11x 95% |█████████████████████████ | (139935/146790, 148 it/s) [15m16s:46s] 6.11x 95% |█████████████████████████ | (139996/146790, 145 it/s) [15m16s:46s] 6.11x 95% |█████████████████████████ | (140071/146790, 145 it/s) [15m17s:46s] 6.11x 95% |█████████████████████████ | (140144/146790, 145 it/s) [15m17s:45s] 6.11x 95% |█████████████████████████ | (140220/146790, 145 it/s) [15m18s:45s] 6.11x 95% |█████████████████████████ | (140291/146790, 145 it/s) [15m18s:44s] 6.11x 95% |█████████████████████████ | (140363/146790, 143 it/s) [15m19s:44s] 6.11x 95% |█████████████████████████ | (140429/146790, 142 it/s) [15m19s:44s] 6.11x 95% |█████████████████████████ | (140502/146790, 144 it/s) [15m20s:43s] 6.11x 95% |█████████████████████████ | (140575/146790, 144 it/s) [15m20s:43s] 6.11x 95% |█████████████████████████ | (140649/146790, 144 it/s) [15m21s:42s] 6.11x 95% |█████████████████████████ | (140717/146790, 143 it/s) [15m21s:42s] 6.11x 95% |█████████████████████████ | (140791/146790, 143 it/s) [15m22s:42s] 6.11x 95% |█████████████████████████ | (140859/146790, 144 it/s) [15m22s:41s] 6.11x 96% |█████████████████████████ | (140930/146790, 143 it/s) [15m23s:40s] 6.11x 96% |█████████████████████████ | (141009/146790, 144 it/s) [15m23s:40s] 6.11x 96% |█████████████████████████ | (141078/146790, 143 it/s) [15m24s:39s] 6.11x 96% |█████████████████████████ | (141150/146790, 143 it/s) [15m24s:39s] 6.11x 96% |█████████████████████████ | (141218/146790, 143 it/s) [15m25s:38s] 6.11x 96% |█████████████████████████ | (141296/146790, 145 it/s) [15m25s:38s] 6.11x 96% |█████████████████████████ | (141369/146790, 145 it/s) [15m26s:37s] 6.11x 96% |█████████████████████████ | (141439/146790, 144 it/s) [15m26s:37s] 6.11x 96% |█████████████████████████ | (141513/146790, 144 it/s) [15m27s:36s] 6.11x 96% |█████████████████████████ | (141592/146790, 145 it/s) [15m27s:35s] 6.11x 96% |█████████████████████████ | (141669/146790, 147 it/s) [15m28s:34s] 6.11x 96% |█████████████████████████ | (141749/146790, 148 it/s) [15m28s:33s] 6.11x 96% |█████████████████████████ | (141825/146790, 148 it/s) [15m29s:33s] 6.11x 96% |█████████████████████████ | (141903/146790, 150 it/s) [15m29s:32s] 6.11x 96% |█████████████████████████ | (141978/146790, 150 it/s) [15m30s:32s] 6.11x 96% |█████████████████████████ | (142052/146790, 151 it/s) [15m30s:31s] 6.11x 96% |█████████████████████████ | (142124/146790, 150 it/s) [15m31s:31s] 6.11x 96% |█████████████████████████ | (142195/146790, 150 it/s) [15m31s:30s] 6.11x 96% |█████████████████████████ | (142268/146790, 150 it/s) [15m32s:30s] 6.11x 96% |█████████████████████████ | (142345/146790, 150 it/s) [15m32s:29s] 6.11x 97% |██████████████████████████ | (142419/146790, 150 it/s) [15m33s:29s] 6.11x 97% |██████████████████████████ | (142489/146790, 149 it/s) [15m33s:28s] 6.11x 97% |██████████████████████████ | (142564/146790, 149 it/s) [15m34s:28s] 6.11x 97% |██████████████████████████ | (142643/146790, 148 it/s) [15m34s:28s] 6.11x 97% |██████████████████████████ | (142713/146790, 147 it/s) [15m35s:27s] 6.11x 97% |██████████████████████████ | (142786/146790, 146 it/s) [15m35s:27s] 6.11x 97% |██████████████████████████ | (142862/146790, 146 it/s) [15m36s:26s] 6.11x 97% |██████████████████████████ | (142937/146790, 146 it/s) [15m36s:26s] 6.11x 97% |██████████████████████████ | (143001/146790, 145 it/s) [15m37s:26s] 6.11x 97% |██████████████████████████ | (143078/146790, 146 it/s) [15m37s:25s] 6.11x 97% |██████████████████████████ | (143152/146790, 146 it/s) [15m38s:24s] 6.11x 97% |██████████████████████████ | (143224/146790, 145 it/s) [15m38s:24s] 6.11x 97% |██████████████████████████ | (143303/146790, 145 it/s) [15m39s:23s] 6.11x 97% |██████████████████████████ | (143380/146790, 147 it/s) [15m39s:23s] 6.11x 97% |██████████████████████████ | (143447/146790, 145 it/s) [15m40s:23s] 6.11x 97% |██████████████████████████ | (143517/146790, 145 it/s) [15m40s:22s] 6.11x 97% |██████████████████████████ | (143591/146790, 145 it/s) [15m41s:22s] 6.11x 97% |██████████████████████████ | (143656/146790, 144 it/s) [15m41s:21s] 6.1x 97% |███████████████████████████ | (143738/146790, 146 it/s) [15m42s:20s] 6.1x 97% |███████████████████████████ | (143811/146790, 145 it/s) [15m42s:20s] 6.1x 98% |███████████████████████████ | (143890/146790, 145 it/s) [15m43s:19s] 6.1x 98% |███████████████████████████ | (143964/146790, 148 it/s) [15m43s:19s] 6.1x 98% |███████████████████████████ | (144036/146790, 147 it/s) [15m44s:18s] 6.1x 98% |███████████████████████████ | (144103/146790, 147 it/s) [15m44s:18s] 6.1x 98% |███████████████████████████ | (144174/146790, 146 it/s) [15m45s:17s] 6.1x 98% |███████████████████████████ | (144244/146790, 145 it/s) [15m45s:17s] 6.1x 98% |███████████████████████████ | (144309/146790, 143 it/s) [15m46s:17s] 6.1x 98% |███████████████████████████ | (144376/146790, 143 it/s) [15m46s:16s] 6.1x 98% |███████████████████████████ | (144435/146790, 143 it/s) [15m47s:16s] 6.1x 98% |███████████████████████████ | (144502/146790, 141 it/s) [15m47s:16s] 6.1x 98% |███████████████████████████ | (144568/146790, 141 it/s) [15m48s:15s] 6.1x 98% |███████████████████████████ | (144639/146790, 141 it/s) [15m48s:15s] 6.1x 98% |███████████████████████████ | (144705/146790, 138 it/s) [15m49s:15s] 6.1x 98% |███████████████████████████ | (144772/146790, 137 it/s) [15m49s:14s] 6.1x 98% |███████████████████████████ | (144841/146790, 135 it/s) [15m50s:14s] 6.1x 98% |███████████████████████████ | (144911/146790, 135 it/s) [15m50s:13s] 6.1x 98% |███████████████████████████ | (144976/146790, 134 it/s) [15m51s:13s] 6.1x 98% |███████████████████████████ | (145047/146790, 134 it/s) [15m51s:12s] 6.1x 98% |███████████████████████████ | (145116/146790, 135 it/s) [15m52s:12s] 6.1x 98% |███████████████████████████ | (145186/146790, 135 it/s) [15m52s:11s] 6.1x 98% |███████████████████████████ | (145258/146790, 137 it/s) [15m53s:11s] 6.1x 98% |███████████████████████████ | (145319/146790, 137 it/s) [15m53s:10s] 6.1x 99% |███████████████████████████ | (145382/146790, 136 it/s) [15m54s:10s] 6.1x 99% |████████████████████████████ | (145451/146790, 137 it/s) [15m54s:9s] 6.1x 99% |████████████████████████████ | (145513/146790, 136 it/s) [15m55s:9s] 6.1x 99% |████████████████████████████ | (145585/146790, 136 it/s) [15m55s:8s] 6.1x 99% |████████████████████████████ | (145665/146790, 136 it/s) [15m56s:8s] 6.1x 99% |████████████████████████████ | (145732/146790, 137 it/s) [15m56s:7s] 6.1x 99% |████████████████████████████ | (145799/146790, 137 it/s) [15m57s:7s] 6.1x 99% |████████████████████████████ | (145873/146790, 137 it/s) [15m57s:6s] 6.1x 99% |████████████████████████████ | (145942/146790, 137 it/s) [15m58s:6s] 6.09x 99% |███████████████████████████ | (146017/146790, 137 it/s) [15m58s:5s] 6.09x 99% |███████████████████████████ | (146089/146790, 138 it/s) [15m59s:5s] 6.09x 99% |███████████████████████████ | (146157/146790, 138 it/s) [15m59s:4s] 6.09x 99% |████████████████████████████ | (146214/146790, 135 it/s) [16m0s:4s] 6.09x 99% |████████████████████████████ | (146274/146790, 134 it/s) [16m0s:3s] 6.09x 99% |████████████████████████████ | (146334/146790, 134 it/s) [16m1s:3s] 6.09x 99% |████████████████████████████ | (146394/146790, 133 it/s) [16m1s:2s] 6.09x 99% |████████████████████████████ | (146455/146790, 132 it/s) [16m2s:2s] 6.09x 99% |████████████████████████████ | (146529/146790, 133 it/s) [16m2s:1s] 6.09x 99% |████████████████████████████ | (146597/146790, 132 it/s) [16m3s:1s] 6.09x 99% |████████████████████████████ | (146660/146790, 131 it/s) [16m3s:0s] 6.09x 99% |████████████████████████████ | (146722/146790, 131 it/s) [16m4s:0s] 6.09x 100% |█████████████████████████████| (146790/146790, 152 it/s) 6.09x 100% |█████████████████████████████| (146790/146790, 152 it/s)2026-09-24 02:42:17 [INFO] Prepared camera 1 in 16m5.236977725s 2026-09-24 02:42:17 [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% 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|██████████████████████████████████████████ | [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% | | (0/146793, 0 it/hr) [0s:0s] 0% | | (11/146793, 11 it/s) [1s:3h49m51s] 0.879x 0% | | (79/146793, 158 it/s) [1s:15m28s] 3.12x 0% | | (152/146793, 152 it/s) [2s:16m7s] 4.02x 0% | | (229/146793, 152 it/s) [2s:16m7s] 4.55x 0% | | (311/146793, 154 it/s) [3s:15m50s] 4.95x 0% | | (392/146793, 156 it/s) [3s:15m38s] 5.21x 0% | | (478/146793, 159 it/s) [4s:15m18s] 5.45x 0% | | (558/146793, 159 it/s) [4s:15m17s] 5.56x 0% | | (636/146793, 159 it/s) [5s:15m17s] 5.64x 0% | | (720/146793, 160 it/s) [5s:15m14s] 5.75x 0% | | (800/146793, 160 it/s) [6s:15m14s] 5.8x 0% | | (884/146793, 161 it/s) [6s:15m8s] 5.88x 0% | | (962/146793, 161 it/s) [7s:15m8s] 5.91x 0% | | (1044/146793, 160 it/s) [7s:15m8s] 5.95x 0% | | (1125/146793, 160 it/s) [8s:15m7s] 5.99x 0% | | (1207/146793, 161 it/s) [8s:15m4s] 6.02x 0% | | (1289/146793, 163 it/s) [9s:14m53s] 6.05x 0% | | (1370/146793, 163 it/s) [9s:14m51s] 6.08x 0% | | (1451/146793, 163 it/s) [10s:14m52s] 6.09x 1% | | (1531/146793, 163 it/s) [10s:14m51s] 6.11x 1% | | (1612/146793, 162 it/s) [11s:14m56s] 6.13x 1% | | (1688/146793, 161 it/s) [11s:15m0s] 6.13x 1% | | (1770/146793, 161 it/s) [12s:14m59s] 6.15x 1% | | (1854/146793, 162 it/s) [12s:14m54s] 6.17x 1% | | (1935/146793, 162 it/s) [13s:14m53s] 6.18x 1% | | (2018/146793, 162 it/s) [13s:14m55s] 6.2x 1% | | (2101/146793, 162 it/s) [14s:14m51s] 6.21x 1% | | (2178/146793, 161 it/s) [14s:14m56s] 6.21x 1% | | (2260/146793, 161 it/s) [15s:14m55s] 6.22x 1% | | (2342/146793, 162 it/s) [15s:14m53s] 6.24x 1% | | (2422/146793, 162 it/s) [16s:14m53s] 6.24x 1% | | (2510/146793, 163 it/s) [16s:14m45s] 6.26x 1% | | (2595/146793, 165 it/s) [17s:14m34s] 6.28x 1% | | (2681/146793, 165 it/s) [17s:14m31s] 6.3x 1% | | (2763/146793, 165 it/s) [18s:14m30s] 6.3x 1% | | (2845/146793, 165 it/s) [18s:14m32s] 6.31x 1% | | (2924/146793, 164 it/s) [19s:14m34s] 6.31x 2% | | (3003/146793, 164 it/s) [19s:14m38s] 6.31x 2% | | (3089/146793, 164 it/s) [20s:14m38s] 6.33x 2% | | (3167/146793, 165 it/s) [20s:14m32s] 6.32x 2% | | (3249/146793, 165 it/s) [21s:14m31s] 6.33x 2% | | (3329/146793, 164 it/s) [21s:14m33s] 6.33x 2% | | (3414/146793, 165 it/s) [22s:14m27s] 6.34x 2% | | (3494/146793, 164 it/s) [22s:14m35s] 6.34x 2% | | (3572/146793, 162 it/s) [23s:14m42s] 6.34x 2% | | (3654/146793, 162 it/s) [23s:14m46s] 6.34x 2% | | (3740/146793, 162 it/s) [24s:14m41s] 6.35x 2% | | (3820/146793, 163 it/s) [24s:14m39s] 6.36x 2% | | (3904/146793, 164 it/s) [25s:14m33s] 6.36x 2% | | (3989/146793, 164 it/s) [25s:14m30s] 6.37x 2% | | (4070/146793, 164 it/s) [26s:14m30s] 6.37x 2% | | (4153/146793, 164 it/s) [26s:14m27s] 6.38x 2% | | (4234/146793, 164 it/s) [27s:14m30s] 6.38x 2% | | (4318/146793, 164 it/s) [27s:14m26s] 6.39x 2% | | (4397/146793, 165 it/s) [28s:14m25s] 6.38x 3% | | (4478/146793, 165 it/s) [28s:14m24s] 6.39x 3% | | (4557/146793, 164 it/s) [29s:14m25s] 6.38x 3% | | (4643/146793, 164 it/s) [29s:14m25s] 6.39x 3% | | (4729/146793, 166 it/s) [30s:14m18s] 6.4x 3% | | (4812/146793, 166 it/s) [30s:14m17s] 6.4x 3% | | (4893/146793, 165 it/s) [31s:14m19s] 6.41x 3% | | (4977/146793, 165 it/s) [31s:14m20s] 6.41x 3% | | (5061/146793, 165 it/s) [32s:14m16s] 6.42x 3% | | (5144/146793, 166 it/s) [32s:14m15s] 6.42x 3% | | (5223/146793, 165 it/s) [33s:14m17s] 6.42x 3% | | (5303/146793, 164 it/s) [33s:14m20s] 6.42x 3% | | (5383/146793, 165 it/s) [34s:14m18s] 6.42x 3% | | (5466/146793, 165 it/s) [34s:14m18s] 6.42x 3% | | (5546/146793, 165 it/s) [35s:14m16s] 6.42x 3% | | (5626/146793, 164 it/s) [35s:14m22s] 6.42x 3% | | (5706/146793, 163 it/s) [36s:14m28s] 6.42x 3% | | (5782/146793, 161 it/s) [36s:14m34s] 6.41x 3% | | (5864/146793, 161 it/s) [37s:14m35s] 6.42x 4% |█ | (5945/146793, 160 it/s) [37s:14m38s] 6.42x 4% |█ | (6029/146793, 160 it/s) [38s:14m37s] 6.42x 4% |█ | (6114/146793, 162 it/s) [38s:14m30s] 6.43x 4% |█ | (6190/146793, 161 it/s) [39s:14m34s] 6.42x 4% |█ | (6272/146793, 161 it/s) [39s:14m33s] 6.42x 4% |█ | (6356/146793, 161 it/s) [40s:14m29s] 6.43x 4% |█ | (6439/146793, 162 it/s) [40s:14m27s] 6.43x 4% |█ | (6521/146793, 162 it/s) [41s:14m25s] 6.43x 4% |█ | (6599/146793, 162 it/s) [41s:14m26s] 6.43x 4% |█ | (6679/146793, 162 it/s) [42s:14m22s] 6.43x 4% |█ | (6760/146793, 162 it/s) [42s:14m22s] 6.43x 4% |█ | (6845/146793, 163 it/s) [43s:14m18s] 6.43x 4% |█ | (6929/146793, 163 it/s) [43s:14m17s] 6.44x 4% |█ | (7010/146793, 163 it/s) [44s:14m17s] 6.44x 4% |█ | (7092/146793, 162 it/s) [44s:14m20s] 6.44x 4% |█ | (7173/146793, 163 it/s) [45s:14m14s] 6.44x 4% |█ | (7254/146793, 163 it/s) [45s:14m16s] 6.44x 4% |█ | (7336/146793, 163 it/s) [46s:14m15s] 6.44x 5% |█ | (7418/146793, 163 it/s) [46s:14m16s] 6.44x 5% |█ | (7499/146793, 163 it/s) [47s:14m17s] 6.44x 5% |█ | (7580/146793, 163 it/s) [47s:14m14s] 6.44x 5% |█ | (7663/146793, 163 it/s) [48s:14m13s] 6.44x 5% |█ | (7743/146793, 163 it/s) [48s:14m11s] 6.44x 5% |█ | (7824/146793, 163 it/s) [49s:14m10s] 6.44x 5% |█ | (7905/146793, 163 it/s) [49s:14m14s] 6.44x 5% |█ | (7987/146793, 163 it/s) [50s:14m13s] 6.44x 5% |█ | (8075/146793, 163 it/s) [50s:14m10s] 6.45x 5% |█ | (8163/146793, 164 it/s) [51s:14m3s] 6.46x 5% |█ | (8256/146793, 167 it/s) [51s:13m51s] 6.47x 5% |█ | (8342/146793, 168 it/s) [52s:13m45s] 6.47x 5% |█ | (8423/146793, 167 it/s) [52s:13m46s] 6.47x 5% |█ | (8504/146793, 167 it/s) [53s:13m46s] 6.47x 5% |█ | (8591/146793, 168 it/s) [53s:13m42s] 6.47x 5% |█ | (8676/146793, 169 it/s) [54s:13m37s] 6.48x 5% |█ | (8761/146793, 170 it/s) [54s:13m34s] 6.48x 6% |█ | (8841/146793, 170 it/s) [55s:13m33s] 6.48x 6% |█ | (8927/146793, 170 it/s) [55s:13m31s] 6.48x 6% |█ | (9015/146793, 171 it/s) [56s:13m24s] 6.49x 6% |█ | (9097/146793, 171 it/s) [56s:13m26s] 6.49x 6% |█ | (9177/146793, 169 it/s) [57s:13m34s] 6.49x 6% |█ | (9258/146793, 169 it/s) [57s:13m33s] 6.49x 6% |█ | (9343/146793, 167 it/s) [58s:13m42s] 6.49x 6% |█ | (9426/146793, 166 it/s) [58s:13m45s] 6.49x 6% |█ | (9507/146793, 167 it/s) [59s:13m44s] 6.49x 6% |█ | (9589/146793, 166 it/s) [59s:13m46s] 6.49x 6% |█ | (9671/146793, 166 it/s) [1m0s:13m45s] 6.49x 6% |█ | (9756/146793, 166 it/s) [1m0s:13m46s] 6.49x 6% |█ | (9839/146793, 165 it/s) [1m1s:13m47s] 6.5x 6% |█ | (9927/146793, 166 it/s) [1m1s:13m42s] 6.5x 6% |█ | (10011/146793, 166 it/s) [1m2s:13m45s] 6.5x 6% |█ | (10090/146793, 165 it/s) [1m2s:13m47s] 6.5x 6% |█ | (10170/146793, 165 it/s) [1m3s:13m47s] 6.5x 6% |█ | (10256/146793, 166 it/s) [1m3s:13m43s] 6.5x 7% |█ | (10334/146793, 165 it/s) [1m4s:13m48s] 6.5x 7% |█ | (10415/146793, 165 it/s) [1m4s:13m48s] 6.5x 7% |█ | (10501/146793, 166 it/s) [1m5s:13m43s] 6.5x 7% |█ | (10590/146793, 167 it/s) [1m5s:13m37s] 6.51x 7% |█ | (10670/146793, 166 it/s) [1m6s:13m39s] 6.51x 7% |█ | (10755/146793, 166 it/s) [1m6s:13m39s] 6.51x 7% |█ | (10839/146793, 165 it/s) [1m7s:13m42s] 6.51x 7% |█ | (10924/146793, 165 it/s) [1m7s:13m41s] 6.51x 7% |█ | (11008/146793, 165 it/s) [1m8s:13m40s] 6.51x 7% |█ | (11091/146793, 166 it/s) [1m8s:13m36s] 6.52x 7% |█ | (11168/146793, 166 it/s) [1m9s:13m38s] 6.51x 7% |█ | (11251/146793, 165 it/s) [1m9s:13m41s] 6.51x 7% |█ | (11336/146793, 166 it/s) [1m10s:13m34s] 6.52x 7% |█ | (11420/146793, 166 it/s) [1m10s:13m33s] 6.52x 7% |█ | (11507/146793, 167 it/s) [1m11s:13m28s] 6.52x 7% |█ | (11585/146793, 167 it/s) [1m11s:13m27s] 6.52x 7% |█ | (11673/146793, 167 it/s) [1m12s:13m30s] 6.52x 8% |██ | (11755/146793, 165 it/s) [1m12s:13m36s] 6.52x 8% |██ | (11834/146793, 165 it/s) [1m13s:13m37s] 6.52x 8% |██ | (11921/146793, 166 it/s) [1m13s:13m34s] 6.52x 8% |██ | (12002/146793, 165 it/s) [1m14s:13m37s] 6.52x 8% |██ | (12087/146793, 165 it/s) [1m14s:13m34s] 6.52x 8% |██ | (12169/146793, 165 it/s) [1m15s:13m34s] 6.52x 8% |██ | (12249/146793, 166 it/s) [1m15s:13m30s] 6.52x 8% |██ | (12334/146793, 166 it/s) [1m16s:13m27s] 6.53x 8% |██ | (12417/146793, 166 it/s) [1m16s:13m27s] 6.53x 8% |██ | (12492/146793, 165 it/s) [1m17s:13m32s] 6.52x 8% |██ | (12575/146793, 165 it/s) [1m17s:13m34s] 6.52x 8% |██ | (12648/146793, 163 it/s) [1m18s:13m44s] 6.52x 8% |██ | (12731/146793, 163 it/s) [1m18s:13m43s] 6.52x 8% |██ | (12809/146793, 163 it/s) [1m19s:13m43s] 6.52x 8% |██ | (12891/146793, 162 it/s) [1m19s:13m48s] 6.52x 8% |██ | (12970/146793, 161 it/s) [1m20s:13m49s] 6.52x 8% |██ | (13046/146793, 159 it/s) [1m20s:13m58s] 6.51x 8% |██ | (13126/146793, 159 it/s) [1m21s:13m59s] 6.51x 8% |██ | (13205/146793, 158 it/s) [1m21s:14m5s] 6.51x 9% |██ | (13285/146793, 158 it/s) [1m22s:14m4s] 6.51x 9% |██ | (13361/146793, 157 it/s) [1m22s:14m11s] 6.51x 9% |██ | (13444/146793, 157 it/s) [1m23s:14m10s] 6.51x 9% |██ | (13524/146793, 159 it/s) [1m23s:14m0s] 6.51x 9% |██ | (13601/146793, 157 it/s) [1m24s:14m6s] 6.51x 9% |██ | (13682/146793, 158 it/s) [1m24s:14m2s] 6.51x 9% |██ | (13765/146793, 158 it/s) [1m25s:14m0s] 6.51x 9% |██ | (13844/146793, 158 it/s) [1m25s:14m0s] 6.51x 9% |██ | (13926/146793, 158 it/s) [1m26s:13m58s] 6.51x 9% |██ | (13999/146793, 158 it/s) [1m26s:13m57s] 6.5x 9% |██ | (14080/146793, 159 it/s) [1m27s:13m56s] 6.5x 9% |██ | (14156/146793, 159 it/s) [1m27s:13m56s] 6.5x 9% |██ | (14236/146793, 158 it/s) [1m28s:13m57s] 6.5x 9% |██ | (14323/146793, 160 it/s) [1m28s:13m48s] 6.5x 9% |██ | (14396/146793, 159 it/s) [1m29s:13m55s] 6.5x 9% |██ | (14471/146793, 159 it/s) [1m29s:13m54s] 6.49x 9% |██ | (14552/146793, 159 it/s) [1m30s:13m52s] 6.49x 9% |██ | (14624/146793, 157 it/s) [1m30s:14m1s] 6.49x 10% |██ | (14702/146793, 157 it/s) [1m31s:14m0s] 6.49x 10% |██ | (14759/146793, 152 it/s) [1m31s:14m27s] 6.48x 10% |██ | (14849/146793, 154 it/s) [1m32s:14m18s] 6.48x 10% |██ | (14928/146793, 154 it/s) [1m32s:14m18s] 6.48x 10% |██ | (14997/146793, 152 it/s) [1m33s:14m24s] 6.48x 10% |██ | (15070/146793, 152 it/s) [1m33s:14m24s] 6.47x 10% |██ | (15149/146793, 152 it/s) [1m34s:14m25s] 6.47x 10% |██ | (15224/146793, 152 it/s) [1m34s:14m24s] 6.47x 10% |██ | (15299/146793, 152 it/s) [1m35s:14m27s] 6.47x 10% |██ | (15377/146793, 150 it/s) [1m35s:14m37s] 6.46x 10% |██ | (15454/146793, 151 it/s) [1m36s:14m32s] 6.46x 10% |██ | (15525/146793, 149 it/s) [1m36s:14m39s] 6.46x 10% |██ | (15606/146793, 151 it/s) [1m37s:14m28s] 6.46x 10% |██ | (15682/146793, 151 it/s) [1m37s:14m29s] 6.46x 10% |██ | (15757/146793, 154 it/s) [1m38s:14m8s] 6.45x 10% |██ | (15833/146793, 152 it/s) [1m38s:14m23s] 6.45x 10% |██ | (15910/146793, 152 it/s) [1m39s:14m19s] 6.45x 10% |██ | (15990/146793, 153 it/s) [1m39s:14m14s] 6.45x 10% |██ | (16071/146793, 153 it/s) [1m40s:14m13s] 6.45x 11% |██ | (16153/146793, 154 it/s) [1m40s:14m6s] 6.45x 11% |██ | (16228/146793, 154 it/s) [1m41s:14m8s] 6.45x 11% |██ | (16307/146793, 154 it/s) [1m41s:14m6s] 6.45x 11% |██ | (16380/146793, 155 it/s) [1m42s:14m3s] 6.45x 11% |██ | (16456/146793, 154 it/s) [1m42s:14m8s] 6.44x 11% |██ | (16533/146793, 154 it/s) [1m43s:14m7s] 6.44x 11% |██ | (16611/146793, 154 it/s) [1m43s:14m3s] 6.44x 11% |██ | (16685/146793, 154 it/s) [1m44s:14m4s] 6.44x 11% |██ | (16764/146793, 154 it/s) [1m44s:14m2s] 6.44x 11% |██ | (16845/146793, 155 it/s) [1m45s:14m0s] 6.44x 11% |██ | (16926/146793, 154 it/s) [1m45s:14m0s] 6.44x 11% |██ | (17007/146793, 154 it/s) [1m46s:14m0s] 6.44x 11% |██ | (17080/146793, 155 it/s) [1m46s:13m57s] 6.44x 11% |██ | (17159/146793, 155 it/s) [1m47s:13m57s] 6.44x 11% |██ | (17235/146793, 155 it/s) [1m47s:13m53s] 6.43x 11% |██ | (17310/146793, 155 it/s) [1m48s:13m54s] 6.43x 11% |██ | (17390/146793, 156 it/s) [1m48s:13m51s] 6.43x 11% |██ | (17473/146793, 156 it/s) [1m49s:13m50s] 6.43x 11% |██ | (17551/146793, 156 it/s) [1m49s:13m47s] 6.43x 12% |███ | (17627/146793, 156 it/s) [1m50s:13m47s] 6.43x 12% |███ | (17702/146793, 156 it/s) [1m50s:13m45s] 6.43x 12% |███ | (17781/146793, 156 it/s) [1m51s:13m44s] 6.43x 12% |███ | (17856/146793, 156 it/s) [1m51s:13m46s] 6.43x 12% |███ | (17934/146793, 155 it/s) [1m52s:13m49s] 6.42x 12% |███ | (18008/146793, 154 it/s) [1m52s:13m55s] 6.42x 12% |███ | (18081/146793, 154 it/s) [1m53s:13m55s] 6.42x 12% |███ | (18149/146793, 153 it/s) [1m53s:14m2s] 6.42x 12% |███ | (18227/146793, 152 it/s) [1m54s:14m3s] 6.41x 12% |███ | (18300/146793, 152 it/s) [1m54s:14m2s] 6.41x 12% |███ | (18378/146793, 152 it/s) [1m55s:14m2s] 6.41x 12% |███ | (18452/146793, 152 it/s) [1m55s:14m2s] 6.41x 12% |███ | (18518/146793, 151 it/s) [1m56s:14m6s] 6.4x 12% |███ | (18598/146793, 151 it/s) [1m56s:14m6s] 6.4x 12% |███ | (18670/146793, 150 it/s) [1m57s:14m15s] 6.4x 12% |███ | (18743/146793, 149 it/s) [1m57s:14m17s] 6.4x 12% |███ | (18817/146793, 149 it/s) [1m58s:14m20s] 6.4x 12% |███ | (18889/146793, 147 it/s) [1m58s:14m27s] 6.39x 12% |███ | (18967/146793, 147 it/s) [1m59s:14m26s] 6.39x 12% |███ | (19045/146793, 148 it/s) [1m59s:14m21s] 6.39x 13% |███ | (19122/146793, 150 it/s) [2m0s:14m13s] 6.39x 13% |███ | (19198/146793, 150 it/s) [2m0s:14m13s] 6.39x 13% |███ | (19272/146793, 149 it/s) [2m1s:14m15s] 6.39x 13% |███ | (19346/146793, 149 it/s) [2m1s:14m16s] 6.39x 13% |███ | (19424/146793, 149 it/s) [2m2s:14m16s] 6.39x 13% |███ | (19498/146793, 150 it/s) [2m2s:14m8s] 6.38x 13% |███ | (19575/146793, 149 it/s) [2m3s:14m11s] 6.38x 13% |███ | (19655/146793, 149 it/s) [2m3s:14m11s] 6.38x 13% |███ | (19733/146793, 151 it/s) [2m4s:14m2s] 6.38x 13% |███ | (19810/146793, 152 it/s) [2m4s:13m57s] 6.38x 13% |███ | (19888/146793, 152 it/s) [2m5s:13m53s] 6.38x 13% |███ | (19968/146793, 152 it/s) [2m5s:13m52s] 6.38x 13% |███ | (20045/146793, 154 it/s) [2m6s:13m45s] 6.38x 13% |███ | (20121/146793, 153 it/s) [2m6s:13m47s] 6.38x 13% |███ | (20195/146793, 153 it/s) [2m7s:13m46s] 6.38x 13% |███ | (20275/146793, 153 it/s) [2m7s:13m45s] 6.38x 13% |███ | (20355/146793, 154 it/s) [2m8s:13m40s] 6.38x 13% |███ | (20434/146793, 154 it/s) [2m8s:13m39s] 6.38x 13% |███ | (20508/146793, 155 it/s) [2m9s:13m36s] 6.37x 14% |███ | (20586/146793, 155 it/s) [2m9s:13m33s] 6.37x 14% |███ | (20660/146793, 155 it/s) [2m10s:13m33s] 6.37x 14% |███ | (20737/146793, 155 it/s) [2m10s:13m33s] 6.37x 14% |███ | (20813/146793, 154 it/s) [2m11s:13m37s] 6.37x 14% |███ | (20892/146793, 154 it/s) [2m11s:13m36s] 6.37x 14% |███ | (20973/146793, 155 it/s) [2m12s:13m32s] 6.37x 14% |███ | (21051/146793, 155 it/s) [2m12s:13m31s] 6.37x 14% |███ | (21129/146793, 155 it/s) [2m13s:13m31s] 6.37x 14% |███ | (21203/146793, 154 it/s) [2m13s:13m33s] 6.37x 14% |███ | (21279/146793, 154 it/s) [2m14s:13m33s] 6.37x 14% |███ | (21357/146793, 154 it/s) [2m14s:13m35s] 6.37x 14% |███ | (21431/146793, 153 it/s) [2m15s:13m37s] 6.36x 14% |███ | (21506/146793, 153 it/s) [2m15s:13m40s] 6.36x 14% |███ | (21576/146793, 153 it/s) [2m16s:13m39s] 6.36x 14% |███ | (21657/146793, 153 it/s) [2m16s:13m39s] 6.36x 14% |███ | (21733/146793, 153 it/s) [2m17s:13m38s] 6.36x 14% |███ | (21807/146793, 152 it/s) [2m17s:13m44s] 6.36x 14% |███ | (21881/146793, 151 it/s) [2m18s:13m48s] 6.36x 14% |███ | (21956/146793, 150 it/s) [2m18s:13m51s] 6.36x 15% |███ | (22033/146793, 151 it/s) [2m19s:13m47s] 6.35x 15% |███ | (22112/146793, 151 it/s) [2m19s:13m44s] 6.35x 15% |███ | (22191/146793, 151 it/s) [2m20s:13m42s] 6.35x 15% |███ | (22265/146793, 151 it/s) [2m20s:13m42s] 6.35x 15% |███ | (22345/146793, 152 it/s) [2m21s:13m36s] 6.35x 15% |███ | (22420/146793, 152 it/s) [2m21s:13m36s] 6.35x 15% |███ | (22494/146793, 152 it/s) [2m22s:13m36s] 6.35x 15% |███ | (22569/146793, 152 it/s) [2m22s:13m37s] 6.35x 15% |███ | (22644/146793, 152 it/s) [2m23s:13m35s] 6.35x 15% |███ | (22722/146793, 153 it/s) [2m23s:13m30s] 6.35x 15% |███ | (22801/146793, 154 it/s) [2m24s:13m26s] 6.35x 15% |███ | (22873/146793, 154 it/s) [2m24s:13m25s] 6.34x 15% |███ | (22946/146793, 153 it/s) [2m25s:13m29s] 6.34x 15% |███ | (23020/146793, 152 it/s) [2m25s:13m34s] 6.34x 15% |███ | (23099/146793, 152 it/s) [2m26s:13m34s] 6.34x 15% |███ | (23170/146793, 152 it/s) [2m26s:13m33s] 6.34x 15% |███ | (23249/146793, 152 it/s) [2m27s:13m31s] 6.34x 15% |███ | (23329/146793, 152 it/s) [2m27s:13m31s] 6.34x 15% |███ | (23409/146793, 152 it/s) [2m28s:13m30s] 6.34x 15% |███ | (23486/146793, 152 it/s) [2m28s:13m30s] 6.34x 16% |████ | (23564/146793, 153 it/s) [2m29s:13m26s] 6.34x 16% |████ | (23641/146793, 153 it/s) [2m29s:13m23s] 6.34x 16% |████ | (23719/146793, 154 it/s) [2m30s:13m20s] 6.34x 16% |████ | (23799/146793, 154 it/s) [2m30s:13m17s] 6.34x 16% |████ | (23877/146793, 154 it/s) [2m31s:13m18s] 6.34x 16% |████ | (23954/146793, 155 it/s) [2m31s:13m13s] 6.34x 16% |████ | (24031/146793, 155 it/s) [2m32s:13m9s] 6.34x 16% |████ | (24110/146793, 155 it/s) [2m32s:13m9s] 6.34x 16% |████ | (24184/146793, 155 it/s) [2m33s:13m9s] 6.33x 16% |████ | (24258/146793, 155 it/s) [2m33s:13m9s] 6.33x 16% |████ | (24336/146793, 155 it/s) [2m34s:13m12s] 6.33x 16% |████ | (24413/146793, 154 it/s) [2m34s:13m13s] 6.33x 16% |████ | (24486/146793, 154 it/s) [2m35s:13m16s] 6.33x 16% |████ | (24564/146793, 154 it/s) [2m35s:13m15s] 6.33x 16% |████ | (24642/146793, 153 it/s) [2m36s:13m17s] 6.33x 16% |████ | (24715/146793, 153 it/s) [2m36s:13m16s] 6.33x 16% |████ | (24792/146793, 153 it/s) [2m37s:13m19s] 6.33x 16% |████ | (24868/146793, 153 it/s) [2m37s:13m18s] 6.33x 16% |████ | (24945/146793, 152 it/s) [2m38s:13m19s] 6.33x 17% |████ | (25023/146793, 152 it/s) [2m38s:13m18s] 6.33x 17% |████ | (25097/146793, 152 it/s) [2m39s:13m19s] 6.32x 17% |████ | (25176/146793, 152 it/s) [2m39s:13m18s] 6.32x 17% |████ | (25254/146793, 152 it/s) [2m40s:13m18s] 6.32x 17% |████ | (25328/146793, 152 it/s) [2m40s:13m17s] 6.32x 17% |████ | (25401/146793, 152 it/s) [2m41s:13m20s] 6.32x 17% |████ | (25478/146793, 152 it/s) [2m41s:13m20s] 6.32x 17% |████ | (25553/146793, 152 it/s) [2m42s:13m19s] 6.32x 17% |████ | (25630/146793, 152 it/s) [2m42s:13m15s] 6.32x 17% |████ | (25709/146793, 152 it/s) [2m43s:13m14s] 6.32x 17% |████ | (25781/146793, 152 it/s) [2m43s:13m14s] 6.32x 17% |████ | (25859/146793, 152 it/s) [2m44s:13m16s] 6.32x 17% |████ | (25934/146793, 152 it/s) [2m44s:13m16s] 6.32x 17% |████ | (26015/146793, 152 it/s) [2m45s:13m15s] 6.32x 17% |████ | (26089/146793, 152 it/s) [2m45s:13m14s] 6.32x 17% |████ | (26167/146793, 152 it/s) [2m46s:13m13s] 6.32x 17% |████ | (26240/146793, 152 it/s) [2m46s:13m13s] 6.31x 17% |████ | (26321/146793, 152 it/s) [2m47s:13m10s] 6.31x 17% |████ | (26391/146793, 152 it/s) [2m47s:13m14s] 6.31x 18% |████ | (26466/146793, 152 it/s) [2m48s:13m11s] 6.31x 18% |████ | (26544/146793, 152 it/s) [2m48s:13m10s] 6.31x 18% |████ | (26620/146793, 152 it/s) [2m49s:13m10s] 6.31x 18% |████ | (26689/146793, 152 it/s) [2m49s:13m9s] 6.31x 18% |████ | (26762/146793, 151 it/s) [2m50s:13m16s] 6.31x 18% |████ | (26837/146793, 150 it/s) [2m50s:13m17s] 6.31x 18% |████ | (26907/146793, 150 it/s) [2m51s:13m21s] 6.3x 18% |████ | (26981/146793, 149 it/s) [2m51s:13m25s] 6.3x 18% |████ | (27059/146793, 149 it/s) [2m52s:13m24s] 6.3x 18% |████ | (27135/146793, 149 it/s) [2m52s:13m22s] 6.3x 18% |████ | (27208/146793, 148 it/s) [2m53s:13m30s] 6.3x 18% |████ | (27288/146793, 149 it/s) [2m53s:13m19s] 6.3x 18% |████ | (27359/146793, 149 it/s) [2m54s:13m19s] 6.3x 18% |████ | (27440/146793, 150 it/s) [2m54s:13m17s] 6.3x 18% |████ | (27515/146793, 149 it/s) [2m55s:13m19s] 6.3x 18% |████ | (27591/146793, 149 it/s) [2m55s:13m19s] 6.3x 18% |████ | (27673/146793, 149 it/s) [2m56s:13m18s] 6.3x 18% |████ | (27748/146793, 151 it/s) [2m56s:13m10s] 6.3x 18% |████ | (27824/146793, 151 it/s) [2m57s:13m10s] 6.3x 19% |█████ | (27903/146793, 151 it/s) [2m57s:13m6s] 6.3x 19% |█████ | (27978/146793, 152 it/s) [2m58s:13m0s] 6.3x 19% |█████ | (28056/146793, 153 it/s) [2m58s:12m56s] 6.3x 19% |█████ | (28137/146793, 154 it/s) [2m59s:12m52s] 6.3x 19% |█████ | (28205/146793, 154 it/s) [2m59s:12m51s] 6.29x 19% |█████ | (28284/146793, 154 it/s) [3m0s:12m50s] 6.29x 19% |█████ | (28360/146793, 153 it/s) [3m0s:12m53s] 6.29x 19% |█████ | (28435/146793, 153 it/s) [3m1s:12m54s] 6.29x 19% |█████ | (28510/146793, 153 it/s) [3m1s:12m54s] 6.29x 19% |█████ | (28578/146793, 152 it/s) [3m2s:12m57s] 6.29x 19% |█████ | (28656/146793, 152 it/s) [3m2s:12m54s] 6.29x 19% |█████ | (28736/146793, 153 it/s) [3m3s:12m52s] 6.29x 19% |█████ | (28807/146793, 151 it/s) [3m3s:12m59s] 6.29x 19% |█████ | (28881/146793, 151 it/s) [3m4s:12m59s] 6.29x 19% |█████ | (28952/146793, 150 it/s) [3m4s:13m6s] 6.29x 19% |█████ | (29029/146793, 149 it/s) [3m5s:13m9s] 6.28x 19% |█████ | (29098/146793, 148 it/s) [3m5s:13m14s] 6.28x 19% |█████ | (29173/146793, 148 it/s) [3m6s:13m14s] 6.28x 19% |█████ | (29253/146793, 149 it/s) [3m6s:13m8s] 6.28x 19% |█████ | (29327/146793, 150 it/s) [3m7s:13m5s] 6.28x 20% |█████ | (29407/146793, 150 it/s) [3m7s:13m3s] 6.28x 20% |█████ | (29478/146793, 148 it/s) [3m8s:13m12s] 6.28x 20% |█████ | (29552/146793, 149 it/s) [3m8s:13m8s] 6.28x 20% |█████ | (29629/146793, 149 it/s) [3m9s:13m7s] 6.28x 20% |█████ | (29699/146793, 149 it/s) [3m9s:13m8s] 6.28x 20% |█████ | (29779/146793, 149 it/s) [3m10s:13m7s] 6.28x 20% |█████ | (29854/146793, 150 it/s) [3m10s:12m59s] 6.28x 20% |█████ | (29931/146793, 150 it/s) [3m11s:12m59s] 6.28x 20% |█████ | (30010/146793, 152 it/s) [3m11s:12m48s] 6.28x 20% |█████ | (30087/146793, 152 it/s) [3m12s:12m46s] 6.28x 20% |█████ | (30166/146793, 152 it/s) [3m12s:12m46s] 6.28x 20% |█████ | (30243/146793, 153 it/s) [3m13s:12m42s] 6.28x 20% |█████ | (30320/146793, 153 it/s) [3m13s:12m42s] 6.28x 20% |█████ | (30395/146793, 152 it/s) [3m14s:12m45s] 6.27x 20% |█████ | (30471/146793, 153 it/s) [3m14s:12m40s] 6.27x 20% |█████ | (30544/146793, 153 it/s) [3m15s:12m40s] 6.27x 20% |█████ | (30623/146793, 154 it/s) [3m15s:12m35s] 6.27x 20% |█████ | (30697/146793, 154 it/s) [3m16s:12m34s] 6.27x 20% |█████ | (30773/146793, 153 it/s) [3m16s:12m36s] 6.27x 21% |█████ | (30845/146793, 152 it/s) [3m17s:12m41s] 6.27x 21% |█████ | (30921/146793, 152 it/s) [3m17s:12m43s] 6.27x 21% |█████ | (31003/146793, 153 it/s) [3m18s:12m38s] 6.27x 21% |█████ | (31080/146793, 153 it/s) [3m18s:12m37s] 6.27x 21% |█████ | (31162/146793, 153 it/s) [3m19s:12m36s] 6.27x 21% |█████ | (31246/146793, 154 it/s) [3m19s:12m29s] 6.27x 21% |█████ | (31326/146793, 154 it/s) [3m20s:12m28s] 6.27x 21% |█████ | (31406/146793, 155 it/s) [3m20s:12m24s] 6.27x 21% |█████ | (31489/146793, 156 it/s) [3m21s:12m17s] 6.27x 21% |█████ | (31570/146793, 158 it/s) [3m21s:12m9s] 6.27x 21% |█████ | (31651/146793, 158 it/s) [3m22s:12m7s] 6.27x 21% |█████ | (31732/146793, 158 it/s) [3m22s:12m6s] 6.27x 21% |█████ | (31809/146793, 159 it/s) [3m23s:12m2s] 6.27x 21% |█████ | (31890/146793, 161 it/s) [3m23s:11m53s] 6.28x 21% |█████ | (31961/146793, 160 it/s) [3m24s:11m57s] 6.27x 21% |█████ | (32032/146793, 158 it/s) [3m24s:12m7s] 6.27x 21% |█████ | (32107/146793, 158 it/s) [3m25s:12m6s] 6.27x 21% |█████ | (32185/146793, 157 it/s) [3m25s:12m9s] 6.27x 21% |█████ | (32260/146793, 155 it/s) [3m26s:12m17s] 6.27x 22% |█████ | (32331/146793, 154 it/s) [3m26s:12m25s] 6.27x 22% |█████ | (32402/146793, 151 it/s) [3m27s:12m36s] 6.27x 22% |█████ | (32477/146793, 150 it/s) [3m27s:12m41s] 6.27x 22% |█████ | (32550/146793, 149 it/s) [3m28s:12m49s] 6.27x 22% |█████ | (32621/146793, 147 it/s) [3m28s:12m57s] 6.26x 22% |█████ | (32694/146793, 145 it/s) [3m29s:13m5s] 6.26x 22% |█████ | (32765/146793, 145 it/s) [3m29s:13m5s] 6.26x 22% |█████ | (32836/146793, 145 it/s) [3m30s:13m4s] 6.26x 22% |█████ | (32916/146793, 145 it/s) [3m30s:13m4s] 6.26x 22% |█████ | (32990/146793, 145 it/s) [3m31s:13m3s] 6.26x 22% |█████ | (33067/146793, 146 it/s) [3m31s:13m0s] 6.26x 22% |█████ | (33145/146793, 147 it/s) [3m32s:12m52s] 6.26x 22% |█████ | (33216/146793, 147 it/s) [3m32s:12m52s] 6.26x 22% |█████ | (33292/146793, 147 it/s) [3m33s:12m51s] 6.26x 22% |█████ | (33365/146793, 147 it/s) [3m33s:12m51s] 6.26x 22% |█████ | (33437/146793, 147 it/s) [3m34s:12m52s] 6.26x 22% |█████ | (33511/146793, 147 it/s) [3m34s:12m48s] 6.26x 22% |█████ | (33585/146793, 147 it/s) [3m35s:12m48s] 6.25x 22% |█████ | (33664/146793, 148 it/s) [3m35s:12m43s] 6.25x 22% |█████ | (33737/146793, 148 it/s) [3m36s:12m41s] 6.25x 23% |█████ | (33809/146793, 149 it/s) [3m36s:12m39s] 6.25x 23% |█████ | (33883/146793, 149 it/s) [3m37s:12m39s] 6.25x 23% |█████ | (33958/146793, 148 it/s) [3m37s:12m41s] 6.25x 23% |█████ | (34034/146793, 148 it/s) [3m38s:12m41s] 6.25x 23% |█████ | (34108/146793, 148 it/s) [3m38s:12m41s] 6.25x 23% |█████ | (34182/146793, 147 it/s) [3m39s:12m45s] 6.25x 23% |█████ | (34255/146793, 147 it/s) [3m39s:12m43s] 6.25x 23% |█████ | (34335/146793, 148 it/s) [3m40s:12m38s] 6.25x 23% |█████ | (34407/146793, 148 it/s) [3m40s:12m37s] 6.25x 23% |█████ | (34475/146793, 148 it/s) [3m41s:12m38s] 6.25x 23% |█████ | (34555/146793, 149 it/s) [3m41s:12m32s] 6.25x 23% |█████ | (34631/146793, 149 it/s) [3m42s:12m32s] 6.25x 23% |█████ | (34704/146793, 149 it/s) [3m42s:12m32s] 6.24x 23% |█████ | (34774/146793, 149 it/s) [3m43s:12m33s] 6.24x 23% |█████ | (34854/146793, 150 it/s) [3m43s:12m27s] 6.24x 23% |█████ | (34926/146793, 149 it/s) [3m44s:12m30s] 6.24x 23% |█████ | (35007/146793, 151 it/s) [3m44s:12m22s] 6.24x 23% |█████ | (35081/146793, 151 it/s) [3m45s:12m20s] 6.24x 23% |█████ | (35152/146793, 149 it/s) [3m45s:12m28s] 6.24x 23% |█████ | (35223/146793, 149 it/s) [3m46s:12m27s] 6.24x 24% |██████ | (35292/146793, 147 it/s) [3m46s:12m37s] 6.24x 24% |██████ | (35370/146793, 148 it/s) [3m47s:12m35s] 6.24x 24% |██████ | (35450/146793, 148 it/s) [3m47s:12m34s] 6.24x 24% |██████ | (35534/146793, 149 it/s) [3m48s:12m25s] 6.24x 24% |██████ | (35611/146793, 149 it/s) [3m48s:12m24s] 6.24x 24% |██████ | (35694/146793, 151 it/s) [3m49s:12m13s] 6.24x 24% |██████ | (35774/146793, 151 it/s) [3m49s:12m13s] 6.24x 24% |██████ | (35857/146793, 154 it/s) [3m50s:12m2s] 6.24x 24% |██████ | (35935/146793, 154 it/s) [3m50s:12m2s] 6.24x 24% |██████ | (36013/146793, 153 it/s) [3m51s:12m4s] 6.24x 24% |██████ | (36087/146793, 153 it/s) [3m51s:12m3s] 6.24x 24% |██████ | (36154/146793, 152 it/s) [3m52s:12m7s] 6.24x 24% |██████ | (36239/146793, 155 it/s) [3m52s:11m53s] 6.24x 24% |██████ | (36317/146793, 155 it/s) [3m53s:11m53s] 6.24x 24% |██████ | (36403/146793, 157 it/s) [3m53s:11m41s] 6.24x 24% |██████ | (36476/146793, 157 it/s) [3m54s:11m40s] 6.24x 24% |██████ | (36553/146793, 157 it/s) [3m54s:11m42s] 6.24x 24% |██████ | (36633/146793, 157 it/s) [3m55s:11m41s] 6.24x 25% |██████ | (36712/146793, 157 it/s) [3m55s:11m43s] 6.24x 25% |██████ | (36783/146793, 155 it/s) [3m56s:11m51s] 6.24x 25% |██████ | (36861/146793, 155 it/s) [3m56s:11m50s] 6.24x 25% |██████ | (36945/146793, 155 it/s) [3m57s:11m49s] 6.24x 25% |██████ | (37020/146793, 153 it/s) [3m57s:11m55s] 6.24x 25% |██████ | (37093/146793, 152 it/s) [3m58s:12m0s] 6.24x 25% |██████ | (37166/146793, 152 it/s) [3m58s:12m0s] 6.24x 25% |██████ | (37243/146793, 154 it/s) [3m59s:11m50s] 6.24x 25% |██████ | (37321/146793, 153 it/s) [3m59s:11m56s] 6.24x 25% |███████ | (37393/146793, 151 it/s) [4m0s:12m5s] 6.24x 25% |███████ | (37465/146793, 150 it/s) [4m0s:12m8s] 6.24x 25% |███████ | (37542/146793, 150 it/s) [4m1s:12m7s] 6.24x 25% |███████ | (37621/146793, 150 it/s) [4m1s:12m8s] 6.24x 25% |███████ | (37690/146793, 149 it/s) [4m2s:12m9s] 6.23x 25% |██████ | (37765/146793, 148 it/s) [4m2s:12m15s] 6.23x 25% |██████ | (37836/146793, 148 it/s) [4m3s:12m14s] 6.23x 25% |██████ | (37912/146793, 148 it/s) [4m3s:12m15s] 6.23x 25% |██████ | (37986/146793, 148 it/s) [4m4s:12m14s] 6.23x 25% |██████ | (38054/146793, 147 it/s) [4m4s:12m18s] 6.23x 25% |██████ | (38133/146793, 147 it/s) [4m5s:12m18s] 6.23x 26% |███████ | (38208/146793, 147 it/s) [4m5s:12m17s] 6.23x 26% |███████ | (38290/146793, 147 it/s) [4m6s:12m17s] 6.23x 26% |███████ | (38368/146793, 148 it/s) [4m6s:12m14s] 6.23x 26% |███████ | (38444/146793, 148 it/s) [4m7s:12m10s] 6.23x 26% |███████ | (38526/146793, 150 it/s) [4m7s:12m0s] 6.23x 26% |███████ | (38603/146793, 150 it/s) [4m8s:12m0s] 6.23x 26% |███████ | (38686/146793, 151 it/s) [4m8s:11m57s] 6.23x 26% |███████ | (38762/146793, 152 it/s) [4m9s:11m50s] 6.23x 26% |███████ | (38837/146793, 152 it/s) [4m9s:11m50s] 6.23x 26% |██████ | (38912/146793, 152 it/s) [4m10s:11m48s] 6.23x 26% |██████ | (38983/146793, 152 it/s) [4m10s:11m50s] 6.23x 26% |██████ | (39057/146793, 153 it/s) [4m11s:11m44s] 6.23x 26% |██████ | (39136/146793, 153 it/s) [4m11s:11m44s] 6.23x 26% |██████ | (39211/146793, 153 it/s) [4m12s:11m43s] 6.23x 26% |██████ | (39281/146793, 151 it/s) [4m12s:11m52s] 6.23x 26% |██████ | (39353/146793, 151 it/s) [4m13s:11m52s] 6.23x 26% |██████ | (39429/146793, 150 it/s) [4m13s:11m53s] 6.23x 26% |███████ | (39501/146793, 149 it/s) [4m14s:12m2s] 6.22x 26% |███████ | (39574/146793, 147 it/s) [4m14s:12m8s] 6.22x 27% |███████ | (39645/146793, 147 it/s) [4m15s:12m8s] 6.22x 27% |███████ | (39720/146793, 146 it/s) [4m15s:12m11s] 6.22x 27% |███████ | (39787/146793, 146 it/s) [4m16s:12m10s] 6.22x 27% |███████ | (39864/146793, 146 it/s) [4m16s:12m12s] 6.22x 27% |███████ | (39935/146793, 145 it/s) [4m17s:12m16s] 6.22x 27% |███████ | (40010/146793, 146 it/s) [4m17s:12m11s] 6.22x 27% |███████ | (40087/146793, 146 it/s) [4m18s:12m8s] 6.22x 27% |███████ | (40149/146793, 146 it/s) [4m18s:12m8s] 6.22x 27% |███████ | (40219/146793, 144 it/s) [4m19s:12m18s] 6.22x 27% |███████ | (40290/146793, 144 it/s) [4m19s:12m17s] 6.21x 27% |███████ | (40344/146793, 144 it/s) [4m20s:12m16s] 6.21x 27% |███████ | (40423/146793, 143 it/s) [4m20s:12m24s] 6.21x 27% |███████ | (40498/146793, 144 it/s) [4m21s:12m20s] 6.21x 27% |███████ | (40566/146793, 143 it/s) [4m21s:12m24s] 6.21x 27% |███████ | (40639/146793, 143 it/s) [4m22s:12m23s] 6.21x 27% |███████ | (40710/146793, 142 it/s) [4m22s:12m24s] 6.21x 27% |███████ | (40784/146793, 143 it/s) [4m23s:12m20s] 6.21x 27% |███████ | (40859/146793, 143 it/s) [4m23s:12m20s] 6.21x 27% |███████ | (40932/146793, 143 it/s) [4m24s:12m20s] 6.21x 27% |███████ | (41008/146793, 143 it/s) [4m24s:12m21s] 6.2x 27% |███████ | (41084/146793, 145 it/s) [4m25s:12m11s] 6.2x 28% |███████ | (41158/146793, 145 it/s) [4m25s:12m7s] 6.2x 28% |███████ | (41236/146793, 148 it/s) [4m26s:11m55s] 6.2x 28% |███████ | (41315/146793, 148 it/s) [4m26s:11m51s] 6.2x 28% |███████ | (41392/146793, 148 it/s) [4m27s:11m51s] 6.2x 28% |███████ | (41470/146793, 150 it/s) [4m27s:11m41s] 6.2x 28% |███████ | (41544/146793, 150 it/s) [4m28s:11m40s] 6.2x 28% |███████ | (41626/146793, 150 it/s) [4m28s:11m39s] 6.2x 28% |███████ | (41698/146793, 152 it/s) [4m29s:11m33s] 6.2x 28% |███████ | (41779/146793, 153 it/s) [4m29s:11m26s] 6.2x 28% |███████ | (41852/146793, 153 it/s) [4m30s:11m27s] 6.2x 28% |███████ | (41920/146793, 151 it/s) [4m30s:11m33s] 6.2x 28% |███████ | (41999/146793, 152 it/s) [4m31s:11m30s] 6.2x 28% |███████ | (42074/146793, 152 it/s) [4m31s:11m28s] 6.2x 28% |███████ | (42155/146793, 153 it/s) [4m32s:11m25s] 6.2x 28% |███████ | (42233/146793, 153 it/s) [4m32s:11m25s] 6.2x 28% |███████ | (42311/146793, 153 it/s) [4m33s:11m24s] 6.2x 28% |███████ | (42391/146793, 153 it/s) [4m33s:11m22s] 6.2x 28% |███████ | (42472/146793, 154 it/s) [4m34s:11m15s] 6.2x 28% |███████ | (42552/146793, 155 it/s) [4m34s:11m12s] 6.2x 29% |███████ | (42626/146793, 154 it/s) [4m35s:11m17s] 6.2x 29% |███████ | (42701/146793, 154 it/s) [4m35s:11m15s] 6.2x 29% |████████ | (42781/146793, 156 it/s) [4m36s:11m5s] 6.2x 29% |████████ | (42858/146793, 156 it/s) [4m36s:11m6s] 6.2x 29% |████████ | (42930/146793, 155 it/s) [4m37s:11m8s] 6.2x 29% |████████ | (43012/146793, 156 it/s) [4m37s:11m7s] 6.2x 29% |████████ | (43087/146793, 155 it/s) [4m38s:11m9s] 6.2x 29% |███████ | (43161/146793, 154 it/s) [4m38s:11m14s] 6.2x 29% |███████ | (43240/146793, 153 it/s) [4m39s:11m15s] 6.2x 29% |███████ | (43312/146793, 152 it/s) [4m39s:11m22s] 6.2x 29% |███████ | (43387/146793, 152 it/s) [4m40s:11m21s] 6.2x 29% |███████ | (43463/146793, 152 it/s) [4m40s:11m20s] 6.2x 29% |███████ | (43543/146793, 153 it/s) [4m41s:11m16s] 6.2x 29% |███████ | (43619/146793, 153 it/s) [4m41s:11m16s] 6.2x 29% |███████ | (43696/146793, 152 it/s) [4m42s:11m19s] 6.2x 29% |███████ | (43773/146793, 152 it/s) [4m42s:11m19s] 6.2x 29% |███████ | (43844/146793, 151 it/s) [4m43s:11m20s] 6.2x 29% |███████ | (43920/146793, 152 it/s) [4m43s:11m16s] 6.2x 29% |███████ | (43990/146793, 152 it/s) [4m44s:11m16s] 6.2x 30% |████████ | (44059/146793, 150 it/s) [4m44s:11m26s] 6.2x 30% |████████ | (44132/146793, 149 it/s) [4m45s:11m28s] 6.2x 30% |████████ | (44204/146793, 149 it/s) [4m45s:11m29s] 6.2x 30% |████████ | (44277/146793, 148 it/s) [4m46s:11m34s] 6.2x 30% |████████ | (44348/146793, 148 it/s) [4m46s:11m34s] 6.19x 30% |███████ | (44418/146793, 147 it/s) [4m47s:11m35s] 6.19x 30% |███████ | (44494/146793, 147 it/s) [4m47s:11m35s] 6.19x 30% |███████ | (44568/146793, 147 it/s) [4m48s:11m33s] 6.19x 30% |███████ | (44639/146793, 146 it/s) [4m48s:11m40s] 6.19x 30% |███████ | (44713/146793, 146 it/s) [4m49s:11m39s] 6.19x 30% |███████ | (44788/146793, 146 it/s) [4m49s:11m40s] 6.19x 30% |███████ | (44865/146793, 146 it/s) [4m50s:11m39s] 6.19x 30% |███████ | (44941/146793, 146 it/s) [4m50s:11m37s] 6.19x 30% |███████ | (45014/146793, 145 it/s) [4m51s:11m39s] 6.19x 30% |███████ | (45087/146793, 145 it/s) [4m51s:11m39s] 6.19x 30% |███████ | (45159/146793, 146 it/s) [4m52s:11m35s] 6.19x 30% |███████ | (45228/146793, 145 it/s) [4m52s:11m39s] 6.19x 30% |███████ | (45301/146793, 145 it/s) [4m53s:11m37s] 6.19x 30% |███████ | (45375/146793, 145 it/s) [4m53s:11m37s] 6.19x 30% |███████ | (45444/146793, 145 it/s) [4m54s:11m38s] 6.19x 31% |████████ | (45520/146793, 146 it/s) [4m54s:11m31s] 6.18x 31% |████████ | (45593/146793, 146 it/s) [4m55s:11m33s] 6.18x 31% |████████ | (45666/146793, 146 it/s) [4m55s:11m31s] 6.18x 31% |████████ | (45738/146793, 146 it/s) [4m56s:11m33s] 6.18x 31% |████████ | (45807/146793, 144 it/s) [4m56s:11m40s] 6.18x 31% |████████ | (45881/146793, 145 it/s) [4m57s:11m38s] 6.18x 31% |████████ | (45933/146793, 140 it/s) [4m57s:11m58s] 6.18x 31% |████████ | (46002/146793, 140 it/s) [4m58s:11m58s] 6.18x 31% |████████ | (46072/146793, 140 it/s) [4m58s:12m0s] 6.18x 31% |████████ | (46144/146793, 140 it/s) [4m59s:11m59s] 6.18x 31% |████████ | (46218/146793, 139 it/s) [4m59s:12m1s] 6.17x 31% |████████ | (46281/146793, 137 it/s) [5m0s:12m11s] 6.17x 31% |████████ | (46348/146793, 136 it/s) [5m0s:12m17s] 6.17x 31% |████████ | (46411/146793, 134 it/s) [5m1s:12m26s] 6.17x 31% |████████ | (46471/146793, 133 it/s) [5m1s:12m36s] 6.17x 31% |████████ | (46538/146793, 131 it/s) [5m2s:12m43s] 6.17x 31% |████████ | (46607/146793, 135 it/s) [5m2s:12m24s] 6.16x 31% |████████ | (46682/146793, 136 it/s) [5m3s:12m17s] 6.16x 31% |████████ | (46746/146793, 135 it/s) [5m3s:12m23s] 6.16x 31% |████████ | (46819/146793, 135 it/s) [5m4s:12m22s] 6.16x 31% |████████ | (46895/146793, 135 it/s) [5m4s:12m19s] 6.16x 31% |████████ | (46961/146793, 133 it/s) [5m5s:12m27s] 6.16x 32% |████████ | (47031/146793, 135 it/s) [5m5s:12m19s] 6.16x 32% |████████ | (47104/146793, 136 it/s) [5m6s:12m13s] 6.16x 32% |████████ | (47181/146793, 139 it/s) [5m6s:11m58s] 6.16x 32% |████████ | (47251/146793, 141 it/s) [5m7s:11m47s] 6.16x 32% |████████ | (47320/146793, 141 it/s) [5m7s:11m47s] 6.16x 32% |████████ | (47390/146793, 141 it/s) [5m8s:11m43s] 6.16x 32% |████████ | (47464/146793, 142 it/s) [5m8s:11m38s] 6.16x 32% |████████ | (47530/146793, 140 it/s) [5m9s:11m46s] 6.15x 32% |████████ | (47600/146793, 142 it/s) [5m9s:11m40s] 6.15x 32% |████████ | (47668/146793, 142 it/s) [5m10s:11m40s] 6.15x 32% |████████ | (47735/146793, 140 it/s) [5m10s:11m46s] 6.15x 32% |████████ | (47803/146793, 140 it/s) [5m11s:11m46s] 6.15x 32% |████████ | (47872/146793, 141 it/s) [5m11s:11m43s] 6.15x 32% |████████ | (47947/146793, 142 it/s) [5m12s:11m37s] 6.15x 32% |████████ | (48021/146793, 142 it/s) [5m12s:11m35s] 6.15x 32% |████████ | (48081/146793, 142 it/s) [5m13s:11m35s] 6.15x 32% |████████ | (48154/146793, 140 it/s) [5m13s:11m44s] 6.15x 32% |████████ | (48223/146793, 140 it/s) [5m14s:11m45s] 6.14x 32% |████████ | (48287/146793, 139 it/s) [5m14s:11m50s] 6.14x 32% |████████ | (48364/146793, 139 it/s) [5m15s:11m47s] 6.14x 32% |████████ | (48433/146793, 140 it/s) [5m15s:11m43s] 6.14x 33% |████████ | (48505/146793, 140 it/s) [5m16s:11m40s] 6.14x 33% |████████ | (48568/146793, 140 it/s) [5m16s:11m40s] 6.14x 33% |████████ | (48641/146793, 140 it/s) [5m17s:11m39s] 6.14x 33% |████████ | (48719/146793, 142 it/s) [5m17s:11m29s] 6.14x 33% |████████ | (48790/146793, 141 it/s) [5m18s:11m32s] 6.14x 33% |████████ | (48862/146793, 141 it/s) [5m18s:11m32s] 6.14x 33% |████████ | (48943/146793, 142 it/s) [5m19s:11m29s] 6.14x 33% |████████ | (49013/146793, 143 it/s) [5m19s:11m25s] 6.14x 33% |████████ | (49089/146793, 144 it/s) [5m20s:11m19s] 6.14x 33% |████████ | (49163/146793, 144 it/s) [5m20s:11m18s] 6.14x 33% |████████ | (49238/146793, 146 it/s) [5m21s:11m8s] 6.14x 33% |████████ | (49313/146793, 146 it/s) [5m21s:11m8s] 6.14x 33% |████████ | (49388/146793, 146 it/s) [5m22s:11m9s] 6.14x 33% |████████ | (49464/146793, 146 it/s) [5m22s:11m8s] 6.14x 33% |████████ | (49542/146793, 147 it/s) [5m23s:11m0s] 6.14x 33% |████████ | (49619/146793, 148 it/s) [5m23s:10m55s] 6.14x 33% |████████ | (49698/146793, 150 it/s) [5m24s:10m45s] 6.14x 33% |████████ | (49770/146793, 149 it/s) [5m24s:10m50s] 6.14x 33% |████████ | (49842/146793, 149 it/s) [5m25s:10m49s] 6.14x 34% |████████ | (49917/146793, 150 it/s) [5m25s:10m46s] 6.14x 34% |████████ | (49989/146793, 149 it/s) [5m26s:10m50s] 6.13x 34% |████████ | (50065/146793, 150 it/s) [5m26s:10m44s] 6.13x 34% |████████ | (50139/146793, 150 it/s) [5m27s:10m45s] 6.13x 34% |████████ | (50207/146793, 149 it/s) [5m27s:10m50s] 6.13x 34% |████████ | (50282/146793, 149 it/s) [5m28s:10m49s] 6.13x 34% |████████ | (50355/146793, 148 it/s) [5m28s:10m52s] 6.13x 34% |████████ | (50425/146793, 146 it/s) [5m29s:10m58s] 6.13x 34% |████████ | (50501/146793, 146 it/s) [5m29s:10m58s] 6.13x 34% |█████████ | (50573/146793, 145 it/s) [5m30s:11m2s] 6.13x 34% |████████ | (50649/146793, 146 it/s) [5m30s:10m58s] 6.13x 34% |████████ | (50725/146793, 146 it/s) [5m31s:10m57s] 6.13x 34% |████████ | (50802/146793, 147 it/s) [5m31s:10m54s] 6.13x 34% |████████ | (50875/146793, 147 it/s) [5m32s:10m53s] 6.13x 34% |████████ | (50952/146793, 147 it/s) [5m32s:10m52s] 6.13x 34% |████████ | (51028/146793, 147 it/s) [5m33s:10m51s] 6.13x 34% |████████ | (51098/146793, 146 it/s) [5m33s:10m54s] 6.13x 34% |████████ | (51171/146793, 146 it/s) [5m34s:10m54s] 6.13x 34% |████████ | (51245/146793, 147 it/s) [5m34s:10m48s] 6.13x 34% |████████ | (51317/146793, 147 it/s) [5m35s:10m51s] 6.13x 35% |█████████ | (51395/146793, 147 it/s) [5m35s:10m50s] 6.13x 35% |█████████ | (51465/146793, 147 it/s) [5m36s:10m49s] 6.13x 35% |█████████ | (51545/146793, 147 it/s) [5m36s:10m48s] 6.13x 35% |█████████ | (51619/146793, 148 it/s) [5m37s:10m41s] 6.13x 35% |█████████ | (51693/146793, 148 it/s) [5m37s:10m41s] 6.13x 35% |█████████ | (51767/146793, 148 it/s) [5m38s:10m43s] 6.13x 35% |█████████ | (51839/146793, 148 it/s) [5m38s:10m43s] 6.13x 35% |█████████ | (51915/146793, 147 it/s) [5m39s:10m44s] 6.13x 35% |█████████ | (51994/146793, 148 it/s) [5m39s:10m38s] 6.13x 35% |█████████ | (52065/146793, 147 it/s) [5m40s:10m43s] 6.13x 35% |█████████ | (52140/146793, 147 it/s) [5m40s:10m42s] 6.13x 35% |█████████ | (52211/146793, 148 it/s) [5m41s:10m39s] 6.13x 35% |█████████ | (52288/146793, 148 it/s) [5m41s:10m38s] 6.13x 35% |█████████ | (52359/146793, 148 it/s) [5m42s:10m38s] 6.12x 35% |█████████ | (52438/146793, 149 it/s) [5m42s:10m31s] 6.12x 35% |█████████ | (52513/146793, 149 it/s) [5m43s:10m30s] 6.12x 35% |█████████ | (52585/146793, 149 it/s) [5m43s:10m30s] 6.12x 35% |█████████ | (52665/146793, 150 it/s) [5m44s:10m28s] 6.12x 35% |█████████ | (52734/146793, 149 it/s) [5m44s:10m31s] 6.12x 35% |█████████ | (52806/146793, 149 it/s) [5m45s:10m31s] 6.12x 36% |█████████ | (52882/146793, 149 it/s) [5m45s:10m30s] 6.12x 36% |█████████ | (52953/146793, 148 it/s) [5m46s:10m32s] 6.12x 36% |█████████ | (53028/146793, 148 it/s) [5m46s:10m32s] 6.12x 36% |█████████ | (53103/146793, 148 it/s) [5m47s:10m34s] 6.12x 36% |█████████ | (53184/146793, 148 it/s) [5m47s:10m34s] 6.12x 36% |█████████ | (53257/146793, 149 it/s) [5m48s:10m28s] 6.12x 36% |█████████ | (53330/146793, 149 it/s) [5m48s:10m27s] 6.12x 36% |█████████ | (53405/146793, 149 it/s) [5m49s:10m26s] 6.12x 36% |█████████ | (53488/146793, 150 it/s) [5m50s:10m23s] 6.12x 36% |█████████ | (53563/146793, 150 it/s) [5m50s:10m21s] 6.12x 36% |█████████ | (53643/146793, 150 it/s) [5m50s:10m20s] 6.12x 36% |█████████ | (53716/146793, 149 it/s) [5m51s:10m22s] 6.12x 36% |█████████ | (53791/146793, 149 it/s) [5m51s:10m22s] 6.12x 36% |█████████ | (53861/146793, 150 it/s) [5m52s:10m18s] 6.12x 36% |█████████ | (53936/146793, 150 it/s) [5m53s:10m17s] 6.12x 36% |█████████ | (54009/146793, 151 it/s) [5m53s:10m15s] 6.12x 36% |█████████ | (54078/146793, 151 it/s) [5m54s:10m14s] 6.12x 36% |█████████ | (54154/146793, 150 it/s) [5m54s:10m16s] 6.12x 36% |█████████ | (54223/146793, 150 it/s) [5m55s:10m15s] 6.12x 36% |█████████ | (54295/146793, 149 it/s) [5m55s:10m20s] 6.12x 37% |█████████ | (54361/146793, 149 it/s) [5m56s:10m20s] 6.12x 37% |█████████ | (54435/146793, 148 it/s) [5m56s:10m22s] 6.12x 37% |█████████ | (54505/146793, 148 it/s) [5m57s:10m21s] 6.12x 37% |█████████ | (54580/146793, 148 it/s) [5m57s:10m23s] 6.12x 37% |█████████ | (54652/146793, 146 it/s) [5m58s:10m31s] 6.12x 37% |█████████ | (54732/146793, 147 it/s) [5m58s:10m27s] 6.12x 37% |█████████ | (54808/146793, 147 it/s) [5m59s:10m26s] 6.12x 37% |█████████ | (54883/146793, 147 it/s) [5m59s:10m26s] 6.12x 37% |█████████ | (54953/146793, 146 it/s) [6m0s:10m28s] 6.11x 37% |█████████ | (55033/146793, 147 it/s) [6m0s:10m23s] 6.12x 37% |█████████ | (55106/146793, 147 it/s) [6m1s:10m23s] 6.11x 37% |█████████ | (55180/146793, 147 it/s) [6m1s:10m22s] 6.11x 37% |█████████ | (55253/146793, 147 it/s) [6m2s:10m21s] 6.11x 37% |█████████ | (55328/146793, 147 it/s) [6m2s:10m21s] 6.11x 37% |█████████ | (55401/146793, 148 it/s) [6m3s:10m17s] 6.11x 37% |█████████ | (55473/146793, 148 it/s) [6m3s:10m15s] 6.11x 37% |█████████ | (55551/146793, 149 it/s) [6m4s:10m10s] 6.11x 37% |██████████ | (55630/146793, 151 it/s) [6m4s:10m4s] 6.11x 37% |██████████ | (55695/146793, 151 it/s) [6m5s:10m3s] 6.11x 37% |█████████ | (55765/146793, 148 it/s) [6m5s:10m13s] 6.11x 38% |██████████ | (55842/146793, 149 it/s) [6m6s:10m11s] 6.11x 38% |██████████ | (55917/146793, 150 it/s) [6m6s:10m7s] 6.11x 38% |██████████ | (55991/146793, 150 it/s) [6m7s:10m6s] 6.11x 38% |██████████ | (56061/146793, 148 it/s) [6m7s:10m12s] 6.11x 38% |██████████ | (56130/146793, 147 it/s) [6m8s:10m15s] 6.11x 38% |██████████ | (56207/146793, 148 it/s) [6m8s:10m12s] 6.11x 38% |██████████ | (56284/146793, 149 it/s) [6m9s:10m9s] 6.11x 38% |██████████ | (56362/146793, 150 it/s) [6m9s:10m4s] 6.11x 38% |██████████ | (56435/146793, 150 it/s) [6m10s:10m3s] 6.11x 38% |██████████ | (56511/146793, 149 it/s) [6m10s:10m6s] 6.11x 38% |█████████ | (56584/146793, 148 it/s) [6m11s:10m10s] 6.11x 38% |██████████ | (56657/146793, 149 it/s) [6m11s:10m5s] 6.11x 38% |█████████ | (56727/146793, 147 it/s) [6m12s:10m10s] 6.11x 38% |█████████ | (56800/146793, 147 it/s) [6m12s:10m11s] 6.11x 38% |██████████ | (56875/146793, 148 it/s) [6m13s:10m8s] 6.11x 38% |██████████ | (56953/146793, 149 it/s) [6m13s:10m0s] 6.11x 38% |██████████ | (57027/146793, 149 it/s) [6m14s:10m2s] 6.11x 38% |██████████ | (57101/146793, 148 it/s) [6m14s:10m4s] 6.11x 38% |██████████ | (57174/146793, 147 it/s) [6m15s:10m8s] 6.11x 38% |█████████ | (57243/146793, 146 it/s) [6m15s:10m12s] 6.11x 39% |██████████ | (57314/146793, 146 it/s) [6m16s:10m13s] 6.11x 39% |██████████ | (57390/146793, 146 it/s) [6m16s:10m11s] 6.11x 39% |██████████ | (57468/146793, 148 it/s) [6m17s:10m4s] 6.11x 39% |██████████ | (57535/146793, 147 it/s) [6m17s:10m8s] 6.1x 39% |██████████ | (57607/146793, 147 it/s) [6m18s:10m8s] 6.1x 39% |██████████ | (57681/146793, 146 it/s) [6m18s:10m9s] 6.1x 39% |██████████ | (57753/146793, 146 it/s) [6m19s:10m8s] 6.1x 39% |██████████ | (57826/146793, 145 it/s) [6m19s:10m12s] 6.1x 39% |██████████ | (57902/146793, 146 it/s) [6m20s:10m10s] 6.1x 39% |██████████ | (57977/146793, 146 it/s) [6m20s:10m9s] 6.1x 39% |██████████ | (58051/146793, 146 it/s) [6m21s:10m8s] 6.1x 39% |██████████ | (58131/146793, 148 it/s) [6m21s:9m58s] 6.1x 39% |██████████ | (58205/146793, 149 it/s) [6m22s:9m55s] 6.1x 39% |██████████ | (58279/146793, 148 it/s) [6m22s:9m56s] 6.1x 39% |██████████ | (58356/146793, 148 it/s) [6m23s:9m56s] 6.1x 39% |██████████ | (58429/146793, 149 it/s) [6m23s:9m51s] 6.1x 39% |██████████ | (58505/146793, 150 it/s) [6m24s:9m48s] 6.1x 39% |██████████ | (58580/146793, 151 it/s) [6m24s:9m45s] 6.1x 39% |██████████ | (58655/146793, 150 it/s) [6m25s:9m45s] 6.1x 40% |███████████ | (58728/146793, 150 it/s) [6m25s:9m45s] 6.1x 40% |███████████ | (58802/146793, 150 it/s) [6m26s:9m46s] 6.1x 40% |███████████ | (58882/146793, 151 it/s) [6m26s:9m40s] 6.1x 40% |███████████ | (58958/146793, 150 it/s) [6m27s:9m43s] 6.1x 40% |███████████ | (59029/146793, 150 it/s) [6m27s:9m45s] 6.1x 40% |███████████ | (59098/146793, 149 it/s) [6m28s:9m48s] 6.1x 40% |███████████ | (59174/146793, 149 it/s) [6m28s:9m48s] 6.1x 40% |███████████ | (59253/146793, 149 it/s) [6m29s:9m47s] 6.1x 40% |███████████ | (59320/146793, 148 it/s) [6m29s:9m51s] 6.1x 40% |███████████ | (59393/146793, 147 it/s) [6m30s:9m53s] 6.1x 40% |███████████ | (59464/146793, 146 it/s) [6m30s:9m56s] 6.1x 40% |███████████ | (59540/146793, 146 it/s) [6m31s:9m56s] 6.1x 40% |███████████ | (59609/146793, 146 it/s) [6m31s:9m57s] 6.1x 40% |███████████ | (59678/146793, 145 it/s) [6m32s:10m1s] 6.1x 40% |███████████ | (59754/146793, 144 it/s) [6m32s:10m3s] 6.1x 40% |███████████ | (59828/146793, 144 it/s) [6m33s:10m4s] 6.1x 40% |███████████ | (59900/146793, 144 it/s) [6m33s:10m3s] 6.1x 40% |███████████ | (59973/146793, 145 it/s) [6m34s:9m59s] 6.1x 40% |███████████ | (60045/146793, 144 it/s) [6m34s:10m3s] 6.1x 40% |███████████ | (60116/146793, 144 it/s) [6m35s:9m59s] 6.1x 41% |███████████ | (60189/146793, 145 it/s) [6m35s:9m59s] 6.09x 41% |███████████ | (60263/146793, 145 it/s) [6m36s:9m56s] 6.09x 41% |███████████ | (60342/146793, 146 it/s) [6m36s:9m50s] 6.09x 41% |███████████ | (60411/146793, 146 it/s) [6m37s:9m50s] 6.09x 41% |███████████ | (60481/146793, 146 it/s) [6m37s:9m49s] 6.09x 41% |███████████ | (60561/146793, 146 it/s) [6m38s:9m48s] 6.09x 41% |███████████ | (60631/146793, 146 it/s) [6m38s:9m49s] 6.09x 41% |███████████ | (60711/146793, 146 it/s) [6m39s:9m48s] 6.09x 41% |███████████ | (60784/146793, 147 it/s) [6m39s:9m46s] 6.09x 41% |███████████ | (60856/146793, 147 it/s) [6m40s:9m45s] 6.09x 41% |███████████ | (60925/146793, 146 it/s) [6m40s:9m48s] 6.09x 41% |███████████ | (60990/146793, 145 it/s) [6m41s:9m53s] 6.09x 41% |███████████ | (61050/146793, 142 it/s) [6m41s:10m2s] 6.09x 41% |███████████ | (61127/146793, 143 it/s) [6m42s:9m58s] 6.09x 41% |███████████ | (61196/146793, 142 it/s) [6m42s:10m2s] 6.09x 41% |███████████ | (61267/146793, 141 it/s) [6m43s:10m8s] 6.09x 41% |███████████ | (61340/146793, 141 it/s) [6m43s:10m4s] 6.09x 41% |███████████ | (61412/146793, 141 it/s) [6m44s:10m4s] 6.09x 41% |███████████ | (61492/146793, 141 it/s) [6m44s:10m2s] 6.09x 41% |███████████ | (61569/146793, 141 it/s) [6m45s:10m2s] 6.09x 41% |███████████ | (61643/146793, 141 it/s) [6m45s:10m2s] 6.09x 42% |███████████ | (61713/146793, 141 it/s) [6m46s:10m4s] 6.09x 42% |███████████ | (61781/146793, 141 it/s) [6m46s:10m3s] 6.09x 42% |███████████ | (61848/146793, 141 it/s) [6m47s:10m4s] 6.09x 42% |███████████ | (61920/146793, 142 it/s) [6m47s:9m58s] 6.08x 42% |███████████ | (61992/146793, 144 it/s) [6m48s:9m47s] 6.08x 42% |███████████ | (62063/146793, 143 it/s) [6m48s:9m52s] 6.08x 42% |███████████ | (62127/146793, 142 it/s) [6m49s:9m55s] 6.08x 42% |███████████ | (62206/146793, 144 it/s) [6m49s:9m48s] 6.08x 42% |███████████ | (62275/146793, 143 it/s) [6m50s:9m51s] 6.08x 42% |███████████ | (62353/146793, 143 it/s) [6m50s:9m48s] 6.08x 42% |███████████ | (62424/146793, 142 it/s) [6m51s:9m52s] 6.08x 42% |███████████ | (62498/146793, 143 it/s) [6m51s:9m48s] 6.08x 42% |███████████ | (62566/146793, 143 it/s) [6m52s:9m47s] 6.08x 42% |███████████ | (62627/146793, 143 it/s) [6m52s:9m49s] 6.08x 42% |███████████ | (62682/146793, 143 it/s) [6m53s:9m49s] 6.08x 42% |███████████ | (62753/146793, 141 it/s) [6m53s:9m56s] 6.08x 42% |███████████ | (62814/146793, 139 it/s) [6m54s:10m4s] 6.08x 42% |██████████ | (62871/146793, 136 it/s) [6m54s:10m16s] 6.07x 42% |██████████ | (62923/146793, 134 it/s) [6m55s:10m27s] 6.07x 42% |██████████ | (62978/146793, 134 it/s) [6m55s:10m27s] 6.07x 42% |██████████ | (63036/146793, 129 it/s) [6m56s:10m48s] 6.07x 42% |██████████ | (63098/146793, 128 it/s) [6m56s:10m55s] 6.07x 43% |███████████ | (63155/146793, 124 it/s) [6m57s:11m17s] 6.06x 43% |███████████ | (63215/146793, 121 it/s) [6m57s:11m29s] 6.06x 43% |███████████ | (63277/146793, 119 it/s) [6m58s:11m42s] 6.06x 43% |███████████ | (63334/146793, 117 it/s) [6m58s:11m50s] 6.06x 43% |███████████ | (63392/146793, 116 it/s) [6m59s:11m56s] 6.06x 43% |███████████ | (63456/146793, 116 it/s) [6m59s:11m56s] 6.06x 43% |███████████ | (63520/146793, 117 it/s) [7m0s:11m52s] 6.06x 43% |███████████ | (63579/146793, 117 it/s) [7m0s:11m51s] 6.05x 43% |███████████ | (63636/146793, 117 it/s) [7m1s:11m49s] 6.05x 43% |███████████ | (63693/146793, 118 it/s) [7m1s:11m43s] 6.05x 43% |███████████ | (63756/146793, 119 it/s) [7m2s:11m35s] 6.05x 43% |███████████ | (63813/146793, 118 it/s) [7m2s:11m40s] 6.05x 43% |███████████ | (63871/146793, 119 it/s) [7m3s:11m39s] 6.05x 43% |███████████ | (63926/146793, 118 it/s) [7m3s:11m44s] 6.04x 43% |███████████ | (63982/146793, 116 it/s) [7m4s:11m51s] 6.04x 43% |███████████ | (64047/146793, 118 it/s) [7m4s:11m41s] 6.04x 43% |███████████ | (64110/146793, 119 it/s) [7m5s:11m34s] 6.04x 43% |███████████ | (64166/146793, 119 it/s) [7m5s:11m34s] 6.04x 43% |███████████ | (64215/146793, 117 it/s) [7m6s:11m47s] 6.04x 43% |███████████ | (64274/146793, 117 it/s) [7m6s:11m46s] 6.03x 43% |███████████ | (64331/146793, 117 it/s) [7m7s:11m45s] 6.03x 43% |███████████ | (64394/146793, 117 it/s) [7m7s:11m44s] 6.03x 43% |███████████ | (64457/146793, 117 it/s) [7m8s:11m44s] 6.03x 43% |███████████ | (64527/146793, 117 it/s) [7m8s:11m43s] 6.03x 44% |███████████ | (64591/146793, 119 it/s) [7m9s:11m31s] 6.03x 44% |███████████ | (64654/146793, 120 it/s) [7m9s:11m24s] 6.03x 44% |███████████ | (64724/146793, 120 it/s) [7m10s:11m24s] 6.03x 44% |███████████ | (64793/146793, 123 it/s) [7m10s:11m7s] 6.03x 44% |███████████ | (64852/146793, 123 it/s) [7m11s:11m3s] 6.02x 44% |███████████ | (64916/146793, 123 it/s) [7m11s:11m3s] 6.02x 44% |███████████ | (64975/146793, 123 it/s) [7m12s:11m6s] 6.02x 44% |███████████ | (65044/146793, 124 it/s) [7m12s:10m59s] 6.02x 44% |███████████ | (65109/146793, 127 it/s) [7m13s:10m45s] 6.02x 44% |███████████ | (65178/146793, 128 it/s) [7m13s:10m35s] 6.02x 44% |███████████ | (65243/146793, 128 it/s) [7m14s:10m34s] 6.02x 44% |███████████ | (65315/146793, 131 it/s) [7m14s:10m23s] 6.02x 44% |███████████ | (65375/146793, 130 it/s) [7m15s:10m25s] 6.02x 44% |███████████ | (65436/146793, 129 it/s) [7m15s:10m30s] 6.02x 44% |███████████ | (65511/146793, 131 it/s) [7m16s:10m18s] 6.02x 44% |███████████ | (65585/146793, 132 it/s) [7m16s:10m14s] 6.02x 44% |███████████ | (65662/146793, 136 it/s) [7m17s:9m57s] 6.02x 44% |███████████ | (65736/146793, 138 it/s) [7m17s:9m45s] 6.02x 44% |███████████ | (65809/146793, 139 it/s) [7m18s:9m42s] 6.02x 44% |███████████ | (65885/146793, 139 it/s) [7m18s:9m41s] 6.02x 44% |███████████ | (65966/146793, 142 it/s) [7m19s:9m30s] 6.02x 44% |███████████ | (66042/146793, 142 it/s) [7m19s:9m29s] 6.02x 45% |████████████ | (66114/146793, 143 it/s) [7m20s:9m24s] 6.02x 45% |████████████ | (66193/146793, 145 it/s) [7m20s:9m16s] 6.02x 45% |████████████ | (66270/146793, 145 it/s) [7m21s:9m15s] 6.02x 45% |████████████ | (66353/146793, 149 it/s) [7m21s:9m0s] 6.02x 45% |████████████ | (66432/146793, 152 it/s) [7m22s:8m47s] 6.02x 45% |████████████ | (66507/146793, 152 it/s) [7m22s:8m46s] 6.02x 45% |████████████ | (66588/146793, 154 it/s) [7m23s:8m41s] 6.02x 45% |████████████ | (66663/146793, 153 it/s) [7m23s:8m42s] 6.02x 45% |████████████ | (66741/146793, 154 it/s) [7m24s:8m39s] 6.02x 45% |████████████ | (66815/146793, 154 it/s) [7m24s:8m38s] 6.02x 45% |████████████ | (66885/146793, 153 it/s) [7m25s:8m43s] 6.02x 45% |████████████ | (66959/146793, 153 it/s) [7m25s:8m42s] 6.02x 45% |████████████ | (67026/146793, 153 it/s) [7m26s:8m42s] 6.02x 45% |████████████ | (67096/146793, 151 it/s) [7m26s:8m49s] 6.02x 45% |████████████ | (67165/146793, 148 it/s) [7m27s:8m57s] 6.02x 45% |████████████ | (67228/146793, 148 it/s) [7m27s:8m56s] 6.01x 45% |████████████ | (67294/146793, 145 it/s) [7m28s:9m6s] 6.01x 45% |████████████ | (67361/146793, 145 it/s) [7m28s:9m6s] 6.01x 45% |████████████ | (67435/146793, 145 it/s) [7m29s:9m9s] 6.01x 45% |████████████ | (67508/146793, 143 it/s) [7m29s:9m14s] 6.01x 46% |████████████ | (67585/146793, 143 it/s) [7m30s:9m12s] 6.01x 46% |████████████ | (67666/146793, 144 it/s) [7m30s:9m9s] 6.01x 46% |████████████ | (67746/146793, 145 it/s) [7m31s:9m4s] 6.01x 46% |████████████ | (67827/146793, 147 it/s) [7m31s:8m55s] 6.01x 46% |████████████ | (67904/146793, 148 it/s) [7m32s:8m52s] 6.01x 46% |████████████ | (67988/146793, 151 it/s) [7m32s:8m41s] 6.02x 46% |████████████ | (68070/146793, 154 it/s) [7m33s:8m31s] 6.02x 46% |████████████ | (68150/146793, 157 it/s) [7m33s:8m21s] 6.02x 46% |████████████ | (68232/146793, 159 it/s) [7m34s:8m13s] 6.02x 46% |████████████ | (68313/146793, 161 it/s) [7m34s:8m7s] 6.02x 46% |████████████ | (68398/146793, 162 it/s) [7m35s:8m2s] 6.02x 46% |████████████ | (68478/146793, 162 it/s) [7m35s:8m2s] 6.02x 46% |████████████ | (68558/146793, 162 it/s) [7m36s:8m2s] 6.02x 46% |████████████ | (68637/146793, 162 it/s) [7m36s:8m3s] 6.02x 46% |████████████ | (68721/146793, 163 it/s) [7m37s:7m58s] 6.02x 46% |████████████ | (68796/146793, 161 it/s) [7m37s:8m3s] 6.02x 46% |████████████ | (68876/146793, 161 it/s) [7m38s:8m3s] 6.02x 46% |████████████ | (68945/146793, 159 it/s) [7m38s:8m10s] 6.02x 47% |████████████ | (69022/146793, 158 it/s) [7m39s:8m12s] 6.02x 47% |████████████ | (69107/146793, 158 it/s) [7m39s:8m12s] 6.02x 47% |████████████ | (69186/146793, 158 it/s) [7m40s:8m11s] 6.02x 47% |████████████ | (69268/146793, 158 it/s) [7m40s:8m10s] 6.02x 47% |████████████ | (69344/146793, 157 it/s) [7m41s:8m13s] 6.02x 47% |████████████ | (69418/146793, 156 it/s) [7m41s:8m17s] 6.02x 47% |████████████ | (69489/146793, 154 it/s) [7m42s:8m22s] 6.02x 47% |████████████ | (69563/146793, 153 it/s) [7m42s:8m25s] 6.02x 47% |████████████ | (69637/146793, 151 it/s) [7m43s:8m31s] 6.02x 47% |████████████ | (69709/146793, 151 it/s) [7m43s:8m31s] 6.02x 47% |████████████ | (69783/146793, 150 it/s) [7m44s:8m32s] 6.02x 47% |████████████ | (69852/146793, 148 it/s) [7m44s:8m39s] 6.02x 47% |████████████ | (69931/146793, 148 it/s) [7m45s:8m39s] 6.02x 47% |████████████ | (70008/146793, 150 it/s) [7m45s:8m32s] 6.02x 47% |████████████ | (70077/146793, 148 it/s) 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it/s) [8m9s:8m22s] 6.02x 50% |██████████████ | (73553/146793, 145 it/s) [8m9s:8m23s] 6.01x 50% |█████████████ | (73625/146793, 145 it/s) [8m10s:8m23s] 6.01x 50% |█████████████ | (73697/146793, 145 it/s) [8m10s:8m23s] 6.01x 50% |█████████████ | (73770/146793, 144 it/s) [8m11s:8m25s] 6.01x 50% |█████████████ | (73841/146793, 144 it/s) [8m11s:8m26s] 6.01x 50% |█████████████ | (73912/146793, 143 it/s) [8m12s:8m28s] 6.01x 50% |█████████████ | (73990/146793, 143 it/s) [8m12s:8m28s] 6.01x 50% |█████████████ | (74066/146793, 144 it/s) [8m13s:8m24s] 6.01x 50% |█████████████ | (74138/146793, 144 it/s) [8m13s:8m23s] 6.01x 50% |█████████████ | (74214/146793, 145 it/s) [8m14s:8m21s] 6.01x 50% |█████████████ | (74286/146793, 145 it/s) [8m14s:8m20s] 6.01x 50% |██████████████ | (74358/146793, 148 it/s) [8m15s:8m8s] 6.01x 50% |██████████████ | (74429/146793, 148 it/s) [8m15s:8m8s] 6.01x 50% |█████████████ | (74505/146793, 146 it/s) [8m16s:8m16s] 6.01x 50% |█████████████ | (74579/146793, 146 it/s) 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it/s) [10m36s:5m57s] 5.98x 64% |████████████████ | (95206/146793, 146 it/s) [10m37s:5m54s] 5.98x 64% |████████████████ | (95280/146793, 145 it/s) [10m37s:5m54s] 5.98x 64% |████████████████ | (95352/146793, 146 it/s) [10m38s:5m52s] 5.98x 65% |████████████████ | (95427/146793, 147 it/s) [10m38s:5m50s] 5.98x 65% |████████████████ | (95498/146793, 147 it/s) [10m39s:5m49s] 5.98x 65% |████████████████ | (95576/146793, 146 it/s) [10m39s:5m49s] 5.98x 65% |████████████████ | (95651/146793, 147 it/s) [10m40s:5m48s] 5.98x 65% |████████████████ | (95730/146793, 148 it/s) [10m40s:5m45s] 5.98x 65% |████████████████ | (95809/146793, 149 it/s) [10m41s:5m42s] 5.98x 65% |████████████████ | (95883/146793, 149 it/s) [10m41s:5m41s] 5.98x 65% |████████████████ | (95956/146793, 149 it/s) [10m42s:5m40s] 5.98x 65% |████████████████ | (96031/146793, 149 it/s) [10m42s:5m40s] 5.98x 65% |████████████████ | (96106/146793, 149 it/s) [10m43s:5m39s] 5.98x 65% |████████████████ | (96184/146793, 150 it/s) [10m43s:5m37s] 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147 it/s) [11m39s:4m47s] 5.97x 71% |█████████████████ | (104443/146793, 147 it/s) [11m40s:4m47s] 5.97x 71% |█████████████████ | (104520/146793, 148 it/s) [11m40s:4m46s] 5.97x 71% |█████████████████ | (104597/146793, 148 it/s) [11m41s:4m45s] 5.97x 71% |█████████████████ | (104669/146793, 148 it/s) [11m41s:4m45s] 5.97x 71% |█████████████████ | (104741/146793, 147 it/s) [11m42s:4m45s] 5.97x 71% |█████████████████ | (104816/146793, 147 it/s) [11m42s:4m45s] 5.97x 71% |█████████████████ | (104892/146793, 148 it/s) [11m43s:4m43s] 5.97x 71% |█████████████████ | (104967/146793, 148 it/s) [11m43s:4m41s] 5.97x 71% |█████████████████ | (105041/146793, 148 it/s) [11m44s:4m41s] 5.97x 71% |█████████████████ | (105116/146793, 149 it/s) [11m44s:4m39s] 5.97x 71% |█████████████████ | (105192/146793, 150 it/s) [11m45s:4m38s] 5.97x 71% |█████████████████ | (105268/146793, 150 it/s) [11m45s:4m37s] 5.97x 71% |█████████████████ | (105337/146793, 149 it/s) [11m46s:4m38s] 5.97x 71% |█████████████████ | (105414/146793, 150 it/s) [11m46s:4m36s] 5.97x 71% |█████████████████ | (105489/146793, 150 it/s) [11m47s:4m36s] 5.97x 71% |█████████████████ | (105562/146793, 149 it/s) [11m47s:4m36s] 5.97x 71% |█████████████████ | (105634/146793, 149 it/s) [11m48s:4m36s] 5.97x 72% |██████████████████ | (105711/146793, 149 it/s) [11m48s:4m35s] 5.97x 72% |██████████████████ | (105784/146793, 149 it/s) [11m49s:4m35s] 5.97x 72% |██████████████████ | (105857/146793, 148 it/s) [11m49s:4m36s] 5.97x 72% |██████████████████ | (105933/146793, 149 it/s) [11m50s:4m34s] 5.97x 72% |██████████████████ | (106007/146793, 148 it/s) [11m50s:4m34s] 5.97x 72% |██████████████████ | (106081/146793, 148 it/s) [11m51s:4m34s] 5.97x 72% |██████████████████ | (106153/146793, 148 it/s) [11m51s:4m34s] 5.97x 72% |██████████████████ | (106229/146793, 148 it/s) [11m52s:4m33s] 5.97x 72% |██████████████████ | (106301/146793, 147 it/s) [11m52s:4m34s] 5.97x 72% |██████████████████ | (106376/146793, 147 it/s) [11m53s:4m34s] 5.97x 72% 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[12m0s:4m26s] 5.97x 73% |██████████████████ | (107486/146793, 148 it/s) [12m0s:4m26s] 5.97x 73% |██████████████████ | (107561/146793, 148 it/s) [12m1s:4m24s] 5.97x 73% |██████████████████ | (107633/146793, 148 it/s) [12m1s:4m23s] 5.97x 73% |██████████████████ | (107704/146793, 147 it/s) [12m2s:4m25s] 5.97x 73% |██████████████████ | (107780/146793, 148 it/s) [12m3s:4m23s] 5.97x 73% |██████████████████ | (107850/146793, 148 it/s) [12m3s:4m23s] 5.97x 73% |██████████████████ | (107920/146793, 146 it/s) [12m4s:4m25s] 5.97x 73% |██████████████████ | (107996/146793, 146 it/s) [12m4s:4m25s] 5.97x 73% |██████████████████ | (108075/146793, 147 it/s) [12m5s:4m23s] 5.97x 73% |██████████████████ | (108147/146793, 147 it/s) [12m5s:4m23s] 5.97x 73% |██████████████████ | (108216/146793, 146 it/s) [12m6s:4m24s] 5.97x 73% |██████████████████ | (108294/146793, 147 it/s) [12m6s:4m21s] 5.97x 73% |██████████████████ | (108373/146793, 148 it/s) [12m7s:4m19s] 5.97x 73% |██████████████████ | (108446/146793, 148 it/s) [12m7s:4m19s] 5.97x 73% |██████████████████ | (108516/146793, 147 it/s) [12m8s:4m20s] 5.97x 73% |██████████████████ | (108587/146793, 147 it/s) [12m8s:4m20s] 5.97x 74% |███████████████████ | (108665/146793, 147 it/s) [12m9s:4m18s] 5.97x 74% |███████████████████ | (108736/146793, 147 it/s) [12m9s:4m18s] 5.97x 74% |██████████████████ | (108810/146793, 147 it/s) [12m10s:4m18s] 5.97x 74% |██████████████████ | (108885/146793, 148 it/s) [12m10s:4m16s] 5.97x 74% |██████████████████ | (108957/146793, 147 it/s) [12m11s:4m17s] 5.97x 74% |██████████████████ | (109030/146793, 147 it/s) [12m11s:4m17s] 5.97x 74% |██████████████████ | (109107/146793, 147 it/s) [12m12s:4m15s] 5.97x 74% |██████████████████ | (109179/146793, 147 it/s) [12m12s:4m15s] 5.97x 74% |██████████████████ | (109250/146793, 148 it/s) [12m13s:4m13s] 5.97x 74% |██████████████████ | (109320/146793, 146 it/s) [12m13s:4m16s] 5.97x 74% |██████████████████ | (109395/146793, 146 it/s) [12m14s:4m15s] 5.97x 74% |██████████████████ | (109465/146793, 145 it/s) [12m14s:4m17s] 5.97x 74% |██████████████████ | (109540/146793, 145 it/s) [12m15s:4m16s] 5.97x 74% |██████████████████ | (109612/146793, 146 it/s) [12m15s:4m14s] 5.97x 74% |██████████████████ | (109682/146793, 145 it/s) [12m16s:4m16s] 5.97x 74% |██████████████████ | (109754/146793, 145 it/s) [12m16s:4m15s] 5.96x 74% |██████████████████ | (109829/146793, 145 it/s) [12m17s:4m15s] 5.96x 74% |██████████████████ | (109901/146793, 145 it/s) [12m17s:4m14s] 5.96x 74% |██████████████████ | (109972/146793, 145 it/s) [12m18s:4m14s] 5.96x 74% |██████████████████ | (110044/146793, 144 it/s) [12m18s:4m15s] 5.96x 75% |██████████████████ | (110116/146793, 144 it/s) [12m19s:4m14s] 5.96x 75% |██████████████████ | (110191/146793, 145 it/s) [12m19s:4m12s] 5.96x 75% |██████████████████ | (110262/146793, 145 it/s) [12m20s:4m11s] 5.96x 75% |██████████████████ | (110336/146793, 145 it/s) [12m20s:4m11s] 5.96x 75% |██████████████████ | (110406/146793, 144 it/s) [12m21s:4m12s] 5.96x 75% |██████████████████ | (110477/146793, 144 it/s) [12m21s:4m12s] 5.96x 75% |██████████████████ | (110548/146793, 144 it/s) [12m22s:4m11s] 5.96x 75% |██████████████████ | (110621/146793, 144 it/s) [12m22s:4m10s] 5.96x 75% |██████████████████ | (110693/146793, 144 it/s) [12m23s:4m10s] 5.96x 75% |██████████████████ | (110763/146793, 144 it/s) [12m23s:4m10s] 5.96x 75% |███████████████████ | (110837/146793, 144 it/s) [12m24s:4m9s] 5.96x 75% |███████████████████ | (110900/146793, 144 it/s) [12m24s:4m9s] 5.96x 75% |███████████████████ | (110973/146793, 143 it/s) [12m25s:4m9s] 5.96x 75% |███████████████████ | (111048/146793, 144 it/s) [12m25s:4m8s] 5.96x 75% |███████████████████ | (111120/146793, 143 it/s) [12m26s:4m8s] 5.96x 75% |███████████████████ | (111195/146793, 144 it/s) [12m26s:4m7s] 5.96x 75% |███████████████████ | (111269/146793, 145 it/s) [12m27s:4m5s] 5.96x 75% |███████████████████ | (111340/146793, 145 it/s) [12m27s:4m5s] 5.96x 75% |███████████████████ | (111415/146793, 145 it/s) [12m28s:4m3s] 5.96x 75% |███████████████████ | (111489/146793, 146 it/s) [12m28s:4m2s] 5.96x 75% |███████████████████ | (111562/146793, 146 it/s) [12m29s:4m1s] 5.96x 76% |███████████████████ | (111637/146793, 146 it/s) [12m29s:4m0s] 5.96x 76% |███████████████████ | (111707/146793, 146 it/s) [12m30s:3m59s] 5.96x 76% |███████████████████ | (111781/146793, 146 it/s) [12m30s:3m59s] 5.96x 76% |███████████████████ | (111850/146793, 146 it/s) [12m31s:3m59s] 5.96x 76% |███████████████████ | (111925/146793, 147 it/s) [12m31s:3m57s] 5.96x 76% |███████████████████ | (111998/146793, 146 it/s) [12m32s:3m57s] 5.96x 76% |███████████████████ | (112069/146793, 146 it/s) [12m32s:3m57s] 5.96x 76% |███████████████████ | (112144/146793, 146 it/s) [12m33s:3m56s] 5.96x 76% |███████████████████ | (112219/146793, 146 it/s) [12m33s:3m56s] 5.96x 76% |███████████████████ | (112293/146793, 146 it/s) [12m34s:3m55s] 5.96x 76% |███████████████████ | (112369/146793, 147 it/s) [12m34s:3m54s] 5.96x 76% 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146 it/s) [12m41s:3m49s] 5.96x 77% |███████████████████ | (113464/146793, 146 it/s) [12m42s:3m47s] 5.96x 77% |███████████████████ | (113538/146793, 146 it/s) [12m42s:3m47s] 5.96x 77% |███████████████████ | (113611/146793, 146 it/s) [12m43s:3m46s] 5.96x 77% |███████████████████ | (113683/146793, 146 it/s) [12m43s:3m46s] 5.96x 77% |███████████████████ | (113753/146793, 146 it/s) [12m44s:3m46s] 5.96x 77% |███████████████████ | (113825/146793, 146 it/s) [12m44s:3m46s] 5.96x 77% |███████████████████ | (113900/146793, 146 it/s) [12m45s:3m45s] 5.96x 77% |███████████████████ | (113976/146793, 146 it/s) [12m45s:3m44s] 5.96x 77% |███████████████████ | (114046/146793, 146 it/s) [12m46s:3m44s] 5.96x 77% |███████████████████ | (114121/146793, 146 it/s) [12m46s:3m44s] 5.96x 77% |███████████████████ | (114197/146793, 146 it/s) [12m47s:3m43s] 5.96x 77% |███████████████████ | (114269/146793, 145 it/s) [12m47s:3m43s] 5.96x 77% |███████████████████ | (114340/146793, 145 it/s) [12m48s:3m43s] 5.96x 77% 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145 it/s) [12m55s:3m36s] 5.96x 78% |███████████████████ | (115439/146793, 147 it/s) [12m55s:3m33s] 5.96x 78% |███████████████████ | (115510/146793, 146 it/s) [12m56s:3m33s] 5.96x 78% |███████████████████ | (115583/146793, 146 it/s) [12m56s:3m33s] 5.96x 78% |███████████████████ | (115652/146793, 146 it/s) [12m57s:3m33s] 5.96x 78% |███████████████████ | (115725/146793, 146 it/s) [12m57s:3m33s] 5.96x 78% |███████████████████ | (115797/146793, 146 it/s) [12m58s:3m32s] 5.96x 78% |███████████████████ | (115869/146793, 146 it/s) [12m58s:3m32s] 5.96x 78% |███████████████████ | (115941/146793, 146 it/s) [12m59s:3m31s] 5.96x 79% |███████████████████ | (116012/146793, 145 it/s) [12m59s:3m32s] 5.96x 79% |████████████████████ | (116090/146793, 146 it/s) [13m0s:3m30s] 5.96x 79% |████████████████████ | (116161/146793, 146 it/s) [13m0s:3m30s] 5.96x 79% |████████████████████ | (116228/146793, 145 it/s) [13m1s:3m30s] 5.96x 79% |████████████████████ | (116302/146793, 145 it/s) [13m1s:3m29s] 5.96x 79% 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(117326/146793, 145 it/s) [13m8s:3m22s] 5.96x 79% |████████████████████ | (117401/146793, 145 it/s) [13m9s:3m22s] 5.96x 80% |████████████████████ | (117473/146793, 145 it/s) [13m9s:3m21s] 5.96x 80% |████████████████████ | (117551/146793, 146 it/s) [13m10s:3m20s] 5.96x 80% |████████████████████ | (117621/146793, 146 it/s) [13m10s:3m20s] 5.95x 80% |████████████████████ | (117698/146793, 146 it/s) [13m11s:3m18s] 5.96x 80% |████████████████████ | (117769/146793, 146 it/s) [13m11s:3m18s] 5.95x 80% |████████████████████ | (117840/146793, 146 it/s) [13m12s:3m18s] 5.95x 80% |████████████████████ | (117914/146793, 145 it/s) [13m12s:3m18s] 5.95x 80% |████████████████████ | (117988/146793, 146 it/s) [13m13s:3m17s] 5.95x 80% |████████████████████ | (118065/146793, 147 it/s) [13m13s:3m15s] 5.95x 80% |████████████████████ | (118138/146793, 147 it/s) [13m14s:3m15s] 5.95x 80% |████████████████████ | (118214/146793, 147 it/s) [13m14s:3m13s] 5.95x 80% |████████████████████ | (118289/146793, 147 it/s) [13m15s:3m13s] 5.95x 80% |████████████████████ | (118362/146793, 148 it/s) [13m15s:3m11s] 5.95x 80% |████████████████████ | (118436/146793, 148 it/s) [13m16s:3m11s] 5.95x 80% |████████████████████ | (118506/146793, 147 it/s) [13m16s:3m12s] 5.95x 80% |████████████████████ | (118583/146793, 148 it/s) [13m17s:3m11s] 5.95x 80% |████████████████████ | (118657/146793, 148 it/s) [13m17s:3m10s] 5.95x 80% |████████████████████ | (118729/146793, 148 it/s) [13m18s:3m9s] 5.95x 80% |████████████████████ | (118806/146793, 148 it/s) [13m18s:3m9s] 5.95x 80% |████████████████████ | (118880/146793, 148 it/s) [13m19s:3m8s] 5.95x 81% |█████████████████████ | (118951/146793, 148 it/s) [13m19s:3m8s] 5.95x 81% |████████████████████ | (119017/146793, 146 it/s) [13m20s:3m10s] 5.95x 81% |████████████████████ | (119088/146793, 145 it/s) [13m20s:3m11s] 5.95x 81% |████████████████████ | (119160/146793, 145 it/s) [13m21s:3m10s] 5.95x 81% |████████████████████ | (119232/146793, 144 it/s) [13m21s:3m11s] 5.95x 81% 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(120232/146793, 144 it/s) [13m28s:3m5s] 5.95x 81% |█████████████████████ | (120304/146793, 144 it/s) [13m29s:3m4s] 5.95x 82% |█████████████████████ | (120374/146793, 143 it/s) [13m29s:3m4s] 5.95x 82% |█████████████████████ | (120448/146793, 144 it/s) [13m30s:3m3s] 5.95x 82% |█████████████████████ | (120516/146793, 143 it/s) [13m30s:3m3s] 5.95x 82% |█████████████████████ | (120591/146793, 144 it/s) [13m31s:3m1s] 5.95x 82% |█████████████████████ | (120659/146793, 144 it/s) [13m31s:3m2s] 5.95x 82% |████████████████████ | (120739/146793, 145 it/s) [13m32s:2m59s] 5.95x 82% |████████████████████ | (120813/146793, 145 it/s) [13m32s:2m59s] 5.95x 82% |████████████████████ | (120887/146793, 145 it/s) [13m33s:2m58s] 5.95x 82% |████████████████████ | (120962/146793, 146 it/s) [13m33s:2m57s] 5.95x 82% |████████████████████ | (121039/146793, 147 it/s) [13m34s:2m55s] 5.95x 82% |████████████████████ | (121105/146793, 146 it/s) [13m34s:2m56s] 5.95x 82% |████████████████████ | (121176/146793, 146 it/s) [13m35s:2m55s] 5.95x 82% |████████████████████ | (121250/146793, 146 it/s) [13m35s:2m55s] 5.95x 82% |████████████████████ | (121315/146793, 145 it/s) [13m36s:2m55s] 5.95x 82% |████████████████████ | (121393/146793, 145 it/s) [13m36s:2m54s] 5.95x 82% |████████████████████ | (121463/146793, 145 it/s) [13m37s:2m54s] 5.95x 82% |████████████████████ | (121540/146793, 147 it/s) [13m37s:2m52s] 5.95x 82% |████████████████████ | (121615/146793, 147 it/s) [13m38s:2m51s] 5.95x 82% |████████████████████ | (121688/146793, 145 it/s) [13m38s:2m52s] 5.95x 82% |████████████████████ | (121760/146793, 145 it/s) [13m39s:2m52s] 5.95x 82% |████████████████████ | (121834/146793, 145 it/s) [13m39s:2m52s] 5.95x 83% |████████████████████ | (121909/146793, 145 it/s) [13m40s:2m51s] 5.95x 83% |████████████████████ | (121984/146793, 145 it/s) [13m40s:2m51s] 5.95x 83% |████████████████████ | (122059/146793, 145 it/s) [13m41s:2m51s] 5.95x 83% |████████████████████ | (122133/146793, 146 it/s) [13m41s:2m48s] 5.95x 83% 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(127873/146793, 143 it/s) [14m21s:2m12s] 5.94x 87% |█████████████████████ | (127944/146793, 144 it/s) [14m21s:2m10s] 5.94x 87% |█████████████████████ | (128011/146793, 143 it/s) [14m22s:2m11s] 5.94x 87% |█████████████████████ | (128086/146793, 143 it/s) [14m22s:2m11s] 5.94x 87% |██████████████████████ | (128163/146793, 144 it/s) [14m23s:2m8s] 5.94x 87% |██████████████████████ | (128232/146793, 144 it/s) [14m23s:2m8s] 5.94x 87% |██████████████████████ | (128304/146793, 144 it/s) [14m24s:2m8s] 5.94x 87% |██████████████████████ | (128380/146793, 145 it/s) [14m24s:2m7s] 5.94x 87% |██████████████████████ | (128461/146793, 145 it/s) [14m25s:2m6s] 5.94x 87% |██████████████████████ | (128537/146793, 146 it/s) [14m25s:2m4s] 5.94x 87% |██████████████████████ | (128608/146793, 146 it/s) [14m26s:2m4s] 5.94x 87% |██████████████████████ | (128686/146793, 147 it/s) [14m26s:2m3s] 5.94x 87% |██████████████████████ | (128760/146793, 147 it/s) [14m27s:2m2s] 5.94x 87% |██████████████████████ | (128838/146793, 148 it/s) [14m27s:2m1s] 5.94x 87% |██████████████████████ | (128914/146793, 149 it/s) [14m28s:2m0s] 5.94x 87% |█████████████████████ | (128992/146793, 151 it/s) [14m28s:1m57s] 5.94x 87% |█████████████████████ | (129062/146793, 150 it/s) [14m29s:1m58s] 5.94x 87% |█████████████████████ | (129134/146793, 150 it/s) [14m29s:1m57s] 5.94x 88% |██████████████████████ | (129208/146793, 149 it/s) [14m30s:1m57s] 5.94x 88% |██████████████████████ | (129280/146793, 149 it/s) [14m30s:1m57s] 5.94x 88% |██████████████████████ | (129354/146793, 149 it/s) [14m31s:1m56s] 5.94x 88% |██████████████████████ | (129421/146793, 148 it/s) [14m31s:1m56s] 5.94x 88% |██████████████████████ | (129492/146793, 147 it/s) [14m32s:1m57s] 5.94x 88% |██████████████████████ | (129567/146793, 147 it/s) [14m32s:1m57s] 5.94x 88% |██████████████████████ | (129639/146793, 147 it/s) [14m33s:1m56s] 5.94x 88% |██████████████████████ | (129712/146793, 147 it/s) [14m33s:1m55s] 5.94x 88% |██████████████████████ | (129786/146793, 147 it/s) [14m34s:1m56s] 5.94x 88% |██████████████████████ | (129861/146793, 146 it/s) [14m34s:1m55s] 5.94x 88% |██████████████████████ | (129930/146793, 146 it/s) [14m35s:1m55s] 5.94x 88% |██████████████████████ | (130000/146793, 145 it/s) [14m35s:1m55s] 5.94x 88% |██████████████████████ | (130076/146793, 145 it/s) [14m36s:1m55s] 5.94x 88% |██████████████████████ | (130146/146793, 145 it/s) [14m36s:1m55s] 5.94x 88% |██████████████████████ | (130229/146793, 147 it/s) [14m37s:1m52s] 5.94x 88% |██████████████████████ | (130304/146793, 147 it/s) [14m37s:1m52s] 5.94x 88% |██████████████████████ | (130378/146793, 148 it/s) [14m38s:1m50s] 5.94x 88% |██████████████████████ | (130452/146793, 149 it/s) [14m38s:1m49s] 5.94x 88% |██████████████████████ | (130526/146793, 149 it/s) [14m39s:1m49s] 5.94x 88% |██████████████████████ | (130603/146793, 149 it/s) [14m39s:1m48s] 5.94x 89% |██████████████████████ | (130720/146793, 149 it/s) [14m40s:1m47s] 5.94x 89% |██████████████████████ | (130853/146793, 159 it/s) [14m40s:1m40s] 5.95x 89% |██████████████████████ | (130986/146793, 172 it/s) [14m41s:1m31s] 5.95x 89% |██████████████████████ | (131119/146793, 183 it/s) [14m41s:1m25s] 5.95x 89% |██████████████████████ | (131252/146793, 196 it/s) [14m42s:1m19s] 5.95x 89% |██████████████████████ | (131388/146793, 207 it/s) [14m42s:1m14s] 5.96x 89% |██████████████████████ | (131522/146793, 207 it/s) [14m43s:1m13s] 5.96x 89% |███████████████████████ | (131654/146793, 218 it/s) [14m43s:1m9s] 5.96x 89% |███████████████████████ | (131787/146793, 218 it/s) [14m44s:1m8s] 5.97x 89% |███████████████████████ | (131919/146793, 230 it/s) [14m44s:1m4s] 5.97x 89% |███████████████████████ | (132033/146793, 238 it/s) [14m45s:1m2s] 5.97x 90% |████████████████████████ | (132167/146793, 250 it/s) [14m45s:58s] 5.97x 90% |████████████████████████ | (132299/146793, 261 it/s) [14m46s:55s] 5.98x 90% |████████████████████████ | (132430/146793, 261 it/s) [14m46s:55s] 5.98x 90% |████████████████████████ | (132566/146793, 263 it/s) [14m47s:54s] 5.98x 90% |████████████████████████ | (132702/146793, 263 it/s) [14m47s:53s] 5.98x 90% |████████████████████████ | (132834/146793, 263 it/s) [14m48s:53s] 5.99x 90% |████████████████████████ | (132965/146793, 263 it/s) [14m48s:52s] 5.99x 90% |████████████████████████ | (133097/146793, 263 it/s) [14m49s:52s] 5.99x 90% |████████████████████████ | (133228/146793, 262 it/s) [14m49s:51s] 5.99x 90% |████████████████████████ | (133332/146793, 256 it/s) [14m50s:52s] 5.99x 90% |████████████████████████ | (133465/146793, 256 it/s) [14m50s:52s] 6x 91% |███████████████████████████ | (133598/146793, 256 it/s) [14m51s:51s] 6x 91% |███████████████████████████ | (133728/146793, 259 it/s) [14m51s:50s] 6x 91% |███████████████████████████ | (133857/146793, 258 it/s) [14m52s:50s] 6x 91% |███████████████████████████ | (133987/146793, 258 it/s) [14m52s:49s] 6.01x 91% |████████████████████████ | (134123/146793, 258 it/s) [14m53s:49s] 6.01x 91% |████████████████████████ | (134253/146793, 258 it/s) [14m53s:48s] 6.01x 91% |████████████████████████ | (134384/146793, 257 it/s) [14m54s:48s] 6.01x 91% |████████████████████████ | (134515/146793, 257 it/s) [14m54s:47s] 6.02x 91% |████████████████████████ | (134645/146793, 256 it/s) [14m55s:47s] 6.02x 91% |████████████████████████ | (134771/146793, 256 it/s) [14m55s:46s] 6.02x 91% |████████████████████████ | (134899/146793, 255 it/s) [14m56s:46s] 6.02x 91% |████████████████████████ | (135024/146793, 255 it/s) [14m56s:46s] 6.03x 92% |████████████████████████ | (135155/146793, 260 it/s) [14m57s:44s] 6.03x 92% |████████████████████████ | (135285/146793, 260 it/s) [14m57s:44s] 6.03x 92% |████████████████████████ | (135415/146793, 260 it/s) [14m58s:43s] 6.03x 92% |████████████████████████ | (135545/146793, 260 it/s) [14m58s:43s] 6.04x 92% |████████████████████████ | (135657/146793, 258 it/s) [14m59s:43s] 6.04x 92% |████████████████████████ | (135780/146793, 257 it/s) [14m59s:42s] 6.04x 92% |█████████████████████████ | (135914/146793, 257 it/s) [15m0s:42s] 6.04x 92% |█████████████████████████ | (136045/146793, 257 it/s) [15m0s:41s] 6.05x 92% |█████████████████████████ | (136175/146793, 257 it/s) [15m1s:41s] 6.05x 92% |█████████████████████████ | (136305/146793, 257 it/s) [15m1s:40s] 6.05x 92% |█████████████████████████ | (136435/146793, 256 it/s) [15m2s:40s] 6.05x 93% |██████████████████████████ | (136560/146793, 255 it/s) [15m2s:40s] 6.05x 93% |██████████████████████████ | (136682/146793, 255 it/s) [15m3s:39s] 6.06x 93% |██████████████████████████ | (136808/146793, 255 it/s) [15m3s:39s] 6.06x 93% |██████████████████████████ | (136934/146793, 254 it/s) [15m4s:38s] 6.06x 93% |██████████████████████████ | (137062/146793, 254 it/s) [15m4s:38s] 6.06x 93% |██████████████████████████ | (137180/146793, 253 it/s) [15m5s:37s] 6.07x 93% |██████████████████████████ | (137310/146793, 255 it/s) [15m5s:37s] 6.07x 93% |██████████████████████████ | (137443/146793, 257 it/s) [15m6s:36s] 6.07x 93% |██████████████████████████ | (137572/146793, 256 it/s) [15m6s:36s] 6.07x 93% |██████████████████████████ | (137677/146793, 251 it/s) [15m7s:36s] 6.07x 93% |██████████████████████████ | (137720/146793, 233 it/s) [15m7s:38s] 6.07x 93% |██████████████████████████ | (137787/146793, 221 it/s) [15m8s:40s] 6.07x 93% |██████████████████████████ | (137860/146793, 211 it/s) [15m8s:42s] 6.07x 93% |██████████████████████████ | (137935/146793, 201 it/s) [15m9s:44s] 6.07x 94% |██████████████████████████ | (138022/146793, 193 it/s) [15m9s:45s] 6.07x 94% |█████████████████████████ | (138148/146793, 193 it/s) [15m10s:44s] 6.07x 94% |█████████████████████████ | (138278/146793, 193 it/s) [15m10s:44s] 6.08x 94% |█████████████████████████ | (138411/146793, 193 it/s) [15m11s:43s] 6.08x 94% |█████████████████████████ | (138540/146793, 193 it/s) [15m11s:42s] 6.08x 94% |█████████████████████████ | (138673/146793, 194 it/s) [15m12s:41s] 6.08x 94% |█████████████████████████ | (138794/146793, 197 it/s) [15m12s:40s] 6.09x 94% |█████████████████████████ | (138915/146793, 213 it/s) [15m13s:37s] 6.09x 94% |█████████████████████████ | (139051/146793, 213 it/s) [15m13s:36s] 6.09x 94% |█████████████████████████ | (139180/146793, 226 it/s) [15m14s:33s] 6.09x 94% |█████████████████████████ | (139314/146793, 238 it/s) [15m14s:31s] 6.1x 94% |██████████████████████████ | (139448/146793, 250 it/s) [15m15s:29s] 6.1x 95% |██████████████████████████ | (139589/146793, 261 it/s) [15m15s:27s] 6.1x 95% |██████████████████████████ | (139719/146793, 261 it/s) [15m16s:27s] 6.1x 95% |██████████████████████████ | (139856/146793, 263 it/s) [15m16s:26s] 6.11x 95% |█████████████████████████ | (139990/146793, 263 it/s) [15m17s:25s] 6.11x 95% |█████████████████████████ | (140129/146793, 263 it/s) [15m17s:25s] 6.11x 95% |█████████████████████████ | (140265/146793, 264 it/s) [15m18s:24s] 6.11x 95% |█████████████████████████ | (140404/146793, 268 it/s) [15m18s:23s] 6.12x 95% |█████████████████████████ | (140545/146793, 272 it/s) [15m19s:22s] 6.12x 95% |█████████████████████████ | (140680/146793, 273 it/s) [15m19s:22s] 6.12x 95% |█████████████████████████ | (140817/146793, 273 it/s) [15m20s:21s] 6.12x 96% |█████████████████████████ | (140954/146793, 273 it/s) [15m20s:21s] 6.13x 96% |█████████████████████████ | (141092/146793, 274 it/s) [15m21s:20s] 6.13x 96% |█████████████████████████ | (141207/146793, 269 it/s) [15m21s:20s] 6.13x 96% |█████████████████████████ | (141346/146793, 270 it/s) [15m22s:20s] 6.13x 96% |█████████████████████████ | (141472/146793, 268 it/s) [15m22s:19s] 6.14x 96% |█████████████████████████ | (141612/146793, 269 it/s) [15m23s:19s] 6.14x 96% |█████████████████████████ | (141757/146793, 271 it/s) [15m23s:18s] 6.14x 96% |█████████████████████████ | (141900/146793, 272 it/s) [15m24s:18s] 6.14x 96% |█████████████████████████ | (142041/146793, 271 it/s) [15m24s:17s] 6.15x 96% |█████████████████████████ | (142183/146793, 271 it/s) [15m25s:16s] 6.15x 96% |█████████████████████████ | (142329/146793, 273 it/s) [15m25s:16s] 6.15x 97% |██████████████████████████ | (142473/146793, 275 it/s) [15m26s:15s] 6.16x 97% |██████████████████████████ | (142620/146793, 275 it/s) [15m26s:15s] 6.16x 97% |██████████████████████████ | (142765/146793, 276 it/s) [15m27s:14s] 6.16x 97% |██████████████████████████ | (142908/146793, 276 it/s) [15m27s:14s] 6.17x 97% |██████████████████████████ | (143046/146793, 282 it/s) [15m28s:13s] 6.17x 97% |██████████████████████████ | (143185/146793, 282 it/s) [15m28s:12s] 6.17x 97% |██████████████████████████ | (143330/146793, 285 it/s) [15m29s:12s] 6.17x 97% |██████████████████████████ | (143472/146793, 286 it/s) [15m29s:11s] 6.18x 97% |██████████████████████████ | (143570/146793, 276 it/s) [15m30s:11s] 6.18x 97% |██████████████████████████ | (143641/146793, 262 it/s) [15m30s:12s] 6.18x 97% |██████████████████████████ | (143716/146793, 262 it/s) [15m31s:11s] 6.18x 97% |██████████████████████████ | (143799/146793, 250 it/s) [15m31s:11s] 6.18x 98% |██████████████████████████ | (143860/146793, 233 it/s) [15m32s:12s] 6.18x 98% |██████████████████████████ | (143916/146793, 215 it/s) [15m32s:13s] 6.18x 98% |██████████████████████████ | (143970/146793, 197 it/s) [15m33s:14s] 6.17x 98% |██████████████████████████ | (144024/146793, 180 it/s) [15m33s:15s] 6.17x 98% |██████████████████████████ | (144079/146793, 163 it/s) [15m34s:16s] 6.17x 98% |██████████████████████████ | (144131/146793, 144 it/s) [15m34s:18s] 6.17x 98% |██████████████████████████ | (144187/146793, 127 it/s) [15m35s:20s] 6.17x 98% |██████████████████████████ | (144247/146793, 127 it/s) [15m35s:20s] 6.17x 98% |██████████████████████████ | (144302/146793, 119 it/s) [15m36s:20s] 6.17x 98% |██████████████████████████ | (144356/146793, 115 it/s) [15m36s:21s] 6.17x 98% |██████████████████████████ | (144466/146793, 122 it/s) [15m37s:19s] 6.17x 98% |██████████████████████████ | (144594/146793, 135 it/s) [15m37s:16s] 6.17x 98% |██████████████████████████ | (144724/146793, 150 it/s) [15m38s:13s] 6.17x 98% |██████████████████████████ | (144857/146793, 166 it/s) [15m38s:11s] 6.18x 98% |██████████████████████████ | (144920/146793, 168 it/s) [15m39s:11s] 6.18x 98% |██████████████████████████ | (144972/146793, 167 it/s) [15m39s:10s] 6.17x 98% |██████████████████████████ | (145032/146793, 169 it/s) [15m40s:10s] 6.17x 98% |██████████████████████████ | (145083/146793, 167 it/s) [15m40s:10s] 6.17x 98% |███████████████████████████ | (145134/146793, 167 it/s) [15m41s:9s] 6.17x 98% |███████████████████████████ | (145188/146793, 166 it/s) [15m41s:9s] 6.17x 98% |███████████████████████████ | (145237/146793, 166 it/s) [15m42s:9s] 6.17x 98% |███████████████████████████ | (145282/146793, 165 it/s) [15m42s:9s] 6.17x 99% |███████████████████████████ | (145331/146793, 153 it/s) [15m43s:9s] 6.17x 99% |██████████████████████████ | (145380/146793, 137 it/s) [15m43s:10s] 6.17x 99% |███████████████████████████ | (145432/146793, 137 it/s) [15m44s:9s] 6.16x 99% |██████████████████████████ | (145487/146793, 122 it/s) [15m44s:10s] 6.16x 99% |██████████████████████████ | (145536/146793, 105 it/s) [15m45s:11s] 6.16x 99% |██████████████████████████ | (145585/146793, 102 it/s) [15m45s:11s] 6.16x 99% |██████████████████████████ | (145640/146793, 103 it/s) [15m46s:11s] 6.16x 99% |██████████████████████████ | (145696/146793, 102 it/s) [15m46s:10s] 6.16x 99% |██████████████████████████ | (145749/146793, 102 it/s) [15m47s:10s] 6.16x 99% |███████████████████████████ | (145790/146793, 102 it/s) [15m47s:9s] 6.16x 99% |███████████████████████████ | (145841/146793, 101 it/s) [15m48s:9s] 6.16x 99% |███████████████████████████ | (145894/146793, 102 it/s) [15m48s:8s] 6.15x 99% |███████████████████████████ | (145946/146793, 103 it/s) [15m49s:8s] 6.15x 99% |███████████████████████████ | (145996/146793, 103 it/s) [15m49s:7s] 6.15x 99% |███████████████████████████ | (146049/146793, 103 it/s) [15m50s:7s] 6.15x 99% |███████████████████████████ | (146093/146793, 103 it/s) [15m50s:6s] 6.15x 99% |███████████████████████████ | (146150/146793, 103 it/s) [15m51s:6s] 6.15x 99% |███████████████████████████ | (146202/146793, 103 it/s) [15m51s:5s] 6.15x 99% |███████████████████████████ | (146255/146793, 103 it/s) [15m52s:5s] 6.15x 99% |███████████████████████████ | (146306/146793, 104 it/s) [15m52s:4s] 6.15x 99% |███████████████████████████ | (146359/146793, 103 it/s) [15m53s:4s] 6.14x 99% |███████████████████████████ | (146408/146793, 103 it/s) [15m53s:3s] 6.14x 99% |███████████████████████████ | (146462/146793, 102 it/s) [15m54s:3s] 6.14x 99% |███████████████████████████ | (146514/146793, 102 it/s) [15m54s:2s] 6.14x 99% |███████████████████████████ | (146567/146793, 104 it/s) [15m55s:2s] 6.14x 99% |███████████████████████████ | (146620/146793, 104 it/s) [15m55s:1s] 6.14x 99% |███████████████████████████ | (146676/146793, 105 it/s) [15m56s:1s] 6.14x 99% |███████████████████████████ | (146727/146793, 105 it/s) [15m56s:0s] 6.14x 99% |███████████████████████████ | (146777/146793, 104 it/s) [15m57s:0s] 6.14x 100% |████████████████████████████| (146793/146793, 153 it/s) 6.14x 100% |████████████████████████████| (146793/146793, 153 it/s)2026-09-24 02:58:15 [INFO] Prepared camera 2 in 15m57.873305351s 2026-09-24 02:58:15 [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% | | (0/146790, 0 it/hr) [0s:0s] 0% | | (2/146790, 2 it/s) [0s:19h20m38s] 0.16x 0% | | (38/146790, 75 it/s) [1s:32m26s] 1.47x 0% | | (84/146790, 84 it/s) [1s:29m16s] 2.21x 0% | | (139/146790, 84 it/s) [2s:29m15s] 2.75x 0% | | (185/146790, 89 it/s) [2s:27m22s] 2.94x 0% | | (233/146790, 89 it/s) [3s:27m22s] 3.09x 0% | | (292/146790, 94 it/s) [3s:26m4s] 3.32x 0% | | (345/146790, 94 it/s) [4s:26m4s] 3.43x 0% | | (402/146790, 97 it/s) [4s:25m10s] 3.56x 0% | | (453/146790, 98 it/s) [5s:24m58s] 3.61x 0% | | (503/146790, 98 it/s) [5s:24m52s] 3.64x 0% | | (556/146790, 99 it/s) [6s:24m37s] 3.69x 0% | | (608/146790, 99 it/s) [6s:24m37s] 3.73x 0% | | (662/146790, 100 it/s) [7s:24m25s] 3.77x 0% | | (715/146790, 100 it/s) [7s:24m15s] 3.8x 0% | | (767/146790, 103 it/s) [8s:23m34s] 3.82x 0% | | (825/146790, 106 it/s) [8s:23m2s] 3.87x 0% | | (876/146790, 106 it/s) [9s:23m2s] 3.88x 0% | | (920/146790, 105 it/s) [9s:23m9s] 3.86x 0% | | (965/146790, 103 it/s) [10s:23m31s] 3.85x 0% | | (1017/146790, 103 it/s) [10s:23m40s] 3.86x 0% | | (1060/146790, 103 it/s) [11s:23m40s] 3.84x 0% | | (1113/146790, 102 it/s) [11s:23m46s] 3.86x 0% | | (1167/146790, 103 it/s) [12s:23m35s] 3.88x 0% | | (1212/146790, 101 it/s) [12s:23m57s] 3.87x 0% | | (1266/146790, 101 it/s) [13s:23m56s] 3.89x 0% | | (1312/146790, 101 it/s) [13s:24m4s] 3.88x 0% | | (1367/146790, 101 it/s) [14s:23m58s] 3.9x 0% | | (1425/146790, 102 it/s) [14s:23m40s] 3.92x 1% | | (1481/146790, 102 it/s) [15s:23m44s] 3.94x 1% | | (1531/146790, 102 it/s) [15s:23m37s] 3.94x 1% | | (1589/146790, 105 it/s) [16s:23m1s] 3.96x 1% | | (1643/146790, 106 it/s) [16s:22m55s] 3.97x 1% | | (1698/146790, 106 it/s) [17s:22m54s] 3.99x 1% | | (1753/146790, 107 it/s) [17s:22m36s] 4x 1% | | (1805/146790, 107 it/s) [18s:22m41s] 4x 1% | | (1858/146790, 108 it/s) [18s:22m20s] 4.01x 1% | | (1910/146790, 108 it/s) [19s:22m15s] 4.01x 1% | | (1966/146790, 109 it/s) [19s:22m12s] 4.03x 1% | | (2016/146790, 107 it/s) [20s:22m32s] 4.02x 1% | | (2067/146790, 107 it/s) [20s:22m31s] 4.03x 1% | | (2122/146790, 106 it/s) [21s:22m38s] 4.03x 1% | | (2181/146790, 108 it/s) [21s:22m17s] 4.05x 1% | | (2237/146790, 108 it/s) [22s:22m21s] 4.06x 1% | | (2289/146790, 107 it/s) [22s:22m26s] 4.06x 1% | | (2345/146790, 108 it/s) [23s:22m23s] 4.07x 1% | | (2392/146790, 107 it/s) [23s:22m35s] 4.06x 1% | | (2439/146790, 105 it/s) [24s:22m50s] 4.06x 1% | | (2495/146790, 106 it/s) [24s:22m40s] 4.07x 1% | | (2545/146790, 106 it/s) [25s:22m39s] 4.06x 1% | | (2597/146790, 105 it/s) [25s:22m51s] 4.07x 1% | | (2654/146790, 105 it/s) [26s:22m51s] 4.08x 1% | | (2703/146790, 106 it/s) [26s:22m42s] 4.07x 1% | | (2760/146790, 106 it/s) [27s:22m33s] 4.08x 1% | | (2816/146790, 106 it/s) [27s:22m39s] 4.09x 1% | | (2874/146790, 106 it/s) [28s:22m33s] 4.1x 1% | | (2925/146790, 106 it/s) [28s:22m35s] 4.1x 2% | | (2976/146790, 105 it/s) [29s:22m48s] 4.1x 2% | | (3027/146790, 105 it/s) [30s:22m48s] 4.1x 2% | | (3079/146790, 106 it/s) [30s:22m35s] 4.1x 2% | | (3132/146790, 107 it/s) [31s:22m20s] 4.1x 2% | | (3182/146790, 106 it/s) [31s:22m34s] 4.1x 2% | | (3240/146790, 107 it/s) [32s:22m16s] 4.11x 2% | | (3287/146790, 106 it/s) [32s:22m31s] 4.1x 2% | | (3343/146790, 106 it/s) [33s:22m32s] 4.11x 2% | | (3393/146790, 106 it/s) [33s:22m32s] 4.1x 2% | | (3447/146790, 105 it/s) [34s:22m41s] 4.11x 2% | | (3501/146790, 104 it/s) [34s:22m52s] 4.11x 2% | | (3543/146790, 103 it/s) [35s:23m16s] 4.1x 2% | | (3599/146790, 104 it/s) [35s:23m1s] 4.1x 2% | | (3650/146790, 104 it/s) [36s:23m2s] 4.1x 2% | | (3702/146790, 103 it/s) [36s:23m4s] 4.1x 2% | | (3751/146790, 103 it/s) [37s:23m4s] 4.1x 2% | | (3795/146790, 103 it/s) [37s:23m13s] 4.09x 2% | | (3853/146790, 103 it/s) [38s:23m13s] 4.1x 2% | | (3904/146790, 103 it/s) [38s:23m2s] 4.1x 2% | | (3963/146790, 103 it/s) [39s:23m1s] 4.11x 2% | | (4013/146790, 103 it/s) [39s:23m4s] 4.11x 2% | | (4068/146790, 104 it/s) [40s:22m58s] 4.11x 2% | | (4119/146790, 104 it/s) [40s:22m57s] 4.11x 2% | | (4181/146790, 104 it/s) [41s:22m49s] 4.12x 2% | | (4235/146790, 107 it/s) [41s:22m17s] 4.12x 2% | | (4287/146790, 106 it/s) [42s:22m28s] 4.12x 2% | | (4338/146790, 106 it/s) [42s:22m27s] 4.12x 2% | | (4394/146790, 106 it/s) [43s:22m17s] 4.13x 3% | | (4449/146790, 106 it/s) [43s:22m16s] 4.13x 3% | | (4507/146790, 109 it/s) [44s:21m51s] 4.14x 3% | | (4560/146790, 108 it/s) [44s:22m3s] 4.14x 3% | | (4615/146790, 108 it/s) [45s:22m2s] 4.14x 3% | | (4664/146790, 108 it/s) [45s:21m58s] 4.14x 3% | | (4715/146790, 107 it/s) [46s:22m7s] 4.14x 3% | | (4766/146790, 106 it/s) [46s:22m15s] 4.14x 3% | | (4820/146790, 106 it/s) [47s:22m22s] 4.14x 3% | | (4875/146790, 106 it/s) [47s:22m21s] 4.14x 3% | | (4935/146790, 107 it/s) [48s:22m11s] 4.15x 3% | | (4989/146790, 107 it/s) [48s:22m5s] 4.15x 3% | | (5039/146790, 107 it/s) [49s:22m7s] 4.15x 3% | | (5093/146790, 106 it/s) [49s:22m12s] 4.15x 3% | | (5149/146790, 106 it/s) [50s:22m13s] 4.15x 3% | | (5204/146790, 107 it/s) [50s:22m6s] 4.15x 3% | | (5253/146790, 106 it/s) [51s:22m13s] 4.15x 3% | | (5306/146790, 106 it/s) [51s:22m8s] 4.15x 3% | | (5357/146790, 106 it/s) [52s:22m8s] 4.15x 3% | | (5411/146790, 107 it/s) [52s:22m6s] 4.15x 3% | | (5460/146790, 105 it/s) [53s:22m28s] 4.15x 3% | | (5511/146790, 105 it/s) [53s:22m27s] 4.15x 3% | | (5560/146790, 104 it/s) [54s:22m37s] 4.15x 3% | | (5612/146790, 104 it/s) [54s:22m32s] 4.15x 3% | | (5670/146790, 105 it/s) [55s:22m20s] 4.15x 3% | | (5728/146790, 106 it/s) [55s:22m15s] 4.16x 3% | | (5780/146790, 105 it/s) [56s:22m22s] 4.16x 3% | | (5859/146790, 111 it/s) [56s:21m9s] 4.18x 4% |█ | (5988/146790, 126 it/s) [57s:18m34s] 4.23x 4% |█ | (6117/146790, 142 it/s) [57s:16m31s] 4.28x 4% |█ | (6254/146790, 159 it/s) [58s:14m46s] 4.34x 4% |█ | (6390/146790, 176 it/s) [58s:13m18s] 4.4x 4% |█ | (6528/146790, 194 it/s) [59s:12m4s] 4.45x 4% |█ | (6667/146790, 194 it/s) [59s:12m4s] 4.51x 4% |█ | (6806/146790, 211 it/s) [1m0s:11m3s] 4.57x 4% |█ | (6934/146790, 225 it/s) [1m0s:10m22s] 4.61x 4% |█ | (7075/146790, 225 it/s) [1m1s:10m21s] 4.67x 4% |█ | (7207/146790, 241 it/s) [1m1s:9m40s] 4.72x 4% |█ | (7338/146790, 256 it/s) [1m2s:9m3s] 4.76x 5% |█ | (7474/146790, 268 it/s) [1m2s:8m40s] 4.81x 5% |█ | (7608/146790, 269 it/s) [1m3s:8m37s] 4.86x 5% |█ | (7742/146790, 270 it/s) [1m3s:8m35s] 4.91x 5% |█ | (7878/146790, 270 it/s) [1m4s:8m35s] 4.95x 5% |█ | (8019/146790, 271 it/s) [1m4s:8m32s] 5x 5% |█ | (8159/146790, 271 it/s) [1m5s:8m31s] 5.05x 5% |█ | (8299/146790, 271 it/s) [1m5s:8m31s] 5.1x 5% |█ | (8429/146790, 270 it/s) [1m6s:8m32s] 5.14x 5% |█ | (8531/146790, 265 it/s) [1m6s:8m41s] 5.16x 5% |█ | (8663/146790, 264 it/s) [1m7s:8m43s] 5.2x 5% |█ | (8802/146790, 264 it/s) [1m7s:8m42s] 5.25x 6% |█ | (8940/146790, 266 it/s) [1m8s:8m39s] 5.29x 6% |█ | (9075/146790, 265 it/s) [1m8s:8m39s] 5.33x 6% |█ | (9202/146790, 264 it/s) [1m9s:8m41s] 5.36x 6% |█ | (9340/146790, 265 it/s) [1m9s:8m39s] 5.41x 6% |█ | (9481/146790, 266 it/s) [1m10s:8m36s] 5.45x 6% |█ | (9614/146790, 264 it/s) [1m10s:8m39s] 5.48x 6% |█ | (9749/146790, 263 it/s) [1m11s:8m40s] 5.52x 6% |█ | (9888/146790, 264 it/s) [1m11s:8m38s] 5.56x 6% |█ | (10021/146790, 270 it/s) [1m12s:8m26s] 5.6x 6% |█ | (10156/146790, 271 it/s) [1m12s:8m24s] 5.63x 7% |█ | (10297/146790, 271 it/s) [1m13s:8m23s] 5.67x 7% |█ | (10429/146790, 271 it/s) [1m13s:8m23s] 5.71x 7% |█ | (10567/146790, 273 it/s) [1m14s:8m19s] 5.74x 7% |█ | (10707/146790, 273 it/s) [1m14s:8m17s] 5.78x 7% |█ | (10829/146790, 270 it/s) [1m15s:8m24s] 5.8x 7% |█ | (10959/146790, 270 it/s) [1m15s:8m23s] 5.84x 7% |█ | (11098/146790, 270 it/s) [1m16s:8m22s] 5.87x 7% |█ | (11235/146790, 270 it/s) [1m16s:8m21s] 5.9x 7% |█ | (11370/146790, 269 it/s) [1m17s:8m22s] 5.94x 7% |█ | (11505/146790, 270 it/s) [1m17s:8m21s] 5.97x 7% |█ | (11636/146790, 269 it/s) [1m18s:8m22s] 6x 8% |██ | (11774/146790, 268 it/s) [1m18s:8m23s] 6.03x 8% |██ | (11914/146790, 268 it/s) [1m19s:8m22s] 6.06x 8% |██ | (12049/146790, 269 it/s) [1m19s:8m20s] 6.09x 8% |██ | (12177/146790, 267 it/s) [1m20s:8m23s] 6.12x 8% |██ | (12309/146790, 266 it/s) [1m20s:8m26s] 6.14x 8% |██ | (12447/146790, 269 it/s) [1m21s:8m19s] 6.18x 8% |██ | (12580/146790, 268 it/s) [1m21s:8m19s] 6.2x 8% |██ | (12721/146790, 269 it/s) [1m22s:8m17s] 6.23x 8% |██ | (12866/146790, 271 it/s) [1m22s:8m13s] 6.27x 8% |██ | (13008/146790, 273 it/s) [1m23s:8m10s] 6.3x 8% |██ | (13147/146790, 273 it/s) [1m23s:8m10s] 6.33x 9% |██ | (13289/146790, 275 it/s) [1m24s:8m5s] 6.36x 9% |██ | (13432/146790, 276 it/s) [1m24s:8m3s] 6.39x 9% |██ | (13573/146790, 276 it/s) [1m25s:8m2s] 6.42x 9% |██ | (13712/146790, 279 it/s) [1m25s:7m57s] 6.44x 9% |██ | (13853/146790, 280 it/s) [1m26s:7m54s] 6.47x 9% |██ | (13989/146790, 280 it/s) [1m26s:7m54s] 6.5x 9% |██ | (14124/146790, 280 it/s) [1m27s:7m53s] 6.52x 9% |██ | (14258/146790, 279 it/s) [1m27s:7m54s] 6.55x 9% |██ | (14397/146790, 278 it/s) [1m28s:7m56s] 6.57x 9% |██ | (14534/146790, 277 it/s) [1m28s:7m57s] 6.6x 9% |██ | (14672/146790, 276 it/s) [1m29s:7m58s] 6.62x 10% |██ | (14811/146790, 276 it/s) [1m29s:7m57s] 6.65x 10% |██ | (14947/146790, 275 it/s) [1m30s:7m58s] 6.67x 10% |██ | (15088/146790, 275 it/s) [1m30s:7m58s] 6.7x 10% |██ | (15226/146790, 275 it/s) [1m31s:7m58s] 6.72x 10% |██ | (15364/146790, 275 it/s) [1m31s:7m58s] 6.74x 10% |██ | (15507/146790, 276 it/s) [1m32s:7m55s] 6.77x 10% |██ | (15649/146790, 277 it/s) [1m32s:7m52s] 6.79x 10% |██ | (15792/146790, 279 it/s) [1m33s:7m49s] 6.82x 10% |██ | (15934/146790, 279 it/s) [1m33s:7m48s] 6.84x 10% |██ | (16078/146790, 280 it/s) [1m34s:7m46s] 6.87x 11% |██ | (16222/146790, 281 it/s) [1m34s:7m44s] 6.89x 11% |██ | (16364/146790, 282 it/s) [1m35s:7m42s] 6.92x 11% |██ | (16505/146790, 283 it/s) [1m35s:7m40s] 6.94x 11% |██ | (16646/146790, 283 it/s) [1m36s:7m40s] 6.96x 11% |██ | (16790/146790, 284 it/s) [1m36s:7m37s] 6.99x 11% |██ | (16930/146790, 284 it/s) [1m37s:7m36s] 7.01x 11% |██ | (17071/146790, 284 it/s) [1m37s:7m36s] 7.03x 11% |██ | (17210/146790, 283 it/s) [1m38s:7m37s] 7.05x 11% |██ | (17347/146790, 283 it/s) [1m38s:7m36s] 7.07x 11% |██ | (17487/146790, 282 it/s) [1m39s:7m37s] 7.09x 12% |███ | (17628/146790, 282 it/s) [1m39s:7m37s] 7.11x 12% |███ | (17767/146790, 281 it/s) [1m40s:7m38s] 7.13x 12% |███ | (17906/146790, 280 it/s) [1m40s:7m39s] 7.15x 12% |███ | (18046/146790, 280 it/s) [1m41s:7m39s] 7.17x 12% |███ | (18185/146790, 280 it/s) [1m41s:7m39s] 7.19x 12% |███ | (18323/146790, 279 it/s) [1m42s:7m40s] 7.21x 12% |███ | (18462/146790, 278 it/s) [1m42s:7m40s] 7.23x 12% |███ | (18576/146790, 271 it/s) [1m43s:7m52s] 7.24x 12% |███ | (18712/146790, 271 it/s) [1m43s:7m53s] 7.25x 12% |███ | (18852/146790, 271 it/s) [1m44s:7m52s] 7.27x 12% |███ | (18988/146790, 270 it/s) [1m44s:7m53s] 7.29x 13% |███ | (19126/146790, 270 it/s) [1m45s:7m53s] 7.31x 13% |███ | (19262/146790, 270 it/s) [1m45s:7m52s] 7.32x 13% |███ | (19401/146790, 269 it/s) [1m46s:7m52s] 7.34x 13% |███ | (19538/146790, 269 it/s) [1m46s:7m53s] 7.36x 13% |███ | (19680/146790, 269 it/s) [1m47s:7m51s] 7.38x 13% |███ | (19820/146790, 270 it/s) [1m47s:7m50s] 7.4x 13% |███ | (19964/146790, 271 it/s) [1m48s:7m48s] 7.42x 13% |███ | (20109/146790, 279 it/s) [1m48s:7m34s] 7.43x 13% |███ | (20255/146790, 281 it/s) [1m49s:7m30s] 7.45x 13% |███ | (20398/146790, 281 it/s) [1m49s:7m29s] 7.47x 13% |███ | (20539/146790, 281 it/s) [1m50s:7m28s] 7.49x 14% |███ | (20682/146790, 283 it/s) [1m50s:7m26s] 7.51x 14% |███ | (20823/146790, 283 it/s) [1m51s:7m24s] 7.52x 14% |███ | (20966/146790, 284 it/s) [1m51s:7m22s] 7.54x 14% |███ | (21106/146790, 284 it/s) [1m52s:7m22s] 7.56x 14% |███ | (21245/146790, 285 it/s) [1m52s:7m20s] 7.57x 14% |███ | (21368/146790, 285 it/s) [1m53s:7m20s] 7.58x 14% |███ | (21510/146790, 283 it/s) [1m53s:7m22s] 7.6x 14% |███ | (21654/146790, 283 it/s) [1m54s:7m22s] 7.62x 14% |███ | (21797/146790, 284 it/s) [1m54s:7m20s] 7.64x 14% |███ | (21942/146790, 284 it/s) [1m55s:7m19s] 7.65x 15% |████ | (22084/146790, 283 it/s) [1m55s:7m20s] 7.67x 15% |████ | (22228/146790, 283 it/s) [1m56s:7m19s] 7.69x 15% |████ | (22369/146790, 283 it/s) [1m56s:7m20s] 7.7x 15% |████ | (22510/146790, 282 it/s) [1m57s:7m20s] 7.72x 15% |████ | (22650/146790, 282 it/s) [1m57s:7m20s] 7.73x 15% |████ | (22788/146790, 281 it/s) [1m58s:7m20s] 7.74x 15% |████ | (22927/146790, 280 it/s) [1m58s:7m21s] 7.76x 15% |████ | (23066/146790, 280 it/s) [1m59s:7m21s] 7.77x 15% |████ | (23208/146790, 281 it/s) [1m59s:7m20s] 7.79x 15% |████ | (23351/146790, 283 it/s) [2m0s:7m16s] 7.8x 16% |████ | (23493/146790, 283 it/s) [2m0s:7m16s] 7.82x 16% |████ | (23635/146790, 282 it/s) [2m1s:7m16s] 7.83x 16% |████ | (23774/146790, 281 it/s) [2m1s:7m17s] 7.85x 16% |████ | (23894/146790, 281 it/s) [2m2s:7m17s] 7.85x 16% |████ | (23972/146790, 273 it/s) [2m2s:7m30s] 7.85x 16% |████ | (24051/146790, 260 it/s) [2m3s:7m52s] 7.84x 16% |████ | (24131/146790, 248 it/s) [2m3s:8m15s] 7.83x 16% |████ | (24212/146790, 248 it/s) [2m4s:8m15s] 7.83x 16% |████ | (24292/146790, 236 it/s) [2m4s:8m39s] 7.82x 16% |████ | (24377/146790, 225 it/s) [2m5s:9m3s] 7.82x 16% |████ | (24504/146790, 225 it/s) [2m5s:9m3s] 7.83x 16% |████ | (24646/146790, 224 it/s) [2m6s:9m4s] 7.84x 16% |████ | (24787/146790, 224 it/s) [2m6s:9m3s] 7.86x 16% |████ | (24927/146790, 224 it/s) [2m7s:9m4s] 7.87x 17% |████ | (25072/146790, 224 it/s) [2m7s:9m2s] 7.88x 17% |████ | (25209/146790, 224 it/s) [2m8s:9m2s] 7.9x 17% |████ | (25351/146790, 233 it/s) [2m8s:8m42s] 7.91x 17% |████ | (25494/146790, 245 it/s) [2m9s:8m14s] 7.92x 17% |████ | (25635/146790, 245 it/s) [2m9s:8m13s] 7.94x 17% |████ | (25773/146790, 257 it/s) [2m10s:7m50s] 7.95x 17% |████ | (25911/146790, 269 it/s) [2m10s:7m29s] 7.96x 17% |████ | (26052/146790, 280 it/s) [2m11s:7m11s] 7.97x 17% |████ | (26188/146790, 280 it/s) [2m11s:7m10s] 7.98x 17% |████ | (26330/146790, 281 it/s) [2m12s:7m8s] 8x 18% |█████ | (26467/146790, 281 it/s) [2m12s:7m8s] 8.01x 18% |█████ | (26608/146790, 280 it/s) [2m13s:7m8s] 8.02x 18% |█████ | (26751/146790, 281 it/s) [2m13s:7m7s] 8.03x 18% |████ | (26863/146790, 274 it/s) [2m14s:7m17s] 8.04x 18% |████ | (27002/146790, 275 it/s) [2m14s:7m15s] 8.05x 18% |████ | (27146/146790, 275 it/s) [2m15s:7m14s] 8.06x 18% |████ | (27289/146790, 275 it/s) [2m15s:7m14s] 8.07x 18% |████ | (27433/146790, 276 it/s) [2m16s:7m12s] 8.09x 18% |█████ | (27578/146790, 278 it/s) [2m16s:7m9s] 8.1x 18% |█████ | (27722/146790, 278 it/s) [2m17s:7m7s] 8.11x 18% |█████ | (27862/146790, 278 it/s) [2m17s:7m7s] 8.12x 19% |█████ | (28005/146790, 279 it/s) [2m18s:7m6s] 8.13x 19% |█████ | (28144/146790, 279 it/s) [2m18s:7m5s] 8.15x 19% |█████ | (28283/146790, 279 it/s) [2m19s:7m5s] 8.16x 19% |█████ | (28416/146790, 277 it/s) [2m19s:7m7s] 8.17x 19% |█████ | (28556/146790, 282 it/s) [2m20s:6m58s] 8.18x 19% |█████ | (28698/146790, 283 it/s) [2m20s:6m57s] 8.19x 19% |█████ | (28837/146790, 283 it/s) [2m21s:6m56s] 8.2x 19% |█████ | (28977/146790, 282 it/s) [2m21s:6m57s] 8.21x 19% |█████ | (29118/146790, 282 it/s) [2m22s:6m57s] 8.22x 19% |█████ | (29243/146790, 280 it/s) [2m22s:6m59s] 8.23x 20% |█████ | (29385/146790, 280 it/s) [2m23s:6m59s] 8.24x 20% |█████ | (29528/146790, 279 it/s) [2m23s:6m59s] 8.25x 20% |█████ | (29670/146790, 279 it/s) [2m24s:7m0s] 8.26x 20% |█████ | (29809/146790, 278 it/s) [2m24s:7m0s] 8.27x 20% |█████ | (29950/146790, 279 it/s) [2m25s:6m59s] 8.28x 20% |█████ | (30090/146790, 280 it/s) [2m25s:6m56s] 8.29x 20% |█████ | (30231/146790, 280 it/s) [2m26s:6m56s] 8.3x 20% |█████ | (30372/146790, 280 it/s) [2m26s:6m55s] 8.31x 20% |█████ | (30508/146790, 279 it/s) [2m27s:6m56s] 8.32x 20% |█████ | (30652/146790, 280 it/s) [2m27s:6m54s] 8.33x 20% |█████ | (30792/146790, 281 it/s) [2m28s:6m52s] 8.34x 21% |█████ | (30929/146790, 281 it/s) [2m28s:6m51s] 8.35x 21% |█████ | (31066/146790, 280 it/s) [2m29s:6m52s] 8.36x 21% |█████ | (31203/146790, 280 it/s) [2m29s:6m52s] 8.36x 21% |█████ | (31336/146790, 279 it/s) [2m30s:6m54s] 8.37x 21% |█████ | (31472/146790, 278 it/s) [2m30s:6m55s] 8.38x 21% |█████ | (31601/146790, 275 it/s) [2m31s:6m58s] 8.39x 21% |█████ | (31725/146790, 272 it/s) [2m31s:7m2s] 8.39x 21% |█████ | (31861/146790, 271 it/s) [2m32s:7m3s] 8.4x 21% |██████ | (31982/146790, 267 it/s) [2m32s:7m9s] 8.4x 21% |██████ | (32116/146790, 267 it/s) [2m33s:7m9s] 8.41x 21% |█████ | (32251/146790, 265 it/s) [2m33s:7m12s] 8.42x 22% |█████ | (32390/146790, 265 it/s) [2m34s:7m11s] 8.43x 22% |█████ | (32523/146790, 264 it/s) [2m34s:7m12s] 8.44x 22% |█████ | (32659/146790, 264 it/s) [2m35s:7m11s] 8.44x 22% |█████ | (32798/146790, 265 it/s) [2m35s:7m10s] 8.45x 22% |██████ | (32934/146790, 266 it/s) [2m36s:7m7s] 8.46x 22% |██████ | (33073/146790, 266 it/s) [2m36s:7m7s] 8.47x 22% |██████ | (33212/146790, 269 it/s) [2m37s:7m1s] 8.48x 22% |██████ | (33346/146790, 269 it/s) [2m37s:7m1s] 8.48x 22% |█████ | (33482/146790, 272 it/s) [2m38s:6m56s] 8.49x 22% |█████ | (33614/146790, 271 it/s) [2m38s:6m56s] 8.5x 22% |██████ | (33751/146790, 271 it/s) [2m39s:6m56s] 8.51x 23% |██████ | (33885/146790, 272 it/s) [2m39s:6m55s] 8.51x 23% |██████ | (34023/146790, 272 it/s) [2m40s:6m55s] 8.52x 23% |██████ | (34154/146790, 271 it/s) [2m40s:6m56s] 8.53x 23% |██████ | (34223/146790, 258 it/s) [2m41s:7m16s] 8.52x 23% |██████ | (34291/146790, 258 it/s) [2m41s:7m16s] 8.51x 23% |██████ | (34366/146790, 245 it/s) [2m42s:7m39s] 8.5x 23% |██████ | (34436/146790, 245 it/s) [2m42s:7m38s] 8.49x 23% |██████ | (34487/146790, 229 it/s) [2m43s:8m10s] 8.48x 23% |██████ | (34539/146790, 229 it/s) [2m43s:8m9s] 8.46x 23% |██████ | (34600/146790, 213 it/s) [2m44s:8m45s] 8.45x 23% |██████ | (34656/146790, 197 it/s) [2m44s:9m29s] 8.44x 23% |█████ | (34707/146790, 180 it/s) [2m45s:10m22s] 8.43x 23% |█████ | (34764/146790, 164 it/s) [2m45s:11m21s] 8.42x 23% |█████ | (34815/146790, 148 it/s) [2m46s:12m35s] 8.4x 23% |██████ | (34873/146790, 148 it/s) [2m46s:12m35s] 8.39x 23% |██████ | (34924/146790, 132 it/s) [2m47s:14m7s] 8.38x 23% |█████ | (34987/146790, 118 it/s) [2m47s:15m49s] 8.37x 23% |█████ | (35118/146790, 130 it/s) [2m48s:14m16s] 8.37x 24% |██████ | (35256/146790, 144 it/s) [2m48s:12m57s] 8.38x 24% |██████ | (35391/146790, 144 it/s) [2m49s:12m56s] 8.39x 24% |██████ | (35467/146790, 153 it/s) [2m49s:12m9s] 8.38x 24% |██████ | (35528/146790, 153 it/s) [2m50s:12m5s] 8.37x 24% |██████ | (35588/146790, 154 it/s) [2m50s:12m1s] 8.36x 24% |██████ | (35645/146790, 154 it/s) [2m51s:12m1s] 8.35x 24% |██████ | (35705/146790, 156 it/s) [2m51s:11m53s] 8.34x 24% |██████ | (35764/146790, 156 it/s) [2m52s:11m51s] 8.33x 24% |██████ | (35821/146790, 157 it/s) [2m52s:11m45s] 8.32x 24% |██████ | (35877/146790, 158 it/s) [2m53s:11m43s] 8.31x 24% |██████ | (35930/146790, 156 it/s) [2m53s:11m52s] 8.3x 24% |██████ | (35983/146790, 156 it/s) [2m54s:11m52s] 8.28x 24% |██████ | (36039/146790, 140 it/s) [2m54s:13m9s] 8.27x 24% |██████ | (36091/146790, 123 it/s) [2m55s:14m58s] 8.26x 24% |██████ | (36145/146790, 113 it/s) [2m55s:16m21s] 8.25x 24% |██████ | (36197/146790, 113 it/s) [2m56s:16m20s] 8.24x 24% |██████ | (36249/146790, 111 it/s) [2m56s:16m35s] 8.23x 24% |██████ | (36301/146790, 109 it/s) [2m57s:16m49s] 8.22x 24% |██████ | (36357/146790, 109 it/s) [2m57s:16m54s] 8.2x 24% |██████ | (36411/146790, 109 it/s) [2m58s:16m54s] 8.19x 24% |██████ | (36466/146790, 108 it/s) [2m58s:17m1s] 8.18x 24% |██████ | (36518/146790, 107 it/s) [2m59s:17m10s] 8.17x 24% |██████ | (36570/146790, 107 it/s) [2m59s:17m10s] 8.16x 24% |██████ | (36630/146790, 107 it/s) [3m0s:17m10s] 8.15x 24% |██████ | (36681/146790, 107 it/s) [3m0s:17m13s] 8.14x 25% |███████ | (36741/146790, 108 it/s) [3m1s:17m2s] 8.13x 25% |██████ | (36788/146790, 107 it/s) [3m1s:17m11s] 8.12x 25% |██████ | (36842/146790, 107 it/s) [3m2s:17m11s] 8.11x 25% |███████ | (36900/146790, 107 it/s) [3m2s:17m5s] 8.1x 25% |███████ | (36953/146790, 107 it/s) [3m3s:17m3s] 8.09x 25% |███████ | (37005/146790, 107 it/s) [3m3s:17m2s] 8.08x 25% |██████ | (37055/146790, 106 it/s) [3m4s:17m13s] 8.07x 25% |██████ | (37109/146790, 106 it/s) [3m4s:17m14s] 8.06x 25% |███████ | (37165/146790, 107 it/s) [3m5s:17m6s] 8.05x 25% |██████ | (37213/146790, 105 it/s) [3m5s:17m21s] 8.03x 25% |██████ | (37271/146790, 105 it/s) [3m6s:17m20s] 8.03x 25% |██████ | (37325/146790, 106 it/s) [3m6s:17m10s] 8.02x 25% |██████ | (37376/146790, 104 it/s) [3m7s:17m27s] 8x 25% |███████ | (37434/146790, 107 it/s) [3m7s:17m6s] 8x 25% |███████ | (37493/146790, 107 it/s) [3m8s:17m0s] 7.99x 25% |██████ | (37540/146790, 106 it/s) [3m8s:17m11s] 7.98x 25% |██████ | (37599/146790, 107 it/s) [3m9s:16m57s] 7.97x 25% |██████ | (37650/146790, 107 it/s) [3m9s:16m57s] 7.96x 25% |██████ | (37704/146790, 108 it/s) [3m10s:16m51s] 7.95x 25% |██████ | (37756/146790, 107 it/s) [3m10s:16m55s] 7.94x 25% |██████ | (37812/146790, 107 it/s) [3m11s:16m54s] 7.93x 25% |██████ | (37862/146790, 108 it/s) [3m11s:16m51s] 7.92x 25% |██████ | (37915/146790, 108 it/s) [3m12s:16m50s] 7.91x 25% |██████ | (37964/146790, 107 it/s) [3m12s:16m59s] 7.9x 25% |██████ | (38021/146790, 108 it/s) [3m13s:16m47s] 7.89x 25% |██████ | (38070/146790, 106 it/s) [3m13s:17m3s] 7.88x 25% |██████ | (38120/146790, 104 it/s) [3m14s:17m20s] 7.87x 26% |███████ | (38176/146790, 106 it/s) [3m14s:17m2s] 7.86x 26% |███████ | (38227/146790, 106 it/s) [3m15s:17m1s] 7.85x 26% |███████ | (38288/146790, 106 it/s) [3m15s:17m6s] 7.84x 26% |██████ | (38338/146790, 105 it/s) [3m16s:17m11s] 7.83x 26% |███████ | (38393/146790, 106 it/s) [3m16s:17m4s] 7.82x 26% |██████ | (38452/146790, 106 it/s) [3m17s:16m57s] 7.82x 26% |██████ | (38503/146790, 107 it/s) [3m17s:16m55s] 7.81x 26% |██████ | (38555/146790, 107 it/s) [3m18s:16m55s] 7.8x 26% |███████ | (38609/146790, 107 it/s) [3m18s:16m50s] 7.79x 26% |██████ | (38665/146790, 107 it/s) [3m19s:16m52s] 7.78x 26% |██████ | (38718/146790, 108 it/s) [3m19s:16m44s] 7.77x 26% |██████ | (38769/146790, 108 it/s) [3m20s:16m42s] 7.76x 26% |██████ | (38825/146790, 108 it/s) [3m20s:16m42s] 7.75x 26% |██████ | (38870/146790, 107 it/s) [3m21s:16m51s] 7.74x 26% |██████ | (38926/146790, 107 it/s) [3m21s:16m51s] 7.74x 26% |██████ | (38981/146790, 107 it/s) [3m22s:16m51s] 7.73x 26% |██████ | (39032/146790, 107 it/s) [3m22s:16m49s] 7.72x 26% |███████ | (39077/146790, 105 it/s) [3m23s:17m8s] 7.71x 26% |██████ | (39133/146790, 104 it/s) [3m23s:17m14s] 7.7x 26% |███████ | (39185/146790, 104 it/s) [3m24s:17m11s] 7.69x 26% |██████ | (39230/146790, 104 it/s) [3m24s:17m11s] 7.68x 26% |██████ | (39280/146790, 103 it/s) [3m25s:17m21s] 7.67x 26% |██████ | (39334/146790, 103 it/s) [3m25s:17m25s] 7.66x 26% |██████ | (39389/146790, 103 it/s) [3m26s:17m25s] 7.66x 26% |██████ | (39441/146790, 103 it/s) [3m26s:17m23s] 7.65x 26% |██████ | (39495/146790, 104 it/s) [3m27s:17m15s] 7.64x 26% |███████ | (39551/146790, 105 it/s) [3m27s:17m5s] 7.63x 26% |███████ | (39609/146790, 105 it/s) [3m28s:17m0s] 7.62x 27% |███████ | (39665/146790, 106 it/s) [3m28s:16m50s] 7.62x 27% |███████ | (39714/146790, 106 it/s) [3m29s:16m49s] 7.61x 27% |███████ | (39776/146790, 108 it/s) [3m29s:16m29s] 7.6x 27% |███████ | (39828/146790, 107 it/s) [3m30s:16m36s] 7.59x 27% |███████ | (39884/146790, 108 it/s) [3m30s:16m28s] 7.59x 27% |███████ | (39941/146790, 110 it/s) [3m31s:16m11s] 7.58x 27% |███████ | (40001/146790, 111 it/s) [3m31s:15m59s] 7.57x 27% |███████ | (40055/146790, 111 it/s) [3m32s:15m58s] 7.56x 27% |███████ | (40106/146790, 111 it/s) [3m32s:16m4s] 7.56x 27% |███████ | (40161/146790, 111 it/s) [3m33s:16m3s] 7.55x 27% |███████ | (40219/146790, 111 it/s) [3m33s:16m1s] 7.54x 27% |███████ | (40278/146790, 111 it/s) [3m34s:15m58s] 7.53x 27% |███████ | (40333/146790, 111 it/s) [3m34s:15m58s] 7.53x 27% |███████ | (40383/146790, 110 it/s) [3m35s:16m3s] 7.52x 27% |███████ | (40445/146790, 112 it/s) [3m35s:15m52s] 7.51x 27% |███████ | (40499/146790, 112 it/s) [3m36s:15m52s] 7.51x 27% |███████ | (40549/146790, 112 it/s) [3m36s:15m51s] 7.5x 27% |███████ | (40598/146790, 110 it/s) [3m37s:16m2s] 7.49x 27% |███████ | (40654/146790, 110 it/s) [3m37s:16m3s] 7.48x 27% |███████ | (40709/146790, 109 it/s) [3m38s:16m11s] 7.48x 27% |███████ | (40764/146790, 109 it/s) [3m38s:16m10s] 7.47x 27% |███████ | (40813/146790, 109 it/s) [3m39s:16m9s] 7.46x 27% |███████ | (40867/146790, 109 it/s) [3m39s:16m7s] 7.45x 27% |███████ | (40920/146790, 109 it/s) [3m40s:16m13s] 7.45x 27% |███████ | (40965/146790, 106 it/s) [3m40s:16m39s] 7.44x 27% |███████ | (41015/146790, 106 it/s) [3m41s:16m38s] 7.43x 27% |███████ | (41060/146790, 105 it/s) [3m41s:16m47s] 7.42x 28% |███████ | (41113/146790, 103 it/s) [3m42s:17m3s] 7.41x 28% |███████ | (41163/146790, 103 it/s) [3m42s:17m7s] 7.41x 28% |███████ | (41210/146790, 103 it/s) [3m43s:17m7s] 7.4x 28% |███████ | (41255/146790, 102 it/s) [3m43s:17m12s] 7.39x 28% |███████ | (41303/146790, 101 it/s) [3m44s:17m29s] 7.38x 28% |███████ | (41352/146790, 99 it/s) [3m44s:17m41s] 7.37x 28% |███████ | (41404/146790, 99 it/s) [3m45s:17m47s] 7.37x 28% |███████ | (41454/146790, 99 it/s) [3m45s:17m47s] 7.36x 28% |███████ | (41505/146790, 98 it/s) [3m46s:17m48s] 7.35x 28% |███████ | (41562/146790, 99 it/s) [3m46s:17m39s] 7.34x 28% |███████ | (41616/146790, 101 it/s) [3m47s:17m19s] 7.34x 28% |███████ | (41664/146790, 101 it/s) [3m47s:17m18s] 7.33x 28% |███████ | (41716/146790, 101 it/s) [3m48s:17m20s] 7.32x 28% |███████ | (41768/146790, 101 it/s) [3m48s:17m16s] 7.32x 28% |███████ | (41820/146790, 101 it/s) [3m49s:17m16s] 7.31x 28% |███████ | (41874/146790, 103 it/s) [3m49s:17m1s] 7.3x 28% |███████ | (41926/146790, 104 it/s) [3m50s:16m53s] 7.3x 28% |███████ | (41976/146790, 104 it/s) [3m50s:16m52s] 7.29x 28% |███████ | (42033/146790, 104 it/s) [3m51s:16m43s] 7.28x 28% |███████ | (42082/146790, 104 it/s) [3m51s:16m47s] 7.28x 28% |███████ | (42135/146790, 104 it/s) [3m52s:16m46s] 7.27x 28% |███████ | (42191/146790, 105 it/s) [3m52s:16m39s] 7.26x 28% |███████ | (42246/146790, 105 it/s) [3m53s:16m38s] 7.26x 28% |███████ | (42302/146790, 104 it/s) [3m53s:16m40s] 7.25x 28% |███████ | (42354/146790, 104 it/s) [3m54s:16m40s] 7.24x 28% |███████ | (42410/146790, 104 it/s) [3m54s:16m39s] 7.24x 28% |███████ | (42455/146790, 104 it/s) [3m55s:16m45s] 7.23x 28% |███████ | (42506/146790, 104 it/s) [3m55s:16m46s] 7.22x 28% |███████ | (42562/146790, 105 it/s) [3m56s:16m37s] 7.22x 29% |███████ | (42617/146790, 105 it/s) [3m56s:16m33s] 7.21x 29% |███████ | (42669/146790, 105 it/s) [3m57s:16m32s] 7.21x 29% |███████ | (42724/146790, 105 it/s) [3m57s:16m31s] 7.2x 29% |███████ | (42775/146790, 105 it/s) [3m58s:16m32s] 7.19x 29% |███████ | (42830/146790, 106 it/s) [3m58s:16m20s] 7.19x 29% |███████ | (42878/146790, 106 it/s) [3m59s:16m20s] 7.18x 29% |███████ | (42927/146790, 105 it/s) [3m59s:16m30s] 7.17x 29% |███████ | (42978/146790, 104 it/s) [4m0s:16m39s] 7.17x 29% |███████ | (43029/146790, 103 it/s) [4m0s:16m44s] 7.16x 29% |███████ | (43079/146790, 104 it/s) [4m1s:16m34s] 7.15x 29% |███████ | (43128/146790, 104 it/s) [4m1s:16m37s] 7.15x 29% |███████ | (43189/146790, 105 it/s) [4m2s:16m27s] 7.14x 29% |███████ | (43241/146790, 104 it/s) [4m2s:16m32s] 7.14x 29% |███████ | (43294/146790, 104 it/s) [4m3s:16m30s] 7.13x 29% |███████ | (43347/146790, 104 it/s) [4m3s:16m30s] 7.12x 29% |███████ | (43400/146790, 104 it/s) [4m4s:16m29s] 7.12x 29% |███████ | (43454/146790, 104 it/s) [4m4s:16m31s] 7.11x 29% |███████ | (43514/146790, 106 it/s) [4m5s:16m10s] 7.11x 29% |████████ | (43568/146790, 107 it/s) [4m5s:16m5s] 7.1x 29% |████████ | (43626/146790, 107 it/s) [4m6s:16m4s] 7.1x 29% |████████ | (43679/146790, 108 it/s) [4m6s:15m56s] 7.09x 29% |███████ | (43737/146790, 109 it/s) [4m7s:15m41s] 7.09x 29% |███████ | (43786/146790, 109 it/s) [4m7s:15m41s] 7.08x 29% |███████ | (43843/146790, 109 it/s) [4m8s:15m47s] 7.07x 29% |███████ | (43897/146790, 109 it/s) [4m8s:15m44s] 7.07x 29% |███████ | (43950/146790, 109 it/s) [4m9s:15m43s] 7.06x 29% |███████ | (44003/146790, 109 it/s) [4m9s:15m43s] 7.06x 30% |███████ | (44061/146790, 109 it/s) [4m10s:15m42s] 7.05x 30% |███████ | (44114/146790, 109 it/s) [4m10s:15m37s] 7.05x 30% |███████ | (44167/146790, 109 it/s) [4m11s:15m37s] 7.04x 30% |███████ | (44219/146790, 109 it/s) [4m11s:15m38s] 7.04x 30% |███████ | (44270/146790, 108 it/s) [4m12s:15m52s] 7.03x 30% |███████ | (44325/146790, 108 it/s) [4m12s:15m50s] 7.02x 30% |███████ | (44376/146790, 107 it/s) [4m13s:15m57s] 7.02x 30% |████████ | (44432/146790, 107 it/s) [4m13s:16m0s] 7.01x 30% |████████ | (44485/146790, 107 it/s) [4m14s:16m0s] 7.01x 30% |███████ | (44538/146790, 107 it/s) [4m14s:15m51s] 7x 30% |████████ | (44593/146790, 107 it/s) [4m15s:15m54s] 7x 30% |████████ | (44645/146790, 107 it/s) [4m15s:15m57s] 6.99x 30% |████████ | (44695/146790, 106 it/s) [4m16s:16m2s] 6.99x 30% |████████ | (44750/146790, 106 it/s) [4m16s:16m2s] 6.98x 30% |████████ | (44802/146790, 106 it/s) [4m17s:16m3s] 6.98x 30% |███████ | (44855/146790, 106 it/s) [4m17s:15m59s] 6.97x 30% |███████ | (44903/146790, 106 it/s) [4m18s:15m58s] 6.96x 30% |████████ | (44959/146790, 106 it/s) [4m18s:16m3s] 6.96x 30% |████████ | (45007/146790, 105 it/s) [4m19s:16m8s] 6.95x 30% |███████ | (45082/146790, 109 it/s) [4m19s:15m33s] 6.95x 30% |███████ | (45220/146790, 109 it/s) [4m20s:15m32s] 6.96x 30% |███████ | (45354/146790, 125 it/s) [4m20s:13m28s] 6.97x 30% |███████ | (45496/146790, 125 it/s) [4m21s:13m27s] 6.98x 31% |████████ | (45634/146790, 142 it/s) [4m21s:11m49s] 6.98x 31% |████████ | (45774/146790, 160 it/s) [4m22s:10m31s] 6.99x 31% |████████ | (45916/146790, 178 it/s) [4m22s:9m25s] 7x 31% |█████████ | (46059/146790, 196 it/s) [4m23s:8m33s] 7.01x 31% |████████ | (46197/146790, 213 it/s) [4m23s:7m51s] 7.02x 31% |████████ | (46338/146790, 213 it/s) [4m24s:7m51s] 7.02x 31% |████████ | (46480/146790, 231 it/s) [4m24s:7m14s] 7.03x 31% |████████ | (46619/146790, 248 it/s) [4m25s:6m43s] 7.04x 31% |████████ | (46755/146790, 266 it/s) [4m25s:6m16s] 7.05x 31% |████████ | (46893/146790, 278 it/s) [4m26s:5m58s] 7.05x 32% |████████ | (47033/146790, 278 it/s) [4m26s:5m58s] 7.06x 32% |████████ | (47171/146790, 279 it/s) [4m27s:5m57s] 7.07x 32% |████████ | (47311/146790, 279 it/s) [4m27s:5m56s] 7.08x 32% |████████ | (47449/146790, 279 it/s) [4m28s:5m56s] 7.08x 32% |████████ | (47588/146790, 279 it/s) [4m28s:5m56s] 7.09x 32% |████████ | (47731/146790, 278 it/s) [4m29s:5m55s] 7.1x 32% |████████ | (47870/146790, 278 it/s) [4m29s:5m56s] 7.11x 32% |████████ | (48012/146790, 278 it/s) [4m30s:5m54s] 7.12x 32% |████████ | (48132/146790, 274 it/s) [4m30s:5m59s] 7.12x 32% |████████ | (48263/146790, 272 it/s) [4m31s:6m1s] 7.13x 32% |████████ | (48405/146790, 274 it/s) [4m31s:5m59s] 7.13x 33% |████████ | (48550/146790, 275 it/s) [4m32s:5m57s] 7.14x 33% |████████ | (48695/146790, 276 it/s) [4m32s:5m54s] 7.15x 33% |████████ | (48839/146790, 277 it/s) [4m33s:5m53s] 7.16x 33% |████████ | (48983/146790, 278 it/s) [4m33s:5m51s] 7.17x 33% |████████ | (49130/146790, 280 it/s) [4m34s:5m49s] 7.17x 33% |████████ | (49273/146790, 280 it/s) [4m34s:5m48s] 7.18x 33% |████████ | (49414/146790, 280 it/s) [4m35s:5m47s] 7.19x 33% |████████ | (49556/146790, 280 it/s) [4m35s:5m47s] 7.2x 33% |█████████ | (49701/146790, 285 it/s) [4m36s:5m40s] 7.21x 33% |████████ | (49848/146790, 288 it/s) [4m36s:5m36s] 7.21x 34% |█████████ | (49991/146790, 288 it/s) [4m37s:5m35s] 7.22x 34% |█████████ | (50135/146790, 289 it/s) [4m37s:5m34s] 7.23x 34% |█████████ | (50277/146790, 288 it/s) [4m38s:5m35s] 7.24x 34% |█████████ | (50416/146790, 288 it/s) [4m38s:5m34s] 7.24x 34% |█████████ | (50559/146790, 287 it/s) [4m39s:5m35s] 7.25x 34% |█████████ | (50699/146790, 287 it/s) [4m39s:5m34s] 7.26x 34% |█████████ | (50841/146790, 287 it/s) [4m40s:5m34s] 7.27x 34% |█████████ | (50981/146790, 286 it/s) [4m40s:5m35s] 7.27x 34% |█████████ | (51121/146790, 286 it/s) [4m41s:5m34s] 7.28x 34% |█████████ | (51263/146790, 285 it/s) [4m41s:5m35s] 7.29x 35% |█████████ | (51405/146790, 285 it/s) [4m42s:5m35s] 7.29x 35% |█████████ | (51546/146790, 284 it/s) [4m42s:5m34s] 7.3x 35% |█████████ | (51688/146790, 284 it/s) [4m43s:5m35s] 7.31x 35% |█████████ | (51830/146790, 283 it/s) [4m43s:5m35s] 7.32x 35% |█████████ | (51971/146790, 282 it/s) [4m44s:5m35s] 7.32x 35% |█████████ | (52115/146790, 283 it/s) [4m44s:5m34s] 7.33x 35% |█████████ | (52258/146790, 283 it/s) [4m45s:5m33s] 7.34x 35% |█████████ | (52402/146790, 284 it/s) [4m45s:5m32s] 7.34x 35% |█████████ | (52543/146790, 284 it/s) [4m46s:5m31s] 7.35x 35% |█████████ | (52681/146790, 284 it/s) [4m46s:5m31s] 7.36x 35% |█████████ | (52816/146790, 283 it/s) [4m47s:5m31s] 7.36x 36% |█████████ | (52952/146790, 282 it/s) [4m47s:5m32s] 7.37x 36% |█████████ | (53087/146790, 281 it/s) [4m48s:5m33s] 7.38x 36% |█████████ | (53226/146790, 280 it/s) [4m48s:5m33s] 7.38x 36% |█████████ | (53360/146790, 279 it/s) [4m49s:5m35s] 7.39x 36% |█████████ | (53500/146790, 279 it/s) [4m49s:5m34s] 7.39x 36% |█████████ | (53636/146790, 278 it/s) [4m50s:5m35s] 7.4x 36% |██████████ | (53773/146790, 277 it/s) [4m50s:5m36s] 7.41x 36% |█████████ | (53910/146790, 275 it/s) [4m51s:5m37s] 7.41x 36% |█████████ | (54045/146790, 273 it/s) [4m51s:5m39s] 7.42x 36% |█████████ | (54184/146790, 273 it/s) [4m52s:5m39s] 7.42x 37% |█████████ | (54328/146790, 275 it/s) [4m52s:5m36s] 7.43x 37% |█████████ | (54469/146790, 275 it/s) [4m53s:5m35s] 7.44x 37% |█████████ | (54610/146790, 275 it/s) [4m53s:5m34s] 7.44x 37% |█████████ | (54753/146790, 277 it/s) [4m54s:5m32s] 7.45x 37% |█████████ | (54891/146790, 277 it/s) [4m54s:5m32s] 7.46x 37% |█████████ | (55031/146790, 278 it/s) [4m55s:5m30s] 7.46x 37% |█████████ | (55170/146790, 278 it/s) [4m55s:5m29s] 7.47x 37% |█████████ | (55307/146790, 278 it/s) [4m56s:5m28s] 7.48x 37% |█████████ | (55452/146790, 280 it/s) [4m56s:5m26s] 7.48x 37% |█████████ | (55593/146790, 281 it/s) [4m57s:5m24s] 7.49x 37% |█████████ | (55734/146790, 281 it/s) [4m57s:5m23s] 7.5x 38% |██████████ | (55877/146790, 281 it/s) [4m58s:5m23s] 7.5x 38% |██████████ | (56020/146790, 281 it/s) [4m58s:5m22s] 7.51x 38% |██████████ | (56165/146790, 282 it/s) [4m59s:5m21s] 7.52x 38% |██████████ | (56301/146790, 282 it/s) [4m59s:5m20s] 7.52x 38% |██████████ | (56441/146790, 281 it/s) [5m0s:5m21s] 7.53x 38% |██████████ | (56585/146790, 281 it/s) [5m0s:5m20s] 7.53x 38% |██████████ | (56727/146790, 282 it/s) [5m1s:5m19s] 7.54x 38% |██████████ | (56867/146790, 282 it/s) [5m1s:5m18s] 7.55x 38% |██████████ | (57007/146790, 282 it/s) [5m2s:5m18s] 7.55x 38% |██████████ | (57147/146790, 282 it/s) [5m2s:5m17s] 7.56x 39% |██████████ | (57290/146790, 283 it/s) [5m3s:5m15s] 7.56x 39% |██████████ | (57424/146790, 281 it/s) [5m3s:5m17s] 7.57x 39% |██████████ | (57565/146790, 281 it/s) [5m4s:5m17s] 7.58x 39% |██████████ | (57702/146790, 281 it/s) [5m4s:5m17s] 7.58x 39% |██████████ | (57842/146790, 281 it/s) [5m5s:5m16s] 7.59x 39% |██████████ | (57987/146790, 281 it/s) [5m5s:5m15s] 7.59x 39% |██████████ | (58125/146790, 280 it/s) [5m6s:5m16s] 7.6x 39% |███████████ | (58269/146790, 280 it/s) [5m6s:5m16s] 7.61x 39% |██████████ | (58409/146790, 281 it/s) [5m7s:5m15s] 7.61x 39% |██████████ | (58552/146790, 280 it/s) [5m7s:5m14s] 7.62x 39% |██████████ | (58641/146790, 280 it/s) [5m8s:5m14s] 7.62x 40% |███████████ | (58785/146790, 276 it/s) [5m8s:5m19s] 7.62x 40% |███████████ | (58927/146790, 276 it/s) [5m9s:5m18s] 7.63x 40% |███████████ | (59069/146790, 276 it/s) [5m9s:5m17s] 7.64x 40% |██████████ | (59209/146790, 277 it/s) [5m10s:5m15s] 7.64x 40% |██████████ | (59353/146790, 278 it/s) [5m10s:5m14s] 7.65x 40% |██████████ | (59493/146790, 278 it/s) [5m11s:5m14s] 7.65x 40% |██████████ | (59631/146790, 278 it/s) [5m11s:5m13s] 7.66x 40% |██████████ | (59756/146790, 276 it/s) [5m12s:5m14s] 7.66x 40% |██████████ | (59898/146790, 276 it/s) [5m12s:5m14s] 7.67x 40% |██████████ | (60040/146790, 276 it/s) [5m13s:5m14s] 7.67x 41% |███████████ | (60184/146790, 277 it/s) [5m13s:5m13s] 7.68x 41% |███████████ | (60321/146790, 275 it/s) [5m14s:5m13s] 7.69x 41% |███████████ | (60460/146790, 280 it/s) [5m14s:5m8s] 7.69x 41% |███████████ | (60601/146790, 280 it/s) [5m15s:5m8s] 7.7x 41% |███████████ | (60740/146790, 280 it/s) [5m15s:5m7s] 7.7x 41% |███████████ | (60882/146790, 279 it/s) [5m16s:5m7s] 7.71x 41% |███████████ | (61022/146790, 279 it/s) [5m16s:5m6s] 7.71x 41% |███████████ | (61159/146790, 279 it/s) [5m17s:5m6s] 7.72x 41% |███████████ | (61300/146790, 278 it/s) [5m17s:5m7s] 7.72x 41% |███████████ | (61439/146790, 278 it/s) [5m18s:5m6s] 7.73x 41% |███████████ | (61575/146790, 278 it/s) [5m18s:5m6s] 7.73x 42% |███████████ | (61709/146790, 278 it/s) [5m19s:5m5s] 7.74x 42% |███████████ | (61851/146790, 278 it/s) [5m19s:5m5s] 7.75x 42% |███████████ | (61985/146790, 278 it/s) [5m20s:5m4s] 7.75x 42% |███████████ | (62127/146790, 277 it/s) [5m20s:5m5s] 7.76x 42% |███████████ | (62266/146790, 277 it/s) [5m21s:5m4s] 7.76x 42% |███████████ | (62404/146790, 278 it/s) [5m21s:5m3s] 7.77x 42% |███████████ | (62542/146790, 278 it/s) [5m22s:5m3s] 7.77x 42% |███████████ | (62685/146790, 278 it/s) [5m22s:5m2s] 7.78x 42% |███████████ | (62823/146790, 277 it/s) [5m23s:5m2s] 7.78x 42% |███████████ | (62966/146790, 278 it/s) [5m23s:5m1s] 7.79x 42% |███████████ | (63107/146790, 278 it/s) [5m24s:5m0s] 7.79x 43% |███████████ | (63248/146790, 279 it/s) [5m24s:4m59s] 7.8x 43% |████████████ | (63386/146790, 279 it/s) [5m25s:4m59s] 7.8x 43% |████████████ | (63527/146790, 280 it/s) [5m25s:4m57s] 7.81x 43% |███████████ | (63672/146790, 281 it/s) [5m26s:4m56s] 7.81x 43% |███████████ | (63816/146790, 282 it/s) [5m26s:4m54s] 7.82x 43% |███████████ | (63960/146790, 283 it/s) [5m27s:4m52s] 7.83x 43% |███████████ | (64101/146790, 283 it/s) [5m27s:4m52s] 7.83x 43% |████████████ | (64227/146790, 275 it/s) [5m28s:5m0s] 7.83x 43% |████████████ | (64367/146790, 274 it/s) [5m29s:5m0s] 7.84x 43% |████████████ | (64506/146790, 274 it/s) [5m29s:5m0s] 7.84x 44% |███████████ | (64645/146790, 274 it/s) [5m30s:4m59s] 7.85x 44% |████████████ | (64782/146790, 273 it/s) [5m30s:5m0s] 7.85x 44% |███████████ | (64927/146790, 273 it/s) [5m31s:4m59s] 7.86x 44% |███████████ | (65067/146790, 274 it/s) [5m31s:4m58s] 7.86x 44% |███████████ | (65211/146790, 275 it/s) [5m32s:4m56s] 7.87x 44% |███████████ | (65351/146790, 274 it/s) [5m32s:4m57s] 7.87x 44% |███████████ | (65483/146790, 271 it/s) [5m33s:4m59s] 7.88x 44% |████████████ | (65614/146790, 269 it/s) [5m33s:5m2s] 7.88x 44% |████████████ | (65751/146790, 269 it/s) [5m34s:5m1s] 7.88x 44% |████████████ | (65890/146790, 268 it/s) [5m34s:5m1s] 7.89x 44% |███████████ | (66028/146790, 276 it/s) [5m35s:4m52s] 7.89x 45% |████████████ | (66167/146790, 276 it/s) [5m35s:4m52s] 7.9x 45% |████████████ | (66307/146790, 276 it/s) [5m36s:4m51s] 7.9x 45% |████████████ | (66444/146790, 276 it/s) [5m36s:4m50s] 7.91x 45% |████████████ | (66583/146790, 276 it/s) [5m37s:4m50s] 7.91x 45% |████████████ | (66720/146790, 276 it/s) [5m37s:4m49s] 7.92x 45% |████████████ | (66858/146790, 275 it/s) [5m38s:4m50s] 7.92x 45% |████████████ | (66991/146790, 275 it/s) [5m38s:4m49s] 7.93x 45% |████████████ | (67124/146790, 273 it/s) [5m39s:4m51s] 7.93x 45% |████████████ | (67254/146790, 271 it/s) [5m39s:4m53s] 7.93x 45% |████████████ | (67383/146790, 271 it/s) [5m40s:4m52s] 7.94x 45% |████████████ | (67515/146790, 271 it/s) [5m40s:4m52s] 7.94x 46% |████████████ | (67647/146790, 271 it/s) [5m41s:4m51s] 7.94x 46% |████████████ | (67776/146790, 269 it/s) [5m41s:4m53s] 7.95x 46% |████████████ | (67912/146790, 269 it/s) [5m42s:4m53s] 7.95x 46% |████████████ | (68050/146790, 269 it/s) [5m42s:4m53s] 7.96x 46% |████████████ | (68175/146790, 266 it/s) [5m43s:4m55s] 7.96x 46% |████████████ | (68300/146790, 263 it/s) [5m43s:4m58s] 7.96x 46% |████████████ | (68432/146790, 262 it/s) [5m44s:4m59s] 7.97x 46% |████████████ | (68556/146790, 260 it/s) [5m44s:5m0s] 7.97x 46% |████████████ | (68690/146790, 260 it/s) [5m45s:5m0s] 7.97x 46% |████████████ | (68829/146790, 262 it/s) [5m45s:4m58s] 7.98x 46% |████████████ | (68962/146790, 262 it/s) [5m46s:4m57s] 7.98x 47% |████████████ | (69101/146790, 263 it/s) [5m46s:4m55s] 7.99x 47% |████████████ | (69231/146790, 262 it/s) [5m47s:4m55s] 7.99x 47% |████████████ | (69366/146790, 262 it/s) [5m47s:4m55s] 7.99x 47% |████████████ | (69499/146790, 263 it/s) [5m48s:4m53s] 8x 47% |██████████████ | (69634/146790, 263 it/s) [5m48s:4m53s] 8x 47% |██████████████ | (69771/146790, 263 it/s) [5m49s:4m53s] 8.01x 47% |████████████ | (69904/146790, 263 it/s) [5m49s:4m52s] 8.01x 47% |████████████ | (70042/146790, 265 it/s) [5m50s:4m49s] 8.01x 47% |████████████ | (70178/146790, 265 it/s) [5m50s:4m49s] 8.02x 47% |████████████ | (70318/146790, 267 it/s) [5m51s:4m45s] 8.02x 47% |████████████ | (70453/146790, 268 it/s) [5m51s:4m44s] 8.03x 48% |████████████ | (70594/146790, 268 it/s) [5m52s:4m44s] 8.03x 48% |████████████ | (70732/146790, 271 it/s) [5m52s:4m40s] 8.04x 48% |████████████ | (70876/146790, 273 it/s) [5m53s:4m38s] 8.04x 48% |████████████ | (71015/146790, 273 it/s) [5m53s:4m37s] 8.04x 48% |████████████ | (71160/146790, 276 it/s) [5m54s:4m33s] 8.05x 48% |████████████ | (71303/146790, 278 it/s) [5m54s:4m31s] 8.05x 48% |████████████ | (71447/146790, 280 it/s) [5m55s:4m29s] 8.06x 48% |████████████ | (71588/146790, 280 it/s) [5m55s:4m28s] 8.06x 48% |████████████ | (71727/146790, 280 it/s) [5m56s:4m27s] 8.07x 48% |████████████ | (71871/146790, 282 it/s) [5m56s:4m25s] 8.07x 49% |█████████████ | (72010/146790, 282 it/s) [5m57s:4m24s] 8.08x 49% |█████████████ | (72153/146790, 284 it/s) [5m57s:4m22s] 8.08x 49% |█████████████ | (72288/146790, 284 it/s) [5m58s:4m22s] 8.09x 49% |█████████████ | (72429/146790, 284 it/s) [5m58s:4m22s] 8.09x 49% |█████████████ | (72551/146790, 279 it/s) [5m59s:4m25s] 8.09x 49% |█████████████ | (72688/146790, 279 it/s) [5m59s:4m25s] 8.1x 49% |██████████████ | (72835/146790, 280 it/s) [6m0s:4m24s] 8.1x 49% |██████████████ | (72971/146790, 278 it/s) [6m0s:4m25s] 8.11x 49% |█████████████ | (73113/146790, 278 it/s) [6m1s:4m25s] 8.11x 49% |█████████████ | (73251/146790, 277 it/s) [6m1s:4m25s] 8.11x 49% |█████████████ | (73391/146790, 277 it/s) [6m2s:4m25s] 8.12x 50% |██████████████ | (73527/146790, 275 it/s) [6m2s:4m26s] 8.12x 50% |██████████████ | (73663/146790, 274 it/s) [6m3s:4m26s] 8.13x 50% |██████████████ | (73805/146790, 274 it/s) [6m3s:4m26s] 8.13x 50% |██████████████ | (73948/146790, 275 it/s) [6m4s:4m24s] 8.13x 50% |██████████████ | (74083/146790, 278 it/s) [6m4s:4m21s] 8.14x 50% |██████████████ | (74218/146790, 276 it/s) [6m5s:4m22s] 8.14x 50% |██████████████ | (74355/146790, 277 it/s) [6m5s:4m21s] 8.15x 50% |██████████████ | (74468/146790, 271 it/s) [6m6s:4m27s] 8.15x 50% |██████████████ | (74549/146790, 271 it/s) [6m6s:4m26s] 8.15x 50% |██████████████ | (74631/146790, 259 it/s) [6m7s:4m38s] 8.14x 50% |██████████████ | (74714/146790, 248 it/s) [6m7s:4m50s] 8.14x 50% |██████████████ | (74793/146790, 237 it/s) [6m8s:5m4s] 8.14x 51% |██████████████ | (74869/146790, 237 it/s) [6m8s:5m4s] 8.14x 51% |██████████████ | (74943/146790, 224 it/s) [6m9s:5m20s] 8.13x 51% |██████████████ | (75029/146790, 213 it/s) [6m9s:5m36s] 8.13x 51% |█████████████ | (75132/146790, 213 it/s) [6m10s:5m36s] 8.13x 51% |█████████████ | (75273/146790, 209 it/s) [6m10s:5m42s] 8.14x 51% |█████████████ | (75418/146790, 211 it/s) [6m11s:5m38s] 8.14x 51% |█████████████ | (75561/146790, 212 it/s) [6m11s:5m35s] 8.14x 51% |█████████████ | (75705/146790, 214 it/s) [6m12s:5m32s] 8.15x 51% |█████████████ | (75844/146790, 219 it/s) [6m12s:5m23s] 8.15x 51% |██████████████ | (75989/146790, 232 it/s) [6m13s:5m5s] 8.16x 51% |█████████████ | (76129/146790, 243 it/s) [6m13s:4m50s] 8.16x 51% |█████████████ | (76269/146790, 243 it/s) [6m14s:4m49s] 8.17x 52% |██████████████ | (76413/146790, 256 it/s) [6m14s:4m34s] 8.17x 52% |██████████████ | (76554/146790, 269 it/s) [6m15s:4m20s] 8.17x 52% |██████████████ | (76699/146790, 281 it/s) [6m15s:4m9s] 8.18x 52% |██████████████ | (76841/146790, 285 it/s) [6m16s:4m5s] 8.18x 52% |██████████████ | (76986/146790, 285 it/s) [6m16s:4m4s] 8.19x 52% |██████████████ | (77125/146790, 284 it/s) [6m17s:4m5s] 8.19x 52% |██████████████ | (77265/146790, 283 it/s) [6m17s:4m5s] 8.2x 52% |███████████████ | (77406/146790, 284 it/s) [6m18s:4m4s] 8.2x 52% |███████████████ | (77549/146790, 283 it/s) [6m18s:4m4s] 8.2x 52% |███████████████ | (77689/146790, 283 it/s) [6m19s:4m3s] 8.21x 53% |██████████████ | (77835/146790, 283 it/s) [6m19s:4m3s] 8.21x 53% |██████████████ | (77979/146790, 284 it/s) [6m20s:4m2s] 8.22x 53% |██████████████ | (78123/146790, 285 it/s) [6m20s:4m1s] 8.22x 53% |██████████████ | (78271/146790, 285 it/s) [6m21s:4m0s] 8.23x 53% |██████████████ | (78403/146790, 278 it/s) [6m21s:4m5s] 8.23x 53% |██████████████ | (78550/146790, 278 it/s) [6m22s:4m5s] 8.23x 53% |██████████████ | (78696/146790, 278 it/s) [6m22s:4m4s] 8.24x 53% |██████████████ | (78844/146790, 280 it/s) [6m23s:4m2s] 8.24x 53% |██████████████ | (78990/146790, 281 it/s) [6m23s:4m0s] 8.24x 53% |██████████████ | (79135/146790, 282 it/s) [6m24s:3m59s] 8.25x 54% |██████████████ | (79279/146790, 282 it/s) [6m24s:3m59s] 8.25x 54% |██████████████ | (79418/146790, 282 it/s) [6m25s:3m59s] 8.26x 54% |██████████████ | (79562/146790, 283 it/s) [6m25s:3m57s] 8.26x 54% |██████████████ | (79706/146790, 283 it/s) [6m26s:3m57s] 8.27x 54% |██████████████ | (79853/146790, 283 it/s) [6m26s:3m56s] 8.27x 54% |██████████████ | (79996/146790, 283 it/s) [6m27s:3m56s] 8.27x 54% |██████████████ | (80135/146790, 283 it/s) [6m27s:3m55s] 8.28x 54% |██████████████ | (80261/146790, 279 it/s) [6m28s:3m58s] 8.28x 54% |██████████████ | (80403/146790, 287 it/s) [6m28s:3m51s] 8.28x 54% |██████████████ | (80544/146790, 287 it/s) [6m29s:3m51s] 8.29x 54% |██████████████ | (80688/146790, 286 it/s) [6m29s:3m51s] 8.29x 55% |██████████████ | (80831/146790, 286 it/s) [6m30s:3m50s] 8.3x 55% |███████████████ | (80977/146790, 285 it/s) [6m30s:3m50s] 8.3x 55% |███████████████ | (81117/146790, 285 it/s) [6m31s:3m50s] 8.3x 55% |███████████████ | (81263/146790, 284 it/s) [6m31s:3m50s] 8.31x 55% |██████████████ | (81407/146790, 284 it/s) [6m32s:3m49s] 8.31x 55% |██████████████ | (81550/146790, 284 it/s) [6m32s:3m49s] 8.32x 55% |██████████████ | (81692/146790, 284 it/s) [6m33s:3m49s] 8.32x 55% |██████████████ | (81816/146790, 283 it/s) [6m33s:3m49s] 8.32x 55% |██████████████ | (81961/146790, 283 it/s) [6m34s:3m49s] 8.33x 55% |██████████████ | (82105/146790, 282 it/s) [6m34s:3m49s] 8.33x 56% |███████████████ | (82242/146790, 281 it/s) [6m35s:3m49s] 8.33x 56% |███████████████ | (82384/146790, 283 it/s) [6m35s:3m47s] 8.34x 56% |███████████████ | (82525/146790, 283 it/s) [6m36s:3m47s] 8.34x 56% |███████████████ | (82653/146790, 280 it/s) [6m36s:3m48s] 8.34x 56% |███████████████ | (82785/146790, 278 it/s) [6m37s:3m50s] 8.35x 56% |███████████████ | (82925/146790, 277 it/s) [6m37s:3m50s] 8.35x 56% |███████████████ | (83056/146790, 274 it/s) [6m38s:3m52s] 8.35x 56% |███████████████ | (83196/146790, 276 it/s) [6m38s:3m50s] 8.36x 56% |███████████████ | (83333/146790, 276 it/s) [6m39s:3m50s] 8.36x 56% |███████████████ | (83470/146790, 274 it/s) [6m39s:3m50s] 8.36x 56% |███████████████ | (83609/146790, 273 it/s) [6m40s:3m51s] 8.37x 57% |███████████████ | (83747/146790, 273 it/s) [6m40s:3m50s] 8.37x 57% |███████████████ | (83888/146790, 273 it/s) [6m41s:3m50s] 8.37x 57% |███████████████ | (84026/146790, 273 it/s) [6m41s:3m50s] 8.38x 57% |███████████████ | (84167/146790, 275 it/s) [6m42s:3m47s] 8.38x 57% |███████████████ | (84308/146790, 277 it/s) [6m42s:3m45s] 8.38x 57% |███████████████ | (84445/146790, 276 it/s) [6m43s:3m45s] 8.39x 57% |███████████████ | (84586/146790, 278 it/s) [6m43s:3m43s] 8.39x 57% |███████████████ | (84722/146790, 278 it/s) [6m44s:3m43s] 8.39x 57% |███████████████ | (84864/146790, 279 it/s) [6m44s:3m42s] 8.4x 57% |███████████████ | (85003/146790, 279 it/s) [6m45s:3m41s] 8.4x 58% |████████████████ | (85146/146790, 280 it/s) [6m45s:3m40s] 8.4x 58% |████████████████ | (85284/146790, 279 it/s) [6m46s:3m40s] 8.41x 58% |███████████████ | (85423/146790, 279 it/s) [6m46s:3m39s] 8.41x 58% |███████████████ | (85564/146790, 279 it/s) [6m47s:3m39s] 8.41x 58% |███████████████ | (85704/146790, 279 it/s) [6m47s:3m38s] 8.42x 58% |███████████████ | (85803/146790, 271 it/s) [6m48s:3m44s] 8.42x 58% |███████████████ | (85869/146790, 256 it/s) [6m48s:3m57s] 8.41x 58% |████████████████ | (85941/146790, 244 it/s) [6m49s:4m9s] 8.41x 58% |███████████████ | (86016/146790, 230 it/s) [6m49s:4m24s] 8.41x 58% |███████████████ | (86065/146790, 212 it/s) [6m50s:4m46s] 8.4x 58% |████████████████ | (86121/146790, 195 it/s) [6m50s:5m11s] 8.4x 58% |████████████████ | (86176/146790, 178 it/s) [6m51s:5m40s] 8.39x 58% |███████████████ | (86223/146790, 160 it/s) [6m51s:6m19s] 8.39x 58% |███████████████ | (86277/146790, 160 it/s) [6m52s:6m18s] 8.38x 58% |████████████████ | (86334/146790, 143 it/s) [6m52s:7m3s] 8.38x 58% |████████████████ | (86386/146790, 143 it/s) [6m53s:7m3s] 8.37x 58% |████████████████ | (86441/146790, 125 it/s) [6m53s:8m1s] 8.37x 58% |███████████████ | (86494/146790, 116 it/s) [6m54s:8m39s] 8.36x 58% |███████████████ | (86551/146790, 114 it/s) [6m54s:8m47s] 8.36x 59% |███████████████ | (86651/146790, 114 it/s) [6m55s:8m46s] 8.36x 59% |████████████████ | (86785/146790, 123 it/s) [6m55s:8m6s] 8.36x 59% |████████████████ | (86923/146790, 123 it/s) [6m56s:8m5s] 8.36x 59% |███████████████ | (87054/146790, 135 it/s) [6m56s:7m21s] 8.37x 59% |███████████████ | (87116/146790, 135 it/s) [6m57s:7m21s] 8.36x 59% |███████████████ | (87172/146790, 137 it/s) [6m57s:7m14s] 8.36x 59% |███████████████ | (87227/146790, 137 it/s) [6m58s:7m14s] 8.35x 59% |███████████████ | (87286/146790, 137 it/s) [6m58s:7m14s] 8.35x 59% |███████████████ | (87342/146790, 138 it/s) [6m59s:7m11s] 8.34x 59% |████████████████ | (87403/146790, 140 it/s) [6m59s:7m2s] 8.34x 59% |█████████████████ | (87459/146790, 141 it/s) [7m0s:7m2s] 8.33x 59% |████████████████ | (87520/146790, 142 it/s) [7m0s:6m57s] 8.33x 59% |████████████████ | (87570/146790, 141 it/s) [7m1s:6m59s] 8.32x 59% |████████████████ | (87624/146790, 141 it/s) [7m1s:6m58s] 8.32x 59% |█████████████████ | (87676/146790, 141 it/s) [7m2s:7m0s] 8.31x 59% |████████████████ | (87728/146790, 128 it/s) [7m2s:7m43s] 8.31x 59% |████████████████ | (87776/146790, 128 it/s) [7m3s:7m42s] 8.3x 59% |█████████████████ | (87824/146790, 110 it/s) [7m3s:8m54s] 8.3x 59% |█████████████████ | (87873/146790, 108 it/s) [7m4s:9m4s] 8.29x 59% |█████████████████ | (87930/146790, 109 it/s) [7m4s:9m1s] 8.29x 59% |█████████████████ | (87983/146790, 108 it/s) [7m5s:9m5s] 8.28x 59% |████████████████ | (88037/146790, 106 it/s) [7m5s:9m12s] 8.28x 60% |████████████████ | (88088/146790, 105 it/s) [7m6s:9m17s] 8.28x 60% |████████████████ | (88142/146790, 104 it/s) [7m6s:9m24s] 8.27x 60% |████████████████ | (88196/146790, 105 it/s) [7m7s:9m19s] 8.27x 60% |████████████████ | (88252/146790, 105 it/s) [7m7s:9m16s] 8.26x 60% |█████████████████ | (88311/146790, 107 it/s) [7m8s:9m7s] 8.26x 60% |█████████████████ | (88370/146790, 107 it/s) [7m8s:9m7s] 8.25x 60% |████████████████ | (88424/146790, 108 it/s) [7m9s:8m58s] 8.25x 60% |████████████████ | (88478/146790, 108 it/s) [7m9s:8m57s] 8.24x 60% |████████████████ | (88536/146790, 110 it/s) [7m10s:8m50s] 8.24x 60% |████████████████ | (88594/146790, 110 it/s) [7m10s:8m48s] 8.24x 60% |████████████████ | (88642/146790, 109 it/s) [7m11s:8m53s] 8.23x 60% |████████████████ | (88689/146790, 108 it/s) [7m11s:8m59s] 8.23x 60% |████████████████ | (88740/146790, 108 it/s) [7m12s:8m59s] 8.22x 60% |████████████████ | (88798/146790, 108 it/s) [7m12s:8m55s] 8.22x 60% |████████████████ | (88852/146790, 108 it/s) [7m13s:8m55s] 8.21x 60% |████████████████ | (88909/146790, 109 it/s) [7m13s:8m52s] 8.21x 60% |████████████████ | (88966/146790, 109 it/s) [7m14s:8m49s] 8.2x 60% |████████████████ | (89021/146790, 109 it/s) [7m14s:8m48s] 8.2x 60% |████████████████ | (89082/146790, 110 it/s) [7m15s:8m46s] 8.2x 60% |████████████████ | (89136/146790, 110 it/s) [7m15s:8m45s] 8.19x 60% |████████████████ | (89187/146790, 108 it/s) [7m16s:8m51s] 8.19x 60% |████████████████ | (89239/146790, 108 it/s) [7m16s:8m51s] 8.18x 60% |████████████████ | (89292/146790, 108 it/s) [7m17s:8m54s] 8.18x 60% |████████████████ | (89344/146790, 107 it/s) [7m17s:8m58s] 8.17x 60% |████████████████ | (89399/146790, 106 it/s) [7m18s:9m0s] 8.17x 60% |████████████████ | (89448/146790, 106 it/s) [7m18s:8m59s] 8.16x 60% |████████████████ | (89501/146790, 108 it/s) [7m19s:8m52s] 8.16x 61% |████████████████ | (89556/146790, 108 it/s) [7m19s:8m52s] 8.15x 61% |████████████████ | (89606/146790, 108 it/s) [7m20s:8m51s] 8.15x 61% |████████████████ | (89656/146790, 106 it/s) [7m20s:8m56s] 8.14x 61% |█████████████████ | (89704/146790, 105 it/s) [7m21s:9m5s] 8.14x 61% |█████████████████ | (89759/146790, 104 it/s) [7m21s:9m8s] 8.14x 61% |████████████████ | (89808/146790, 103 it/s) [7m22s:9m11s] 8.13x 61% |████████████████ | (89857/146790, 103 it/s) [7m22s:9m15s] 8.13x 61% |████████████████ | (89906/146790, 103 it/s) [7m23s:9m14s] 8.12x 61% |████████████████ | (89963/146790, 103 it/s) [7m23s:9m12s] 8.12x 61% |████████████████ | (90016/146790, 102 it/s) [7m24s:9m14s] 8.11x 61% |████████████████ | (90065/146790, 102 it/s) [7m24s:9m14s] 8.11x 61% |█████████████████ | (90123/146790, 103 it/s) [7m25s:9m8s] 8.1x 61% |█████████████████ | (90176/146790, 103 it/s) [7m25s:9m8s] 8.1x 61% |█████████████████ | (90227/146790, 103 it/s) [7m26s:9m10s] 8.1x 61% |█████████████████ | (90286/146790, 103 it/s) [7m26s:9m9s] 8.09x 61% |█████████████████ | (90338/146790, 104 it/s) [7m27s:9m3s] 8.09x 61% |█████████████████ | (90392/146790, 104 it/s) [7m27s:9m2s] 8.08x 61% |████████████████ | (90448/146790, 105 it/s) [7m28s:8m54s] 8.08x 61% |████████████████ | (90500/146790, 105 it/s) [7m28s:8m57s] 8.07x 61% |████████████████ | (90557/146790, 105 it/s) [7m29s:8m56s] 8.07x 61% |████████████████ | (90610/146790, 106 it/s) [7m29s:8m49s] 8.07x 61% |████████████████ | (90669/146790, 108 it/s) [7m30s:8m39s] 8.06x 61% |████████████████ | (90725/146790, 109 it/s) [7m30s:8m36s] 8.06x 61% |████████████████ | (90775/146790, 108 it/s) [7m31s:8m38s] 8.05x 61% |████████████████ | (90830/146790, 109 it/s) [7m31s:8m31s] 8.05x 61% |████████████████ | (90889/146790, 110 it/s) [7m32s:8m30s] 8.05x 61% |████████████████ | (90946/146790, 111 it/s) [7m32s:8m25s] 8.04x 61% |████████████████ | (91002/146790, 111 it/s) [7m33s:8m24s] 8.04x 62% |████████████████ | (91060/146790, 111 it/s) [7m33s:8m21s] 8.03x 62% |████████████████ | (91115/146790, 112 it/s) [7m34s:8m18s] 8.03x 62% |████████████████ | (91167/146790, 111 it/s) [7m34s:8m20s] 8.03x 62% |████████████████ | (91220/146790, 110 it/s) [7m35s:8m25s] 8.02x 62% |████████████████ | (91277/146790, 110 it/s) [7m35s:8m25s] 8.02x 62% |████████████████ | (91329/146790, 110 it/s) [7m36s:8m25s] 8.01x 62% |████████████████ | (91383/146790, 110 it/s) [7m36s:8m21s] 8.01x 62% |████████████████ | (91440/146790, 110 it/s) [7m37s:8m21s] 8.01x 62% |████████████████ | (91484/146790, 110 it/s) [7m37s:8m24s] 8x 62% |██████████████████ | (91543/146790, 110 it/s) [7m38s:8m24s] 8x 62% |██████████████████ | (91600/146790, 110 it/s) [7m38s:8m23s] 7.99x 62% |████████████████ | (91661/146790, 111 it/s) [7m39s:8m18s] 7.99x 62% |████████████████ | (91719/146790, 111 it/s) [7m39s:8m17s] 7.99x 62% |████████████████ | (91772/146790, 110 it/s) [7m40s:8m19s] 7.98x 62% |████████████████ | (91826/146790, 110 it/s) [7m40s:8m20s] 7.98x 62% |████████████████ | (91883/146790, 111 it/s) [7m41s:8m15s] 7.97x 62% |████████████████ | (91934/146790, 111 it/s) [7m41s:8m16s] 7.97x 62% |████████████████ | (91991/146790, 111 it/s) [7m42s:8m13s] 7.97x 62% |████████████████ | (92048/146790, 112 it/s) [7m42s:8m10s] 7.96x 62% |█████████████████ | (92102/146790, 112 it/s) [7m43s:8m6s] 7.96x 62% |████████████████ | (92155/146790, 111 it/s) [7m43s:8m11s] 7.96x 62% |████████████████ | (92212/146790, 111 it/s) [7m44s:8m11s] 7.95x 62% |████████████████ | (92269/146790, 111 it/s) [7m44s:8m11s] 7.95x 62% |████████████████ | (92321/146790, 111 it/s) [7m45s:8m10s] 7.94x 62% |████████████████ | (92379/146790, 110 it/s) [7m45s:8m15s] 7.94x 62% |████████████████ | (92434/146790, 110 it/s) [7m46s:8m15s] 7.94x 63% |█████████████████ | (92489/146790, 110 it/s) [7m46s:8m14s] 7.93x 63% |█████████████████ | (92546/146790, 110 it/s) [7m47s:8m13s] 7.93x 63% |█████████████████ | (92599/146790, 110 it/s) [7m47s:8m13s] 7.93x 63% |█████████████████ | (92648/146790, 110 it/s) [7m48s:8m12s] 7.92x 63% |█████████████████ | (92701/146790, 109 it/s) [7m48s:8m15s] 7.92x 63% |█████████████████ | (92760/146790, 109 it/s) [7m49s:8m13s] 7.91x 63% |█████████████████ | (92815/146790, 110 it/s) [7m49s:8m12s] 7.91x 63% |█████████████████ | (92867/146790, 110 it/s) [7m50s:8m12s] 7.91x 63% |█████████████████ | (92913/146790, 107 it/s) [7m50s:8m21s] 7.9x 63% |█████████████████ | (92964/146790, 106 it/s) [7m51s:8m25s] 7.9x 63% |█████████████████ | (93015/146790, 106 it/s) [7m51s:8m25s] 7.89x 63% |█████████████████ | (93072/146790, 106 it/s) [7m52s:8m25s] 7.89x 63% |█████████████████ | (93128/146790, 106 it/s) [7m52s:8m25s] 7.89x 63% |█████████████████ | (93186/146790, 107 it/s) [7m53s:8m22s] 7.88x 63% |█████████████████ | (93244/146790, 107 it/s) [7m53s:8m20s] 7.88x 63% |█████████████████ | (93302/146790, 108 it/s) [7m54s:8m13s] 7.88x 63% |█████████████████ | (93356/146790, 108 it/s) [7m54s:8m13s] 7.87x 63% |█████████████████ | (93414/146790, 109 it/s) [7m55s:8m10s] 7.87x 63% |█████████████████ | (93469/146790, 108 it/s) [7m55s:8m13s] 7.86x 63% |█████████████████ | (93528/146790, 109 it/s) [7m56s:8m9s] 7.86x 63% |█████████████████ | (93585/146790, 110 it/s) [7m56s:8m4s] 7.86x 63% |█████████████████ | (93642/146790, 112 it/s) [7m57s:7m54s] 7.85x 63% |█████████████████ | (93699/146790, 112 it/s) [7m57s:7m54s] 7.85x 63% |█████████████████ | (93757/146790, 113 it/s) [7m58s:7m47s] 7.85x 63% |█████████████████ | (93813/146790, 114 it/s) [7m58s:7m45s] 7.84x 63% |█████████████████ | (93874/146790, 114 it/s) [7m59s:7m45s] 7.84x 63% |█████████████████ | (93930/146790, 114 it/s) [7m59s:7m43s] 7.84x 64% |█████████████████ | (93982/146790, 113 it/s) [8m0s:7m47s] 7.83x 64% |█████████████████ | (94041/146790, 113 it/s) [8m0s:7m46s] 7.83x 64% |█████████████████ | (94097/146790, 113 it/s) [8m1s:7m46s] 7.83x 64% |█████████████████ | (94151/146790, 113 it/s) [8m1s:7m46s] 7.82x 64% |█████████████████ | (94199/146790, 111 it/s) [8m2s:7m54s] 7.82x 64% |█████████████████ | (94254/146790, 110 it/s) [8m2s:7m56s] 7.82x 64% |█████████████████ | (94312/146790, 110 it/s) [8m3s:7m55s] 7.81x 64% |█████████████████ | (94366/146790, 110 it/s) [8m3s:7m54s] 7.81x 64% |█████████████████ | (94414/146790, 109 it/s) [8m4s:7m59s] 7.8x 64% |██████████████████ | (94469/146790, 109 it/s) [8m4s:7m59s] 7.8x 64% |███████████████████ | (94523/146790, 108 it/s) [8m5s:8m3s] 7.8x 64% |███████████████████ | (94573/146790, 108 it/s) [8m5s:8m2s] 7.79x 64% |██████████████████ | (94619/146790, 107 it/s) [8m6s:8m5s] 7.79x 64% |█████████████████ | (94672/146790, 106 it/s) [8m6s:8m10s] 7.79x 64% |█████████████████ | (94724/146790, 105 it/s) [8m7s:8m13s] 7.78x 64% |█████████████████ | (94778/146790, 105 it/s) [8m7s:8m13s] 7.78x 64% |█████████████████ | (94825/146790, 105 it/s) [8m8s:8m13s] 7.77x 64% |█████████████████ | (94871/146790, 105 it/s) [8m8s:8m14s] 7.77x 64% |█████████████████ | (94920/146790, 104 it/s) [8m9s:8m18s] 7.77x 64% |█████████████████ | (94974/146790, 103 it/s) [8m9s:8m22s] 7.76x 64% |█████████████████ | (95029/146790, 103 it/s) [8m10s:8m22s] 7.76x 64% |█████████████████ | (95077/146790, 103 it/s) [8m10s:8m21s] 7.75x 64% |█████████████████ | (95124/146790, 103 it/s) [8m11s:8m20s] 7.75x 64% |█████████████████ | (95178/146790, 102 it/s) [8m11s:8m24s] 7.75x 64% |█████████████████ | (95236/146790, 103 it/s) [8m12s:8m20s] 7.74x 64% |█████████████████ | (95286/146790, 103 it/s) [8m12s:8m18s] 7.74x 64% |█████████████████ | (95342/146790, 103 it/s) [8m13s:8m17s] 7.74x 64% |█████████████████ | (95398/146790, 104 it/s) [8m13s:8m14s] 7.73x 65% |█████████████████ | (95456/146790, 104 it/s) [8m14s:8m13s] 7.73x 65% |██████████████████ | (95510/146790, 105 it/s) [8m14s:8m9s] 7.73x 65% |██████████████████ | (95565/146790, 105 it/s) [8m15s:8m7s] 7.72x 65% |██████████████████ | (95617/146790, 105 it/s) [8m15s:8m7s] 7.72x 65% |██████████████████ | (95666/146790, 106 it/s) [8m16s:8m3s] 7.72x 65% |█████████████████ | (95723/146790, 107 it/s) [8m16s:7m55s] 7.71x 65% |█████████████████ | (95775/146790, 107 it/s) [8m17s:7m56s] 7.71x 65% |█████████████████ | (95827/146790, 107 it/s) [8m17s:7m55s] 7.71x 65% |█████████████████ | (95877/146790, 107 it/s) [8m18s:7m55s] 7.7x 65% |██████████████████ | (95932/146790, 106 it/s) [8m18s:7m57s] 7.7x 65% |██████████████████ | (95984/146790, 107 it/s) [8m19s:7m55s] 7.7x 65% |██████████████████ | (96032/146790, 105 it/s) [8m19s:8m2s] 7.69x 65% |██████████████████ | (96089/146790, 105 it/s) [8m20s:8m1s] 7.69x 65% |█████████████████ | (96148/146790, 106 it/s) [8m20s:7m59s] 7.69x 65% |██████████████████ | (96201/146790, 105 it/s) [8m21s:8m0s] 7.68x 65% |█████████████████ | (96254/146790, 106 it/s) [8m21s:7m58s] 7.68x 65% |█████████████████ | (96312/146790, 106 it/s) [8m22s:7m56s] 7.68x 65% |█████████████████ | (96366/146790, 106 it/s) [8m22s:7m54s] 7.67x 65% |█████████████████ | (96418/146790, 106 it/s) [8m23s:7m54s] 7.67x 65% |█████████████████ | (96478/146790, 108 it/s) [8m23s:7m44s] 7.67x 65% |█████████████████ | (96538/146790, 109 it/s) [8m24s:7m39s] 7.66x 65% |█████████████████ | (96594/146790, 110 it/s) [8m24s:7m35s] 7.66x 65% |█████████████████ | (96647/146790, 111 it/s) [8m25s:7m30s] 7.66x 65% |█████████████████ | (96699/146790, 110 it/s) [8m25s:7m35s] 7.65x 65% |█████████████████ | (96750/146790, 110 it/s) [8m26s:7m34s] 7.65x 65% |█████████████████ | (96804/146790, 110 it/s) [8m26s:7m34s] 7.65x 65% |█████████████████ | (96862/146790, 110 it/s) [8m27s:7m34s] 7.64x 66% |█████████████████ | (96921/146790, 111 it/s) [8m27s:7m29s] 7.64x 66% |█████████████████ | (96975/146790, 110 it/s) [8m28s:7m32s] 7.64x 66% |█████████████████ | (97033/146790, 111 it/s) [8m28s:7m28s] 7.63x 66% |█████████████████ | (97089/146790, 112 it/s) [8m29s:7m24s] 7.63x 66% |█████████████████ | (97151/146790, 112 it/s) [8m29s:7m22s] 7.63x 66% |█████████████████ | (97211/146790, 112 it/s) [8m30s:7m21s] 7.63x 66% |█████████████████ | (97267/146790, 112 it/s) [8m30s:7m22s] 7.62x 66% |█████████████████ | (97320/146790, 111 it/s) [8m31s:7m24s] 7.62x 66% |█████████████████ | (97373/146790, 111 it/s) [8m31s:7m24s] 7.62x 66% |█████████████████ | (97431/146790, 112 it/s) [8m32s:7m19s] 7.61x 66% |█████████████████ | (97478/146790, 111 it/s) [8m32s:7m23s] 7.61x 66% |█████████████████ | (97533/146790, 110 it/s) [8m33s:7m25s] 7.61x 66% |█████████████████ | (97588/146790, 110 it/s) [8m33s:7m25s] 7.6x 66% |██████████████████ | (97646/146790, 111 it/s) [8m34s:7m22s] 7.6x 66% |██████████████████ | (97705/146790, 111 it/s) [8m34s:7m21s] 7.6x 66% |██████████████████ | (97756/146790, 111 it/s) [8m35s:7m21s] 7.59x 66% |█████████████████ | (97808/146790, 110 it/s) [8m35s:7m24s] 7.59x 66% |█████████████████ | (97868/146790, 110 it/s) [8m36s:7m25s] 7.59x 66% |█████████████████ | (97922/146790, 109 it/s) [8m36s:7m28s] 7.58x 66% |█████████████████ | (97974/146790, 109 it/s) [8m37s:7m27s] 7.58x 66% |█████████████████ | (98024/146790, 109 it/s) [8m37s:7m29s] 7.58x 66% |█████████████████ | (98081/146790, 109 it/s) [8m38s:7m28s] 7.57x 66% |█████████████████ | (98135/146790, 109 it/s) [8m38s:7m25s] 7.57x 66% |█████████████████ | (98193/146790, 109 it/s) [8m39s:7m25s] 7.57x 66% |█████████████████ | (98249/146790, 111 it/s) [8m39s:7m17s] 7.57x 66% |█████████████████ | (98308/146790, 112 it/s) [8m40s:7m13s] 7.56x 67% |██████████████████ | (98363/146790, 111 it/s) [8m40s:7m14s] 7.56x 67% |██████████████████ | (98415/146790, 111 it/s) [8m41s:7m14s] 7.56x 67% |██████████████████ | (98471/146790, 111 it/s) [8m41s:7m16s] 7.55x 67% |██████████████████ | (98533/146790, 113 it/s) [8m42s:7m8s] 7.55x 67% |██████████████████ | (98585/146790, 111 it/s) [8m42s:7m13s] 7.55x 67% |██████████████████ | (98646/146790, 113 it/s) [8m43s:7m7s] 7.54x 67% |██████████████████ | (98697/146790, 112 it/s) [8m43s:7m7s] 7.54x 67% |██████████████████ | (98754/146790, 112 it/s) [8m44s:7m7s] 7.54x 67% |██████████████████ | (98809/146790, 113 it/s) [8m44s:7m6s] 7.54x 67% |██████████████████ | (98857/146790, 111 it/s) [8m45s:7m13s] 7.53x 67% |██████████████████ | (98908/146790, 110 it/s) [8m45s:7m17s] 7.53x 67% |██████████████████ | (98957/146790, 107 it/s) [8m46s:7m25s] 7.53x 67% |██████████████████ | (99009/146790, 107 it/s) [8m46s:7m24s] 7.52x 67% |██████████████████ | (99067/146790, 107 it/s) [8m47s:7m24s] 7.52x 67% |██████████████████ | (99128/146790, 109 it/s) [8m47s:7m17s] 7.52x 67% |██████████████████ | (99183/146790, 107 it/s) [8m48s:7m22s] 7.51x 67% |██████████████████ | (99236/146790, 108 it/s) [8m48s:7m21s] 7.51x 67% |██████████████████ | (99292/146790, 107 it/s) [8m49s:7m25s] 7.51x 67% |██████████████████ | (99340/146790, 106 it/s) [8m49s:7m27s] 7.5x 67% |██████████████████ | (99394/146790, 106 it/s) [8m50s:7m26s] 7.5x 67% |██████████████████ | (99448/146790, 106 it/s) [8m50s:7m27s] 7.5x 67% |██████████████████ | (99508/146790, 108 it/s) [8m51s:7m17s] 7.5x 67% |██████████████████ | (99564/146790, 109 it/s) [8m51s:7m12s] 7.49x 67% |██████████████████ | (99616/146790, 110 it/s) [8m52s:7m9s] 7.49x 67% |██████████████████ | (99677/146790, 110 it/s) [8m52s:7m8s] 7.49x 67% |██████████████████ | (99762/146790, 113 it/s) [8m53s:6m54s] 7.49x 68% |██████████████████ | (99889/146790, 113 it/s) [8m53s:6m53s] 7.49x 68% |██████████████████ | (100025/146790, 127 it/s) [8m54s:6m6s] 7.49x 68% |██████████████████ | (100157/146790, 127 it/s) [8m54s:6m5s] 7.5x 68% |██████████████████ | (100296/146790, 144 it/s) [8m55s:5m23s] 7.5x 68% |██████████████████ | (100432/146790, 144 it/s) [8m55s:5m22s] 7.5x 68% |██████████████████ | (100572/146790, 161 it/s) [8m56s:4m47s] 7.51x 68% |█████████████████ | (100708/146790, 161 it/s) [8m56s:4m46s] 7.51x 68% |█████████████████ | (100844/146790, 177 it/s) [8m57s:4m20s] 7.51x 68% |█████████████████ | (100984/146790, 195 it/s) [8m57s:3m54s] 7.52x 68% |█████████████████ | (101123/146790, 212 it/s) [8m58s:3m35s] 7.52x 68% |█████████████████ | (101261/146790, 228 it/s) [8m58s:3m19s] 7.52x 69% |█████████████████ | (101398/146790, 228 it/s) [8m59s:3m19s] 7.52x 69% |██████████████████ | (101537/146790, 244 it/s) [8m59s:3m5s] 7.53x 69% |███████████████████ | (101676/146790, 244 it/s) [9m0s:3m4s] 7.53x 69% |██████████████████ | (101815/146790, 262 it/s) [9m0s:2m51s] 7.53x 69% |██████████████████ | (101951/146790, 274 it/s) [9m1s:2m43s] 7.54x 69% |██████████████████ | (102087/146790, 275 it/s) [9m1s:2m42s] 7.54x 69% |██████████████████ | (102219/146790, 275 it/s) [9m2s:2m42s] 7.54x 69% |██████████████████ | (102359/146790, 275 it/s) [9m2s:2m41s] 7.55x 69% |██████████████████ | (102486/146790, 273 it/s) [9m3s:2m42s] 7.55x 69% |██████████████████ | (102621/146790, 273 it/s) [9m3s:2m42s] 7.55x 70% |██████████████████ | (102756/146790, 272 it/s) [9m4s:2m42s] 7.56x 70% |██████████████████ | (102892/146790, 271 it/s) [9m4s:2m41s] 7.56x 70% |██████████████████ | (103031/146790, 271 it/s) [9m5s:2m41s] 7.56x 70% |██████████████████ | (103166/146790, 271 it/s) [9m5s:2m41s] 7.56x 70% |██████████████████ | (103302/146790, 270 it/s) [9m6s:2m41s] 7.57x 70% |██████████████████ | (103437/146790, 270 it/s) [9m6s:2m40s] 7.57x 70% |██████████████████ | (103577/146790, 270 it/s) [9m7s:2m39s] 7.57x 70% |██████████████████ | (103712/146790, 270 it/s) [9m7s:2m39s] 7.58x 70% |██████████████████ | (103843/146790, 270 it/s) [9m8s:2m38s] 7.58x 70% |██████████████████ | (103955/146790, 267 it/s) [9m8s:2m40s] 7.58x 70% |██████████████████ | (104093/146790, 269 it/s) [9m9s:2m38s] 7.58x 71% |███████████████████ | (104234/146790, 271 it/s) [9m9s:2m37s] 7.59x 71% |██████████████████ | (104374/146790, 272 it/s) [9m10s:2m36s] 7.59x 71% |██████████████████ | (104512/146790, 272 it/s) [9m10s:2m35s] 7.59x 71% |██████████████████ | (104652/146790, 272 it/s) [9m11s:2m34s] 7.6x 71% |███████████████████ | (104790/146790, 272 it/s) [9m11s:2m34s] 7.6x 71% |███████████████████ | (104927/146790, 272 it/s) [9m12s:2m33s] 7.6x 71% |███████████████████ | (105060/146790, 272 it/s) [9m12s:2m33s] 7.61x 71% |██████████████████ | (105196/146790, 272 it/s) [9m13s:2m33s] 7.61x 71% |██████████████████ | (105333/146790, 272 it/s) [9m13s:2m32s] 7.61x 71% |██████████████████ | (105471/146790, 272 it/s) [9m14s:2m31s] 7.62x 71% |██████████████████ | (105614/146790, 276 it/s) [9m14s:2m29s] 7.62x 72% |██████████████████ | (105753/146790, 276 it/s) [9m15s:2m28s] 7.62x 72% |██████████████████ | (105892/146790, 276 it/s) [9m15s:2m28s] 7.62x 72% |██████████████████ | (106033/146790, 276 it/s) [9m16s:2m27s] 7.63x 72% |██████████████████ | (106174/146790, 276 it/s) [9m16s:2m27s] 7.63x 72% |██████████████████ | (106309/146790, 276 it/s) [9m17s:2m26s] 7.63x 72% |██████████████████ | (106449/146790, 276 it/s) [9m17s:2m26s] 7.64x 72% |██████████████████ | (106589/146790, 276 it/s) [9m18s:2m25s] 7.64x 72% |██████████████████ | (106732/146790, 277 it/s) [9m18s:2m24s] 7.64x 72% |██████████████████ | (106872/146790, 279 it/s) [9m19s:2m23s] 7.65x 72% |██████████████████ | (107016/146790, 280 it/s) [9m19s:2m21s] 7.65x 73% |██████████████████ | (107159/146790, 282 it/s) [9m20s:2m20s] 7.65x 73% |██████████████████ | (107297/146790, 281 it/s) [9m20s:2m20s] 7.66x 73% |██████████████████ | (107439/146790, 281 it/s) [9m21s:2m20s] 7.66x 73% |██████████████████ | (107576/146790, 281 it/s) [9m21s:2m19s] 7.66x 73% |██████████████████ | (107719/146790, 282 it/s) [9m22s:2m18s] 7.67x 73% |██████████████████ | (107857/146790, 281 it/s) [9m22s:2m18s] 7.67x 73% |██████████████████ | (107936/146790, 269 it/s) [9m23s:2m24s] 7.67x 73% |██████████████████ | (108075/146790, 269 it/s) [9m23s:2m23s] 7.67x 73% |██████████████████ | (108216/146790, 269 it/s) [9m24s:2m23s] 7.67x 73% |██████████████████ | (108355/146790, 268 it/s) [9m24s:2m23s] 7.68x 73% |██████████████████ | (108497/146790, 269 it/s) [9m25s:2m22s] 7.68x 74% |███████████████████ | (108635/146790, 269 it/s) [9m25s:2m21s] 7.68x 74% |███████████████████ | (108776/146790, 268 it/s) [9m26s:2m21s] 7.69x 74% |███████████████████ | (108913/146790, 267 it/s) [9m26s:2m21s] 7.69x 74% |███████████████████ | (109052/146790, 267 it/s) [9m27s:2m21s] 7.69x 74% |███████████████████ | (109197/146790, 268 it/s) [9m27s:2m20s] 7.7x 74% |███████████████████ | (109335/146790, 267 it/s) [9m28s:2m20s] 7.7x 74% |███████████████████ | (109476/146790, 268 it/s) [9m28s:2m19s] 7.7x 74% |███████████████████ | (109615/146790, 268 it/s) [9m29s:2m18s] 7.71x 74% |███████████████████ | (109756/146790, 280 it/s) [9m29s:2m12s] 7.71x 74% |███████████████████ | (109895/146790, 280 it/s) [9m30s:2m11s] 7.71x 74% |███████████████████ | (110037/146790, 280 it/s) [9m30s:2m11s] 7.71x 75% |███████████████████ | (110174/146790, 280 it/s) [9m31s:2m10s] 7.72x 75% |███████████████████ | (110314/146790, 280 it/s) [9m31s:2m10s] 7.72x 75% |███████████████████ | (110450/146790, 279 it/s) [9m32s:2m10s] 7.72x 75% |████████████████████ | (110588/146790, 279 it/s) [9m32s:2m9s] 7.73x 75% |████████████████████ | (110729/146790, 279 it/s) [9m33s:2m9s] 7.73x 75% |████████████████████ | (110876/146790, 280 it/s) [9m33s:2m8s] 7.73x 75% |████████████████████ | (111019/146790, 281 it/s) [9m34s:2m7s] 7.74x 75% |████████████████████ | (111160/146790, 281 it/s) [9m34s:2m6s] 7.74x 75% |████████████████████ | (111303/146790, 281 it/s) [9m35s:2m6s] 7.74x 75% |████████████████████ | (111443/146790, 281 it/s) [9m35s:2m5s] 7.75x 76% |████████████████████ | (111585/146790, 282 it/s) [9m36s:2m4s] 7.75x 76% |████████████████████ | (111725/146790, 281 it/s) [9m36s:2m4s] 7.75x 76% |████████████████████ | (111867/146790, 282 it/s) [9m37s:2m3s] 7.75x 76% |████████████████████ | (112007/146790, 282 it/s) [9m37s:2m3s] 7.76x 76% |████████████████████ | (112148/146790, 283 it/s) [9m38s:2m2s] 7.76x 76% |████████████████████ | (112288/146790, 284 it/s) [9m38s:2m1s] 7.76x 76% |████████████████████ | (112428/146790, 283 it/s) [9m39s:2m1s] 7.77x 76% |████████████████████ | (112570/146790, 282 it/s) [9m39s:2m1s] 7.77x 76% |████████████████████ | (112710/146790, 282 it/s) [9m40s:2m0s] 7.77x 76% |████████████████████ | (112848/146790, 281 it/s) [9m40s:2m0s] 7.78x 76% |████████████████████ | (112984/146790, 280 it/s) [9m41s:2m0s] 7.78x 77% |████████████████████ | (113122/146790, 280 it/s) [9m41s:2m0s] 7.78x 77% |████████████████████ | (113264/146790, 280 it/s) [9m42s:1m59s] 7.78x 77% |████████████████████ | (113403/146790, 279 it/s) [9m42s:1m59s] 7.79x 77% |████████████████████ | (113539/146790, 279 it/s) [9m43s:1m59s] 7.79x 77% |████████████████████ | (113679/146790, 279 it/s) [9m43s:1m58s] 7.79x 77% |████████████████████ | (113822/146790, 279 it/s) [9m44s:1m58s] 7.8x 77% |████████████████████ | (113958/146790, 278 it/s) [9m44s:1m57s] 7.8x 77% |████████████████████ | (114100/146790, 279 it/s) [9m45s:1m57s] 7.8x 77% |████████████████████ | (114239/146790, 278 it/s) [9m45s:1m57s] 7.8x 77% |████████████████████ | (114383/146790, 279 it/s) [9m46s:1m56s] 7.81x 78% |████████████████████ | (114522/146790, 279 it/s) [9m46s:1m55s] 7.81x 78% |████████████████████ | (114662/146790, 280 it/s) [9m47s:1m54s] 7.81x 78% |████████████████████ | (114803/146790, 280 it/s) [9m47s:1m54s] 7.82x 78% |████████████████████ | (114941/146790, 280 it/s) [9m48s:1m53s] 7.82x 78% |████████████████████ | (115080/146790, 280 it/s) [9m48s:1m53s] 7.82x 78% |████████████████████ | (115220/146790, 280 it/s) [9m49s:1m52s] 7.82x 78% |████████████████████ | (115360/146790, 280 it/s) [9m49s:1m52s] 7.83x 78% |████████████████████ | (115496/146790, 279 it/s) [9m50s:1m52s] 7.83x 78% |████████████████████ | (115638/146790, 280 it/s) [9m50s:1m51s] 7.83x 78% |████████████████████ | (115776/146790, 280 it/s) [9m51s:1m50s] 7.84x 78% |████████████████████ | (115916/146790, 280 it/s) [9m51s:1m50s] 7.84x 79% |████████████████████ | (116056/146790, 279 it/s) [9m52s:1m50s] 7.84x 79% |████████████████████ | (116193/146790, 279 it/s) [9m52s:1m49s] 7.84x 79% |████████████████████ | (116332/146790, 279 it/s) [9m53s:1m49s] 7.85x 79% |████████████████████ | (116472/146790, 279 it/s) [9m53s:1m48s] 7.85x 79% |████████████████████ | (116613/146790, 279 it/s) [9m54s:1m48s] 7.85x 79% |████████████████████ | (116758/146790, 279 it/s) [9m54s:1m47s] 7.86x 79% |████████████████████ | (116901/146790, 280 it/s) [9m55s:1m46s] 7.86x 79% |████████████████████ | (117047/146790, 281 it/s) [9m55s:1m45s] 7.86x 79% |████████████████████ | (117192/146790, 283 it/s) [9m56s:1m44s] 7.86x 79% |████████████████████ | (117335/146790, 283 it/s) [9m56s:1m44s] 7.87x 80% |████████████████████ | (117483/146790, 285 it/s) [9m57s:1m42s] 7.87x 80% |████████████████████ | (117625/146790, 285 it/s) [9m57s:1m42s] 7.87x 80% |████████████████████ | (117771/146790, 287 it/s) [9m58s:1m41s] 7.88x 80% |████████████████████ | (117914/146790, 288 it/s) [9m58s:1m40s] 7.88x 80% |████████████████████ | (118057/146790, 288 it/s) [9m59s:1m39s] 7.88x 80% |████████████████████ | (118202/146790, 288 it/s) [9m59s:1m39s] 7.89x 80% |████████████████████ | (118343/146790, 288 it/s) [10m0s:1m38s] 7.89x 80% |████████████████████ | (118485/146790, 288 it/s) [10m0s:1m38s] 7.89x 80% |████████████████████ | (118631/146790, 288 it/s) [10m1s:1m37s] 7.9x 80% |█████████████████████ | (118775/146790, 288 it/s) [10m1s:1m37s] 7.9x 81% |█████████████████████ | (118918/146790, 288 it/s) [10m2s:1m36s] 7.9x 81% |█████████████████████ | (119063/146790, 288 it/s) [10m2s:1m36s] 7.9x 81% |█████████████████████ | (119205/146790, 287 it/s) [10m3s:1m36s] 7.91x 81% |█████████████████████ | (119347/146790, 287 it/s) [10m3s:1m35s] 7.91x 81% |█████████████████████ | (119490/146790, 287 it/s) [10m4s:1m35s] 7.91x 81% |█████████████████████ | (119637/146790, 287 it/s) [10m4s:1m34s] 7.92x 81% |█████████████████████ | (119781/146790, 287 it/s) [10m5s:1m34s] 7.92x 81% |█████████████████████ | (119929/146790, 288 it/s) [10m5s:1m33s] 7.92x 81% |█████████████████████ | (120074/146790, 288 it/s) [10m6s:1m32s] 7.93x 81% |█████████████████████ | (120220/146790, 288 it/s) [10m6s:1m32s] 7.93x 81% |█████████████████████ | (120361/146790, 288 it/s) [10m7s:1m31s] 7.93x 82% |█████████████████████ | (120507/146790, 288 it/s) [10m7s:1m31s] 7.93x 82% |█████████████████████ | (120649/146790, 288 it/s) [10m8s:1m30s] 7.94x 82% |█████████████████████ | (120795/146790, 288 it/s) [10m8s:1m30s] 7.94x 82% |█████████████████████ | (120937/146790, 287 it/s) [10m9s:1m29s] 7.94x 82% |█████████████████████ | (121082/146790, 288 it/s) [10m9s:1m29s] 7.95x 82% |████████████████████ | (121228/146790, 289 it/s) [10m10s:1m28s] 7.95x 82% |████████████████████ | (121370/146790, 289 it/s) [10m10s:1m27s] 7.95x 82% |████████████████████ | (121514/146790, 289 it/s) [10m11s:1m27s] 7.95x 82% |████████████████████ | (121656/146790, 288 it/s) [10m11s:1m27s] 7.96x 82% |████████████████████ | (121797/146790, 287 it/s) [10m12s:1m27s] 7.96x 83% |████████████████████ | (121941/146790, 287 it/s) [10m12s:1m26s] 7.96x 83% |████████████████████ | (122082/146790, 286 it/s) [10m13s:1m26s] 7.97x 83% |████████████████████ | (122223/146790, 286 it/s) [10m13s:1m25s] 7.97x 83% |████████████████████ | (122364/146790, 286 it/s) [10m14s:1m25s] 7.97x 83% |████████████████████ | (122507/146790, 286 it/s) [10m14s:1m24s] 7.97x 83% |████████████████████ | (122650/146790, 286 it/s) [10m15s:1m24s] 7.98x 83% |████████████████████ | (122791/146790, 285 it/s) [10m15s:1m24s] 7.98x 83% |████████████████████ | (122931/146790, 284 it/s) [10m16s:1m23s] 7.98x 83% |████████████████████ | (123073/146790, 284 it/s) [10m16s:1m23s] 7.98x 83% |████████████████████ | (123216/146790, 284 it/s) [10m17s:1m23s] 7.99x 84% |█████████████████████ | (123357/146790, 283 it/s) [10m17s:1m22s] 7.99x 84% |█████████████████████ | (123500/146790, 283 it/s) [10m18s:1m22s] 7.99x 84% |█████████████████████ | (123638/146790, 283 it/s) [10m18s:1m21s] 8x 84% |███████████████████████ | (123778/146790, 283 it/s) [10m19s:1m21s] 8x 84% |███████████████████████ | (123916/146790, 282 it/s) [10m19s:1m21s] 8x 84% |███████████████████████ | (124057/146790, 282 it/s) [10m20s:1m20s] 8x 84% |███████████████████████ | (124196/146790, 281 it/s) [10m20s:1m20s] 8.01x 84% |█████████████████████ | (124336/146790, 281 it/s) [10m21s:1m19s] 8.01x 84% |█████████████████████ | (124475/146790, 281 it/s) [10m21s:1m19s] 8.01x 84% |█████████████████████ | (124611/146790, 280 it/s) [10m22s:1m19s] 8.01x 84% |█████████████████████ | (124749/146790, 279 it/s) [10m22s:1m18s] 8.02x 85% |█████████████████████ | (124891/146790, 279 it/s) [10m23s:1m18s] 8.02x 85% |█████████████████████ | (125030/146790, 279 it/s) [10m23s:1m17s] 8.02x 85% |█████████████████████ | (125171/146790, 279 it/s) [10m24s:1m17s] 8.02x 85% |█████████████████████ | (125313/146790, 279 it/s) [10m24s:1m16s] 8.03x 85% |█████████████████████ | (125450/146790, 279 it/s) [10m25s:1m16s] 8.03x 85% |█████████████████████ | (125589/146790, 278 it/s) [10m25s:1m16s] 8.03x 85% |█████████████████████ | (125728/146790, 278 it/s) [10m26s:1m15s] 8.03x 85% |█████████████████████ | (125870/146790, 278 it/s) [10m26s:1m15s] 8.04x 85% |█████████████████████ | (126011/146790, 279 it/s) [10m27s:1m14s] 8.04x 85% |█████████████████████ | (126152/146790, 279 it/s) [10m27s:1m13s] 8.04x 86% |█████████████████████ | (126292/146790, 279 it/s) [10m28s:1m13s] 8.04x 86% |█████████████████████ | (126434/146790, 279 it/s) [10m28s:1m12s] 8.05x 86% |█████████████████████ | (126579/146790, 281 it/s) [10m29s:1m11s] 8.05x 86% |█████████████████████ | (126721/146790, 282 it/s) [10m29s:1m11s] 8.05x 86% |█████████████████████ | (126863/146790, 282 it/s) [10m30s:1m10s] 8.05x 86% |█████████████████████ | (127004/146790, 282 it/s) [10m30s:1m10s] 8.06x 86% |██████████████████████ | (127145/146790, 282 it/s) [10m31s:1m9s] 8.06x 86% |██████████████████████ | (127285/146790, 282 it/s) [10m31s:1m9s] 8.06x 86% |██████████████████████ | (127423/146790, 282 it/s) [10m32s:1m8s] 8.06x 86% |██████████████████████ | (127564/146790, 282 it/s) [10m32s:1m8s] 8.07x 87% |██████████████████████ | (127708/146790, 282 it/s) [10m33s:1m7s] 8.07x 87% |██████████████████████ | (127850/146790, 283 it/s) [10m33s:1m6s] 8.07x 87% |██████████████████████ | (127991/146790, 282 it/s) [10m34s:1m6s] 8.07x 87% |██████████████████████ | (128126/146790, 282 it/s) [10m34s:1m6s] 8.08x 87% |██████████████████████ | (128265/146790, 281 it/s) [10m35s:1m5s] 8.08x 87% |██████████████████████ | (128396/146790, 281 it/s) [10m35s:1m5s] 8.08x 87% |██████████████████████ | (128518/146790, 278 it/s) [10m36s:1m5s] 8.08x 87% |██████████████████████ | (128649/146790, 276 it/s) [10m36s:1m5s] 8.08x 87% |██████████████████████ | (128770/146790, 272 it/s) [10m37s:1m6s] 8.09x 87% |██████████████████████ | (128905/146790, 271 it/s) [10m37s:1m5s] 8.09x 87% |██████████████████████ | (129036/146790, 270 it/s) [10m38s:1m5s] 8.09x 87% |██████████████████████ | (129173/146790, 269 it/s) [10m38s:1m5s] 8.09x 88% |██████████████████████ | (129305/146790, 267 it/s) [10m39s:1m5s] 8.09x 88% |██████████████████████ | (129443/146790, 266 it/s) [10m39s:1m5s] 8.1x 88% |███████████████████████ | (129580/146790, 266 it/s) [10m40s:1m4s] 8.1x 88% |███████████████████████ | (129719/146790, 265 it/s) [10m40s:1m4s] 8.1x 88% |███████████████████████ | (129862/146790, 266 it/s) [10m41s:1m3s] 8.1x 88% |███████████████████████ | (130000/146790, 269 it/s) [10m41s:1m2s] 8.11x 88% |██████████████████████ | (130141/146790, 271 it/s) [10m42s:1m1s] 8.11x 88% |██████████████████████ | (130279/146790, 271 it/s) [10m42s:1m1s] 8.11x 88% |███████████████████████ | (130418/146790, 274 it/s) [10m43s:59s] 8.11x 88% |███████████████████████ | (130556/146790, 275 it/s) [10m43s:59s] 8.11x 89% |████████████████████████ | (130696/146790, 277 it/s) [10m44s:58s] 8.12x 89% |████████████████████████ | (130835/146790, 277 it/s) [10m44s:57s] 8.12x 89% |████████████████████████ | (130976/146790, 279 it/s) [10m45s:56s] 8.12x 89% |████████████████████████ | (131114/146790, 279 it/s) [10m45s:56s] 8.12x 89% |████████████████████████ | (131255/146790, 279 it/s) [10m46s:55s] 8.13x 89% |████████████████████████ | (131392/146790, 279 it/s) [10m46s:55s] 8.13x 89% |████████████████████████ | (131531/146790, 278 it/s) [10m47s:54s] 8.13x 89% |████████████████████████ | (131667/146790, 278 it/s) [10m48s:54s] 8.13x 89% |████████████████████████ | (131804/146790, 278 it/s) [10m48s:53s] 8.14x 89% |████████████████████████ | (131940/146790, 277 it/s) [10m49s:53s] 8.14x 89% |████████████████████████ | (132080/146790, 277 it/s) [10m49s:53s] 8.14x 90% |████████████████████████ | (132221/146790, 278 it/s) [10m50s:52s] 8.14x 90% |████████████████████████ | (132360/146790, 278 it/s) [10m50s:51s] 8.14x 90% |████████████████████████ | (132497/146790, 277 it/s) [10m51s:51s] 8.15x 90% |████████████████████████ | (132636/146790, 277 it/s) [10m51s:51s] 8.15x 90% |████████████████████████ | (132773/146790, 277 it/s) [10m52s:50s] 8.15x 90% |████████████████████████ | (132914/146790, 277 it/s) [10m52s:50s] 8.15x 90% |████████████████████████ | (133055/146790, 277 it/s) [10m53s:49s] 8.16x 90% |████████████████████████ | (133193/146790, 277 it/s) [10m53s:49s] 8.16x 90% |████████████████████████ | (133333/146790, 277 it/s) [10m54s:48s] 8.16x 90% |████████████████████████ | (133469/146790, 277 it/s) [10m54s:48s] 8.16x 91% |████████████████████████ | (133611/146790, 279 it/s) [10m55s:47s] 8.16x 91% |████████████████████████ | (133747/146790, 278 it/s) [10m55s:46s] 8.17x 91% |████████████████████████ | (133884/146790, 277 it/s) [10m56s:46s] 8.17x 91% |████████████████████████ | (134021/146790, 277 it/s) [10m56s:46s] 8.17x 91% |████████████████████████ | (134158/146790, 276 it/s) [10m57s:45s] 8.17x 91% |████████████████████████ | (134299/146790, 277 it/s) [10m57s:45s] 8.18x 91% |████████████████████████ | (134435/146790, 277 it/s) [10m58s:44s] 8.18x 91% |████████████████████████ | (134575/146790, 277 it/s) [10m58s:44s] 8.18x 91% |████████████████████████ | (134713/146790, 277 it/s) [10m59s:43s] 8.18x 91% |████████████████████████ | (134852/146790, 276 it/s) [10m59s:43s] 8.18x 91% |█████████████████████████ | (134989/146790, 276 it/s) [11m0s:42s] 8.19x 92% |█████████████████████████ | (135128/146790, 276 it/s) [11m0s:42s] 8.19x 92% |█████████████████████████ | (135264/146790, 276 it/s) [11m1s:41s] 8.19x 92% |█████████████████████████ | (135404/146790, 275 it/s) [11m1s:41s] 8.19x 92% |█████████████████████████ | (135540/146790, 275 it/s) [11m2s:40s] 8.2x 92% |██████████████████████████ | (135679/146790, 275 it/s) [11m2s:40s] 8.2x 92% |██████████████████████████ | (135821/146790, 276 it/s) [11m3s:39s] 8.2x 92% |██████████████████████████ | (135957/146790, 276 it/s) [11m3s:39s] 8.2x 92% |██████████████████████████ | (136096/146790, 276 it/s) [11m4s:38s] 8.2x 92% |██████████████████████████ | (136237/146790, 277 it/s) [11m4s:38s] 8.21x 92% |█████████████████████████ | (136378/146790, 277 it/s) [11m5s:37s] 8.21x 93% |██████████████████████████ | (136517/146790, 277 it/s) [11m5s:37s] 8.21x 93% |██████████████████████████ | (136655/146790, 277 it/s) [11m6s:36s] 8.21x 93% |██████████████████████████ | (136795/146790, 277 it/s) [11m6s:36s] 8.22x 93% |██████████████████████████ | (136936/146790, 278 it/s) [11m7s:35s] 8.22x 93% |██████████████████████████ | (137073/146790, 277 it/s) [11m7s:35s] 8.22x 93% |██████████████████████████ | (137212/146790, 278 it/s) [11m8s:34s] 8.22x 93% |██████████████████████████ | (137349/146790, 278 it/s) [11m8s:33s] 8.22x 93% |██████████████████████████ | (137488/146790, 277 it/s) [11m9s:33s] 8.23x 93% |██████████████████████████ | (137626/146790, 278 it/s) [11m9s:32s] 8.23x 93% |█████████████████████████ | (137762/146790, 277 it/s) [11m10s:32s] 8.23x 93% |█████████████████████████ | (137903/146790, 277 it/s) [11m10s:32s] 8.23x 94% |█████████████████████████ | (138041/146790, 277 it/s) [11m11s:31s] 8.23x 94% |█████████████████████████ | (138180/146790, 277 it/s) [11m11s:31s] 8.24x 94% |█████████████████████████ | (138318/146790, 277 it/s) [11m12s:30s] 8.24x 94% |█████████████████████████ | (138457/146790, 276 it/s) [11m12s:30s] 8.24x 94% |█████████████████████████ | (138597/146790, 277 it/s) [11m13s:29s] 8.24x 94% |█████████████████████████ | (138734/146790, 277 it/s) [11m13s:29s] 8.24x 94% |█████████████████████████ | (138876/146790, 277 it/s) [11m14s:28s] 8.25x 94% |█████████████████████████ | (139015/146790, 277 it/s) [11m14s:28s] 8.25x 94% |█████████████████████████ | (139156/146790, 278 it/s) [11m15s:27s] 8.25x 94% |█████████████████████████ | (139294/146790, 278 it/s) [11m15s:27s] 8.25x 94% |█████████████████████████ | (139433/146790, 277 it/s) [11m16s:26s] 8.26x 95% |█████████████████████████ | (139574/146790, 278 it/s) [11m16s:25s] 8.26x 95% |█████████████████████████ | (139715/146790, 279 it/s) [11m17s:25s] 8.26x 95% |█████████████████████████ | (139854/146790, 279 it/s) [11m17s:24s] 8.26x 95% |█████████████████████████ | (139994/146790, 279 it/s) [11m18s:24s] 8.26x 95% |█████████████████████████ | (140132/146790, 279 it/s) [11m18s:23s] 8.27x 95% |█████████████████████████ | (140273/146790, 279 it/s) [11m19s:23s] 8.27x 95% |█████████████████████████ | (140415/146790, 279 it/s) [11m19s:22s] 8.27x 95% |█████████████████████████ | (140552/146790, 279 it/s) [11m20s:22s] 8.27x 95% |█████████████████████████ | (140693/146790, 280 it/s) [11m20s:21s] 8.28x 95% |█████████████████████████ | (140832/146790, 279 it/s) [11m21s:21s] 8.28x 96% |█████████████████████████ | (140976/146790, 281 it/s) [11m21s:20s] 8.28x 96% |█████████████████████████ | (141123/146790, 282 it/s) [11m22s:20s] 8.28x 96% |█████████████████████████ | (141271/146790, 283 it/s) [11m22s:19s] 8.28x 96% |█████████████████████████ | (141414/146790, 283 it/s) [11m23s:18s] 8.29x 96% |█████████████████████████ | (141564/146790, 285 it/s) [11m23s:18s] 8.29x 96% |█████████████████████████ | (141716/146790, 287 it/s) [11m24s:17s] 8.29x 96% |█████████████████████████ | (141871/146790, 290 it/s) [11m24s:16s] 8.3x 96% |██████████████████████████ | (142019/146790, 292 it/s) [11m25s:16s] 8.3x 96% |██████████████████████████ | (142169/146790, 294 it/s) [11m25s:15s] 8.3x 96% |██████████████████████████ | (142316/146790, 295 it/s) [11m26s:15s] 8.3x 97% |███████████████████████████ | (142463/146790, 297 it/s) [11m26s:14s] 8.31x 97% |██████████████████████████ | (142613/146790, 298 it/s) [11m27s:14s] 8.31x 97% |██████████████████████████ | (142762/146790, 298 it/s) [11m27s:13s] 8.31x 97% |██████████████████████████ | (142911/146790, 298 it/s) [11m28s:13s] 8.31x 97% |██████████████████████████ | (143062/146790, 299 it/s) [11m28s:12s] 8.32x 97% |██████████████████████████ | (143209/146790, 299 it/s) [11m29s:11s] 8.32x 97% |██████████████████████████ | (143360/146790, 299 it/s) [11m29s:11s] 8.32x 97% |██████████████████████████ | (143508/146790, 299 it/s) [11m30s:10s] 8.32x 97% |██████████████████████████ | (143654/146790, 297 it/s) [11m30s:10s] 8.33x 97% |██████████████████████████ | (143806/146790, 298 it/s) [11m31s:10s] 8.33x 98% |███████████████████████████ | (143954/146790, 298 it/s) [11m31s:9s] 8.33x 98% |███████████████████████████ | (144104/146790, 298 it/s) [11m32s:9s] 8.33x 98% |███████████████████████████ | (144252/146790, 298 it/s) [11m32s:8s] 8.34x 98% |███████████████████████████ | (144398/146790, 298 it/s) [11m33s:8s] 8.34x 98% |███████████████████████████ | (144543/146790, 296 it/s) [11m33s:7s] 8.34x 98% |███████████████████████████ | (144689/146790, 296 it/s) [11m34s:7s] 8.34x 98% |███████████████████████████ | (144825/146790, 293 it/s) [11m34s:6s] 8.35x 98% |███████████████████████████ | (144969/146790, 292 it/s) [11m35s:6s] 8.35x 98% |███████████████████████████ | (145117/146790, 292 it/s) [11m35s:5s] 8.35x 98% |███████████████████████████ | (145262/146790, 292 it/s) [11m36s:5s] 8.35x 99% |███████████████████████████ | (145406/146790, 291 it/s) [11m36s:4s] 8.36x 99% |███████████████████████████ | (145536/146790, 287 it/s) [11m37s:4s] 8.36x 99% |███████████████████████████ | (145666/146790, 283 it/s) [11m37s:3s] 8.36x 99% |███████████████████████████ | (145797/146790, 283 it/s) [11m38s:3s] 8.36x 99% |███████████████████████████ | (145929/146790, 280 it/s) [11m38s:3s] 8.36x 99% |███████████████████████████ | (146051/146790, 275 it/s) [11m39s:2s] 8.36x 99% |███████████████████████████ | (146159/146790, 268 it/s) [11m39s:2s] 8.36x 99% |███████████████████████████ | (146284/146790, 264 it/s) [11m40s:1s] 8.36x 99% |███████████████████████████ | (146419/146790, 263 it/s) [11m40s:1s] 8.37x 99% |███████████████████████████ | (146543/146790, 259 it/s) [11m41s:0s] 8.37x 99% |███████████████████████████ | (146673/146790, 256 it/s) [11m41s:0s] 8.37x 100% |████████████████████████████| (146790/146790, 209 it/s) 8.37x 100% |████████████████████████████| (146790/146790, 209 it/s)2026-09-24 03:09:57 [INFO] Prepared camera 3 in 11m42.453591952s 2026-09-24 03:09:57 [INFO] Prepared video data in 1h0m47.569942258s 2026-09-24 03:09:57 [INFO] Laser preparation disabled 2026-09-24 03:09:57 [INFO] Sonar preparation disabled 2026-09-24 03:09:57 [INFO] No IMU data found 2026-09-24 03:09:57 [INFO] Writing pipe size track... 2026-09-24 03:09:57 [INFO] Writing pipe shape track... 2026-09-24 03:09:57 [INFO] Writing pipe material track... 2026-09-24 03:09:57 [INFO] Prepared miscellaneous data in 199.84µs 2026-09-24 03:09:57 [INFO] DataPrep took 1h0m47.883362683s