+ '[' 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/8d80cd0c-428c-454a-8ef4-662870a6518e 2026-09-23 22:29:09 [INFO] DataPrep 1.0.1 2026-09-23 22:29:09 [INFO] GUID 8d80cd0c-428c-454a-8ef4-662870a6518e 2026-09-23 22:29:09 [INFO] Preparing counter data... 2026-09-23 22:29:09 [INFO] Interpreting counter data as imperial 2026-09-23 22:29:10 [INFO] Prepared counter data in 78.726863ms 2026-09-23 22:29:10 [INFO] Preparing video data... 2026-09-23 22:29:10 [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% 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|██████████████████████████████████████████████████████████ | [0s:0s] 96% |███████████████████████████████████████████████████████████ | [0s:0s] 97% |████████████████████████████████████████████████████████████ | [0s:0s] 98% |████████████████████████████████████████████████████████████ | [0s:0s] 99% |█████████████████████████████████████████████████████████████ | [0s:0s] 100% |██████████████████████████████████████████████████████████████| 0% | | (0/61744, 0 it/hr) [0s:0s] 0% | | (13/61744, 13 it/s) [0s:1h16m53s] 1.04x 0% | | (84/61744, 57 it/s) [1s:17m59s] 3.32x 0% | | (150/61744, 150 it/s) [1s:6m51s] 3.97x 0% | | (215/61744, 150 it/s) [2s:6m50s] 4.28x 0% | | (290/61744, 145 it/s) [2s:7m4s] 4.62x 0% | | (362/61744, 145 it/s) [3s:7m3s] 4.81x 0% | | (437/61744, 145 it/s) [3s:7m1s] 4.98x 0% | | (513/61744, 145 it/s) [4s:7m1s] 5.11x 0% | | (587/61744, 147 it/s) [4s:6m57s] 5.2x 1% | | (664/61744, 148 it/s) [5s:6m52s] 5.3x 1% | | (741/61744, 149 it/s) [5s:6m49s] 5.38x 1% | | (817/61744, 149 it/s) [6s:6m47s] 5.43x 1% | | (893/61744, 150 it/s) [6s:6m46s] 5.48x 1% | | (967/61744, 150 it/s) [7s:6m45s] 5.51x 1% | | (1050/61744, 151 it/s) [7s:6m43s] 5.59x 1% | | (1126/61744, 151 it/s) [8s:6m42s] 5.62x 1% | | (1204/61744, 151 it/s) [8s:6m40s] 5.66x 2% | | (1283/61744, 153 it/s) [9s:6m35s] 5.69x 2% | | (1363/61744, 154 it/s) [9s:6m31s] 5.73x 2% | | (1438/61744, 154 it/s) [10s:6m30s] 5.74x 2% | | (1515/61744, 154 it/s) [10s:6m30s] 5.76x 2% | | (1595/61744, 155 it/s) [11s:6m28s] 5.79x 2% | | (1672/61744, 155 it/s) [11s:6m27s] 5.81x 2% | | (1743/61744, 155 it/s) [12s:6m26s] 5.8x 2% | | (1819/61744, 155 it/s) [12s:6m27s] 5.81x 3% | | (1891/61744, 155 it/s) [13s:6m27s] 5.81x 3% | | (1968/61744, 154 it/s) [13s:6m28s] 5.82x 3% | | (2047/61744, 154 it/s) [14s:6m28s] 5.84x 3% | | (2119/61744, 154 it/s) [14s:6m27s] 5.84x 3% | | (2194/61744, 153 it/s) [15s:6m28s] 5.84x 3% | | (2267/61744, 152 it/s) [15s:6m31s] 5.84x 3% | | (2346/61744, 152 it/s) [16s:6m31s] 5.86x 3% | | (2420/61744, 152 it/s) [16s:6m31s] 5.86x 4% |█ | (2494/61744, 151 it/s) [17s:6m32s] 5.86x 4% |█ | (2574/61744, 151 it/s) [17s:6m31s] 5.88x 4% |█ | (2652/61744, 151 it/s) [18s:6m30s] 5.89x 4% |█ | (2736/61744, 153 it/s) [18s:6m25s] 5.91x 4% |█ | (2816/61744, 154 it/s) [19s:6m21s] 5.92x 4% |█ | (2897/61744, 154 it/s) [19s:6m21s] 5.93x 4% |█ | (2977/61744, 155 it/s) [20s:6m18s] 5.95x 4% |█ | (3053/61744, 155 it/s) [20s:6m17s] 5.95x 5% |█ | (3131/61744, 156 it/s) [21s:6m14s] 5.96x 5% |█ | (3207/61744, 156 it/s) [21s:6m15s] 5.96x 5% |█ | (3284/61744, 156 it/s) [22s:6m13s] 5.96x 5% |█ | (3365/61744, 158 it/s) [22s:6m10s] 5.97x 5% |█ | (3443/61744, 158 it/s) [23s:6m9s] 5.98x 5% |█ | (3518/61744, 157 it/s) [23s:6m10s] 5.98x 5% |█ | (3597/61744, 157 it/s) [24s:6m9s] 5.99x 5% |█ | (3676/61744, 157 it/s) [24s:6m9s] 5.99x 6% |█ | (3751/61744, 156 it/s) [25s:6m12s] 5.99x 6% |█ | (3832/61744, 156 it/s) [25s:6m11s] 6x 6% |██ | (3911/61744, 156 it/s) [26s:6m11s] 6.01x 6% |█ | (3991/61744, 157 it/s) [27s:6m8s] 6.02x 6% 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(10353/61744, 185 it/s) [1m6s:4m38s] 6.32x 17% |████ | (10502/61744, 185 it/s) [1m6s:4m37s] 6.36x 17% |████ | (10648/61744, 198 it/s) [1m7s:4m17s] 6.4x 17% |█████ | (10794/61744, 212 it/s) [1m7s:4m0s] 6.44x 17% |█████ | (10940/61744, 212 it/s) [1m8s:4m0s] 6.48x 17% |████ | (11086/61744, 225 it/s) [1m8s:3m45s] 6.51x 18% |█████ | (11233/61744, 238 it/s) [1m9s:3m31s] 6.55x 18% |█████ | (11379/61744, 252 it/s) [1m9s:3m19s] 6.59x 18% |█████ | (11524/61744, 264 it/s) [1m10s:3m9s] 6.63x 18% |█████ | (11669/61744, 277 it/s) [1m10s:3m0s] 6.66x 19% |█████ | (11812/61744, 289 it/s) [1m11s:2m53s] 6.69x 19% |█████ | (11955/61744, 291 it/s) [1m11s:2m51s] 6.73x 19% |█████ | (12102/61744, 291 it/s) [1m12s:2m50s] 6.76x 19% |█████ | (12251/61744, 291 it/s) [1m12s:2m49s] 6.8x 20% |█████ | (12397/61744, 291 it/s) [1m13s:2m49s] 6.83x 20% |█████ | (12539/61744, 291 it/s) [1m13s:2m49s] 6.86x 20% |█████ | (12690/61744, 291 it/s) [1m14s:2m48s] 6.9x 20% |█████ | (12840/61744, 292 it/s) [1m14s:2m47s] 6.93x 21% |█████ | (12989/61744, 292 it/s) [1m15s:2m46s] 6.97x 21% |█████ | (13134/61744, 292 it/s) [1m15s:2m46s] 7x 21% |██████ | (13284/61744, 292 it/s) [1m16s:2m45s] 7.03x 21% |█████ | (13435/61744, 293 it/s) [1m16s:2m44s] 7.06x 21% |█████ | (13581/61744, 293 it/s) [1m17s:2m44s] 7.09x 22% |██████ | (13733/61744, 295 it/s) [1m17s:2m42s] 7.13x 22% |██████ | (13879/61744, 296 it/s) [1m18s:2m41s] 7.16x 22% |██████ | (14019/61744, 296 it/s) [1m18s:2m41s] 7.18x 22% |██████ | (14165/61744, 295 it/s) [1m19s:2m41s] 7.21x 23% |██████ | (14313/61744, 295 it/s) [1m19s:2m40s] 7.24x 23% |██████ | (14456/61744, 294 it/s) [1m20s:2m40s] 7.27x 23% |██████ | (14605/61744, 294 it/s) [1m20s:2m40s] 7.3x 23% |██████ | (14749/61744, 293 it/s) [1m21s:2m40s] 7.32x 24% |██████ | (14895/61744, 293 it/s) [1m21s:2m39s] 7.35x 24% |██████ | (15043/61744, 293 it/s) [1m22s:2m39s] 7.38x 24% |██████ | (15187/61744, 292 it/s) [1m22s:2m39s] 7.4x 24% |██████ | (15334/61744, 292 it/s) [1m23s:2m38s] 7.43x 25% |███████ | (15477/61744, 291 it/s) [1m23s:2m38s] 7.45x 25% |███████ | (15619/61744, 291 it/s) [1m24s:2m38s] 7.48x 25% |███████ | (15737/61744, 288 it/s) [1m24s:2m39s] 7.49x 25% |███████ | (15833/61744, 278 it/s) [1m25s:2m44s] 7.49x 25% |███████ | (15980/61744, 278 it/s) [1m25s:2m44s] 7.51x 26% |███████ | (16128/61744, 279 it/s) [1m26s:2m43s] 7.54x 26% |███████ | (16273/61744, 278 it/s) [1m26s:2m43s] 7.56x 26% |███████ | (16417/61744, 278 it/s) [1m27s:2m42s] 7.58x 26% |███████ | (16559/61744, 278 it/s) [1m27s:2m42s] 7.61x 27% |███████ | (16704/61744, 278 it/s) [1m28s:2m42s] 7.63x 27% |███████ | (16851/61744, 277 it/s) [1m28s:2m41s] 7.65x 27% |███████ | (16996/61744, 277 it/s) [1m29s:2m41s] 7.67x 27% |███████ | (17147/61744, 279 it/s) [1m29s:2m40s] 7.7x 28% |████████ | (17294/61744, 282 it/s) [1m30s:2m37s] 7.72x 28% |███████ | (17441/61744, 282 it/s) [1m30s:2m37s] 7.74x 28% |███████ | (17590/61744, 292 it/s) [1m31s:2m31s] 7.77x 28% |███████ | (17738/61744, 293 it/s) [1m31s:2m30s] 7.79x 28% |███████ | (17879/61744, 293 it/s) [1m32s:2m29s] 7.81x 29% |████████ | (18023/61744, 291 it/s) [1m32s:2m30s] 7.83x 29% |████████ | (18168/61744, 291 it/s) [1m33s:2m29s] 7.85x 29% |████████ | (18310/61744, 291 it/s) [1m33s:2m29s] 7.87x 29% |████████ | (18452/61744, 291 it/s) [1m34s:2m28s] 7.89x 30% |████████ | (18594/61744, 291 it/s) [1m34s:2m28s] 7.91x 30% |████████ | (18738/61744, 291 it/s) [1m35s:2m27s] 7.92x 30% |████████ | (18884/61744, 291 it/s) [1m35s:2m27s] 7.94x 30% |████████ | (19027/61744, 290 it/s) [1m36s:2m27s] 7.96x 31% |████████ | (19170/61744, 289 it/s) [1m36s:2m27s] 7.98x 31% |████████ | (19312/61744, 288 it/s) [1m37s:2m27s] 8x 31% |█████████ | (19457/61744, 287 it/s) [1m37s:2m27s] 8.02x 31% |████████ | (19603/61744, 287 it/s) [1m38s:2m26s] 8.04x 31% |████████ | (19742/61744, 286 it/s) [1m38s:2m26s] 8.05x 32% |████████ | (19885/61744, 286 it/s) [1m39s:2m26s] 8.07x 32% |████████ | (20034/61744, 287 it/s) [1m39s:2m25s] 8.09x 32% |████████ | (20182/61744, 289 it/s) [1m40s:2m24s] 8.11x 32% |████████ | (20330/61744, 289 it/s) [1m40s:2m23s] 8.12x 33% |█████████ | (20478/61744, 290 it/s) [1m41s:2m22s] 8.14x 33% |█████████ | (20626/61744, 291 it/s) [1m41s:2m21s] 8.16x 33% |█████████ | (20772/61744, 292 it/s) [1m42s:2m20s] 8.18x 33% |█████████ | (20918/61744, 292 it/s) [1m42s:2m19s] 8.2x 34% |█████████ | (21068/61744, 293 it/s) [1m43s:2m18s] 8.21x 34% |█████████ | (21216/61744, 295 it/s) [1m43s:2m17s] 8.23x 34% |█████████ | (21364/61744, 296 it/s) [1m44s:2m16s] 8.25x 34% |█████████ | (21509/61744, 295 it/s) [1m44s:2m16s] 8.27x 35% |█████████ | (21657/61744, 295 it/s) [1m45s:2m15s] 8.28x 35% |█████████ | (21802/61744, 295 it/s) [1m45s:2m15s] 8.3x 35% |██████████ | (21946/61744, 294 it/s) [1m46s:2m15s] 8.31x 35% |█████████ | (22091/61744, 293 it/s) [1m46s:2m15s] 8.33x 36% |██████████ | (22233/61744, 292 it/s) [1m47s:2m15s] 8.34x 36% |██████████ | (22378/61744, 292 it/s) [1m47s:2m14s] 8.36x 36% |██████████ | (22521/61744, 291 it/s) [1m48s:2m14s] 8.37x 36% |██████████ | (22666/61744, 291 it/s) [1m48s:2m14s] 8.39x 36% |██████████ | (22813/61744, 290 it/s) [1m49s:2m14s] 8.4x 37% |██████████ | (22960/61744, 290 it/s) [1m49s:2m13s] 8.42x 37% |██████████ | (23106/61744, 290 it/s) [1m50s:2m13s] 8.43x 37% |██████████ | (23244/61744, 288 it/s) [1m50s:2m13s] 8.45x 37% |██████████ | (23358/61744, 288 it/s) [1m51s:2m13s] 8.45x 38% |██████████ | (23495/61744, 284 it/s) [1m51s:2m14s] 8.46x 38% |██████████ | (23655/61744, 287 it/s) [1m52s:2m12s] 8.48x 38% |██████████ | (23811/61744, 289 it/s) [1m52s:2m11s] 8.5x 38% |███████████ | (23970/61744, 292 it/s) [1m53s:2m9s] 8.52x 39% |███████████ | (24127/61744, 295 it/s) [1m53s:2m7s] 8.53x 39% |███████████ | (24287/61744, 298 it/s) [1m54s:2m5s] 8.55x 39% |███████████ | (24446/61744, 301 it/s) [1m54s:2m3s] 8.57x 39% |███████████ | (24606/61744, 304 it/s) [1m55s:2m2s] 8.59x 40% |███████████ | (24764/61744, 306 it/s) [1m55s:2m0s] 8.61x 40% |███████████ | (24921/61744, 310 it/s) [1m56s:1m58s] 8.62x 40% |███████████ | (25075/61744, 316 it/s) [1m56s:1m56s] 8.64x 40% |███████████ | (25231/61744, 315 it/s) [1m57s:1m55s] 8.66x 41% |███████████ | (25388/61744, 315 it/s) [1m57s:1m55s] 8.67x 41% |███████████ | (25542/61744, 315 it/s) [1m58s:1m54s] 8.69x 41% |███████████ | (25696/61744, 314 it/s) [1m58s:1m54s] 8.7x 41% |███████████ | (25850/61744, 314 it/s) [1m59s:1m54s] 8.72x 42% |███████████ | (26009/61744, 313 it/s) [1m59s:1m54s] 8.74x 42% |████████████ | (26161/61744, 312 it/s) [2m0s:1m54s] 8.75x 42% |████████████ | (26317/61744, 311 it/s) [2m0s:1m53s] 8.77x 42% |████████████ | (26475/61744, 311 it/s) [2m1s:1m53s] 8.78x 43% |████████████ | (26631/61744, 311 it/s) [2m1s:1m52s] 8.8x 43% |████████████ | (26790/61744, 312 it/s) [2m2s:1m52s] 8.81x 43% |████████████ | (26951/61744, 313 it/s) [2m2s:1m51s] 8.83x 43% |████████████ | (27071/61744, 306 it/s) [2m3s:1m53s] 8.83x 44% |████████████ | (27205/61744, 306 it/s) [2m3s:1m53s] 8.84x 44% |████████████ | (27324/61744, 300 it/s) [2m4s:1m54s] 8.84x 44% |████████████ | (27468/61744, 298 it/s) [2m4s:1m55s] 8.85x 44% |████████████ | (27611/61744, 295 it/s) [2m5s:1m55s] 8.86x 44% |████████████ | (27755/61744, 295 it/s) [2m5s:1m55s] 8.87x 45% |█████████████ | (27897/61744, 293 it/s) [2m6s:1m55s] 8.88x 45% |█████████████ | (28040/61744, 290 it/s) [2m6s:1m56s] 8.89x 45% |█████████████ | (28186/61744, 288 it/s) [2m7s:1m56s] 8.91x 45% |█████████████ | (28332/61744, 286 it/s) [2m7s:1m56s] 8.92x 46% |█████████████ | (28478/61744, 283 it/s) [2m8s:1m57s] 8.93x 46% |█████████████ | (28628/61744, 283 it/s) [2m8s:1m56s] 8.94x 46% |█████████████ | (28774/61744, 281 it/s) [2m9s:1m57s] 8.95x 46% |█████████████ | (28918/61744, 286 it/s) [2m9s:1m54s] 8.96x 47% |█████████████ | (29066/61744, 290 it/s) [2m10s:1m52s] 8.97x 47% |█████████████ | (29215/61744, 291 it/s) [2m10s:1m51s] 8.98x 47% |█████████████ | (29361/61744, 292 it/s) [2m11s:1m51s] 8.99x 47% |█████████████ | (29507/61744, 292 it/s) [2m11s:1m50s] 9x 48% |██████████████ | (29654/61744, 292 it/s) [2m12s:1m49s] 9.01x 48% |█████████████ | (29801/61744, 293 it/s) [2m12s:1m48s] 9.02x 48% |█████████████ | (29946/61744, 293 it/s) [2m13s:1m48s] 9.03x 48% |█████████████ | (30092/61744, 293 it/s) [2m13s:1m48s] 9.04x 48% |█████████████ | (30241/61744, 294 it/s) [2m14s:1m47s] 9.05x 49% |█████████████ | (30386/61744, 293 it/s) [2m14s:1m46s] 9.06x 49% |█████████████ | (30531/61744, 293 it/s) [2m15s:1m46s] 9.07x 49% |█████████████ | (30675/61744, 293 it/s) [2m15s:1m46s] 9.08x 49% |█████████████ | (30820/61744, 293 it/s) [2m16s:1m45s] 9.09x 50% |██████████████ | (30966/61744, 293 it/s) [2m16s:1m45s] 9.1x 50% |██████████████ | (31113/61744, 292 it/s) [2m17s:1m44s] 9.11x 50% |██████████████ | (31256/61744, 292 it/s) [2m17s:1m44s] 9.12x 50% |██████████████ | (31403/61744, 292 it/s) [2m18s:1m44s] 9.13x 51% |██████████████ | (31551/61744, 292 it/s) [2m18s:1m43s] 9.14x 51% |██████████████ | (31695/61744, 292 it/s) [2m19s:1m43s] 9.15x 51% |██████████████ | (31842/61744, 291 it/s) [2m19s:1m42s] 9.16x 51% |██████████████ | (31987/61744, 291 it/s) [2m20s:1m42s] 9.17x 52% |██████████████ | (32133/61744, 292 it/s) [2m20s:1m41s] 9.17x 52% |██████████████ | (32280/61744, 292 it/s) [2m21s:1m40s] 9.18x 52% |██████████████ | (32425/61744, 292 it/s) [2m21s:1m40s] 9.19x 52% |██████████████ | (32571/61744, 291 it/s) [2m22s:1m40s] 9.2x 52% |███████████████ | (32712/61744, 291 it/s) [2m22s:1m39s] 9.21x 53% |██████████████ | (32855/61744, 291 it/s) [2m23s:1m39s] 9.22x 53% |██████████████ | (32999/61744, 291 it/s) [2m23s:1m38s] 9.22x 53% |██████████████ | (33142/61744, 291 it/s) [2m24s:1m38s] 9.23x 53% |██████████████ | (33287/61744, 290 it/s) [2m24s:1m38s] 9.24x 54% |███████████████ | (33433/61744, 290 it/s) [2m25s:1m37s] 9.25x 54% |███████████████ | (33576/61744, 290 it/s) [2m25s:1m37s] 9.26x 54% |███████████████ | (33723/61744, 290 it/s) [2m26s:1m36s] 9.26x 54% |███████████████ | (33868/61744, 290 it/s) [2m26s:1m36s] 9.27x 55% |███████████████ | (34014/61744, 290 it/s) [2m27s:1m35s] 9.28x 55% |███████████████ | (34160/61744, 290 it/s) [2m27s:1m35s] 9.29x 55% |███████████████ | (34305/61744, 290 it/s) [2m28s:1m34s] 9.3x 55% |███████████████ | (34449/61744, 289 it/s) [2m28s:1m34s] 9.3x 56% |████████████████ | (34597/61744, 291 it/s) [2m29s:1m33s] 9.31x 56% |███████████████ | (34742/61744, 291 it/s) [2m29s:1m32s] 9.32x 56% |███████████████ | (34886/61744, 291 it/s) [2m30s:1m32s] 9.33x 56% |███████████████ | (35014/61744, 287 it/s) [2m30s:1m33s] 9.33x 56% |███████████████ | (35164/61744, 288 it/s) [2m31s:1m32s] 9.34x 57% |███████████████ | (35310/61744, 288 it/s) [2m31s:1m31s] 9.35x 57% |███████████████ | (35453/61744, 288 it/s) [2m32s:1m31s] 9.35x 57% |███████████████ | (35595/61744, 288 it/s) [2m32s:1m30s] 9.36x 57% |███████████████ | (35715/61744, 282 it/s) [2m33s:1m32s] 9.36x 58% |████████████████ | (35856/61744, 282 it/s) [2m33s:1m31s] 9.37x 58% |████████████████ | (35999/61744, 282 it/s) [2m34s:1m31s] 9.37x 58% |████████████████ | (36141/61744, 281 it/s) [2m34s:1m31s] 9.38x 58% |████████████████ | (36286/61744, 281 it/s) [2m35s:1m30s] 9.39x 59% |████████████████ | (36429/61744, 280 it/s) [2m35s:1m30s] 9.39x 59% |████████████████ | (36578/61744, 281 it/s) [2m36s:1m29s] 9.4x 59% |█████████████████ | (36719/61744, 284 it/s) [2m36s:1m28s] 9.41x 59% |████████████████ | (36864/61744, 283 it/s) [2m37s:1m27s] 9.42x 59% |████████████████ | (37010/61744, 283 it/s) [2m37s:1m27s] 9.42x 60% |████████████████ | (37157/61744, 284 it/s) [2m38s:1m26s] 9.43x 60% |████████████████ | (37302/61744, 289 it/s) [2m38s:1m24s] 9.44x 60% |████████████████ | (37449/61744, 290 it/s) [2m39s:1m23s] 9.44x 60% |████████████████ | (37594/61744, 290 it/s) [2m39s:1m23s] 9.45x 61% |█████████████████ | (37739/61744, 290 it/s) [2m40s:1m22s] 9.46x 61% |█████████████████ | (37885/61744, 290 it/s) [2m40s:1m22s] 9.46x 61% |█████████████████ | (38034/61744, 291 it/s) [2m41s:1m21s] 9.47x 61% |█████████████████ | (38182/61744, 291 it/s) [2m41s:1m20s] 9.48x 62% |█████████████████ | (38330/61744, 293 it/s) [2m42s:1m20s] 9.49x 62% |█████████████████ | (38473/61744, 292 it/s) [2m42s:1m19s] 9.49x 62% |█████████████████ | (38620/61744, 292 it/s) [2m43s:1m19s] 9.5x 62% |█████████████████ | (38763/61744, 292 it/s) [2m43s:1m18s] 9.51x 63% |█████████████████ | (38907/61744, 292 it/s) [2m44s:1m18s] 9.51x 63% |█████████████████ | (39056/61744, 292 it/s) [2m44s:1m17s] 9.52x 63% |█████████████████ | (39200/61744, 292 it/s) [2m45s:1m17s] 9.53x 63% |█████████████████ | (39341/61744, 290 it/s) [2m45s:1m17s] 9.53x 63% |█████████████████ | (39485/61744, 290 it/s) [2m46s:1m16s] 9.54x 64% |█████████████████ | (39633/61744, 291 it/s) [2m46s:1m16s] 9.54x 64% |█████████████████ | (39778/61744, 291 it/s) [2m47s:1m15s] 9.55x 64% |█████████████████ | (39922/61744, 290 it/s) [2m47s:1m15s] 9.56x 64% |█████████████████ | (40069/61744, 290 it/s) [2m48s:1m14s] 9.56x 65% |██████████████████ | (40219/61744, 290 it/s) [2m48s:1m14s] 9.57x 65% |██████████████████ | (40366/61744, 291 it/s) [2m49s:1m13s] 9.58x 65% |██████████████████ | (40512/61744, 291 it/s) [2m49s:1m12s] 9.58x 65% |██████████████████ | (40659/61744, 291 it/s) [2m50s:1m12s] 9.59x 66% |██████████████████ | (40803/61744, 291 it/s) [2m50s:1m11s] 9.59x 66% |██████████████████ | (40948/61744, 292 it/s) [2m51s:1m11s] 9.6x 66% |███████████████████ | (41096/61744, 292 it/s) [2m51s:1m10s] 9.61x 66% |██████████████████ | (41243/61744, 293 it/s) [2m52s:1m10s] 9.61x 67% |███████████████████ | (41389/61744, 293 it/s) [2m52s:1m9s] 9.62x 67% |███████████████████ | (41536/61744, 293 it/s) [2m53s:1m8s] 9.62x 67% |███████████████████ | (41684/61744, 293 it/s) [2m53s:1m8s] 9.63x 67% |███████████████████ | (41832/61744, 294 it/s) [2m54s:1m7s] 9.64x 67% |███████████████████ | (41977/61744, 293 it/s) [2m54s:1m7s] 9.64x 68% |███████████████████ | (42124/61744, 293 it/s) [2m55s:1m6s] 9.65x 68% |███████████████████ | (42269/61744, 292 it/s) [2m55s:1m6s] 9.65x 68% |███████████████████ | (42414/61744, 292 it/s) [2m56s:1m6s] 9.66x 68% |███████████████████ | (42559/61744, 292 it/s) [2m56s:1m5s] 9.67x 69% |████████████████████ | (42704/61744, 292 it/s) [2m57s:1m5s] 9.67x 69% |████████████████████ | (42849/61744, 292 it/s) [2m57s:1m4s] 9.68x 69% |████████████████████ | (42987/61744, 292 it/s) [2m58s:1m4s] 9.68x 69% |████████████████████ | (43131/61744, 291 it/s) [2m58s:1m4s] 9.69x 70% |████████████████████ | (43274/61744, 290 it/s) [2m59s:1m3s] 9.69x 70% |████████████████████ | (43418/61744, 290 it/s) [2m59s:1m3s] 9.7x 70% |█████████████████████ | (43559/61744, 289 it/s) [3m0s:1m2s] 9.7x 70% |█████████████████████ | (43707/61744, 289 it/s) [3m0s:1m2s] 9.71x 71% |█████████████████████ | (43854/61744, 289 it/s) [3m1s:1m1s] 9.71x 71% |█████████████████████ | (44002/61744, 290 it/s) [3m1s:1m1s] 9.72x 71% |█████████████████████ | (44147/61744, 290 it/s) [3m2s:1m0s] 9.72x 71% |█████████████████████ | (44291/61744, 289 it/s) [3m2s:1m0s] 9.73x 71% |██████████████████████ | (44440/61744, 290 it/s) [3m3s:59s] 9.73x 72% |██████████████████████ | (44584/61744, 290 it/s) [3m3s:59s] 9.74x 72% |██████████████████████ | (44731/61744, 291 it/s) [3m4s:58s] 9.74x 72% |██████████████████████ | (44876/61744, 292 it/s) [3m4s:57s] 9.75x 72% |██████████████████████ | (45022/61744, 292 it/s) [3m5s:57s] 9.75x 73% |██████████████████████ | (45162/61744, 292 it/s) [3m5s:56s] 9.76x 73% |██████████████████████ | (45305/61744, 291 it/s) [3m6s:56s] 9.76x 73% |██████████████████████ | (45448/61744, 291 it/s) [3m6s:55s] 9.77x 73% |██████████████████████ | (45593/61744, 291 it/s) [3m7s:55s] 9.77x 74% |██████████████████████ | (45735/61744, 289 it/s) [3m7s:55s] 9.78x 74% |██████████████████████ | (45880/61744, 289 it/s) [3m8s:54s] 9.78x 74% |██████████████████████ | (46023/61744, 289 it/s) [3m8s:54s] 9.79x 74% |██████████████████████ | (46171/61744, 289 it/s) [3m9s:53s] 9.79x 75% |███████████████████████ | (46319/61744, 290 it/s) [3m9s:53s] 9.8x 75% |███████████████████████ | (46467/61744, 290 it/s) [3m10s:52s] 9.8x 75% |███████████████████████ | (46614/61744, 290 it/s) [3m10s:52s] 9.81x 75% |██████████████████████ | (46762/61744, 290 it/s) [3m11s:51s] 9.81x 75% |██████████████████████ | (46911/61744, 291 it/s) [3m11s:50s] 9.82x 76% |██████████████████████ | (47059/61744, 292 it/s) [3m12s:50s] 9.82x 76% |██████████████████████ | (47205/61744, 293 it/s) [3m12s:49s] 9.83x 76% |██████████████████████ | (47355/61744, 294 it/s) [3m13s:48s] 9.83x 76% |██████████████████████ | (47502/61744, 295 it/s) [3m13s:48s] 9.84x 77% |███████████████████████ | (47649/61744, 296 it/s) [3m14s:47s] 9.84x 77% |███████████████████████ | (47793/61744, 295 it/s) [3m14s:47s] 9.85x 77% |███████████████████████ | (47935/61744, 294 it/s) [3m15s:47s] 9.85x 77% |███████████████████████ | (48080/61744, 294 it/s) [3m15s:46s] 9.86x 78% |███████████████████████ | (48225/61744, 293 it/s) [3m16s:46s] 9.86x 78% |███████████████████████ | (48370/61744, 292 it/s) [3m16s:45s] 9.86x 78% |███████████████████████ | (48515/61744, 292 it/s) [3m17s:45s] 9.87x 78% |███████████████████████ | (48659/61744, 291 it/s) [3m17s:44s] 9.87x 79% |███████████████████████ | (48802/61744, 290 it/s) [3m18s:44s] 9.88x 79% |███████████████████████ | (48944/61744, 289 it/s) [3m18s:44s] 9.88x 79% |███████████████████████ | (49091/61744, 289 it/s) [3m19s:43s] 9.89x 79% |███████████████████████ | (49234/61744, 288 it/s) [3m19s:43s] 9.89x 79% |███████████████████████ | (49383/61744, 289 it/s) [3m20s:42s] 9.89x 80% |████████████████████████ | (49521/61744, 289 it/s) [3m20s:42s] 9.9x 80% |████████████████████████ | (49666/61744, 289 it/s) [3m21s:41s] 9.9x 80% |████████████████████████ | (49810/61744, 289 it/s) [3m21s:41s] 9.91x 80% |████████████████████████ | (49956/61744, 289 it/s) [3m22s:40s] 9.91x 81% |████████████████████████ | (50104/61744, 289 it/s) [3m22s:40s] 9.92x 81% |████████████████████████ | (50251/61744, 289 it/s) [3m23s:39s] 9.92x 81% |████████████████████████ | (50397/61744, 290 it/s) [3m23s:39s] 9.92x 81% |████████████████████████ | (50537/61744, 289 it/s) [3m24s:38s] 9.93x 82% |████████████████████████ | (50678/61744, 289 it/s) [3m24s:38s] 9.93x 82% |████████████████████████ | (50824/61744, 289 it/s) [3m25s:37s] 9.93x 82% |████████████████████████ | (50967/61744, 289 it/s) [3m25s:37s] 9.94x 82% |████████████████████████ | (51110/61744, 287 it/s) [3m26s:36s] 9.94x 83% |████████████████████████ | (51251/61744, 287 it/s) [3m26s:36s] 9.95x 83% |████████████████████████ | (51397/61744, 288 it/s) [3m27s:35s] 9.95x 83% |████████████████████████ | (51543/61744, 288 it/s) [3m27s:35s] 9.95x 83% |████████████████████████ | (51687/61744, 287 it/s) [3m28s:35s] 9.96x 83% |████████████████████████ | (51815/61744, 283 it/s) [3m28s:35s] 9.96x 84% |█████████████████████████ | (51954/61744, 283 it/s) [3m29s:34s] 9.96x 84% |█████████████████████████ | (52096/61744, 283 it/s) [3m29s:34s] 9.96x 84% |█████████████████████████ | (52240/61744, 283 it/s) [3m30s:33s] 9.97x 84% |█████████████████████████ | (52383/61744, 283 it/s) [3m30s:33s] 9.97x 85% |█████████████████████████ | (52527/61744, 283 it/s) [3m31s:32s] 9.97x 85% |█████████████████████████ | (52676/61744, 285 it/s) [3m31s:31s] 9.98x 85% |█████████████████████████ | (52822/61744, 285 it/s) [3m32s:31s] 9.98x 85% |█████████████████████████ | (52962/61744, 284 it/s) [3m32s:30s] 9.99x 86% |█████████████████████████ | (53108/61744, 284 it/s) [3m33s:30s] 9.99x 86% |█████████████████████████ | (53254/61744, 288 it/s) [3m33s:29s] 9.99x 86% |█████████████████████████ | (53400/61744, 288 it/s) [3m34s:29s] 10x 86% |███████████████████████████ | (53548/61744, 289 it/s) [3m34s:28s] 10x 86% |███████████████████████████ | (53694/61744, 289 it/s) [3m35s:27s] 10x 87% |███████████████████████████ | (53836/61744, 290 it/s) [3m35s:27s] 10x 87% |███████████████████████████ | (53983/61744, 290 it/s) [3m36s:26s] 10x 87% |███████████████████████████ | (54126/61744, 290 it/s) [3m36s:26s] 10x 87% |███████████████████████████ | (54273/61744, 291 it/s) [3m37s:25s] 10x 88% |████████████████████████████ | (54418/61744, 291 it/s) [3m37s:25s] 10x 88% |████████████████████████████ | (54560/61744, 291 it/s) [3m38s:24s] 10x 88% |████████████████████████████ | (54707/61744, 290 it/s) [3m38s:24s] 10x 88% |████████████████████████████ | (54853/61744, 290 it/s) [3m39s:23s] 10x 89% |████████████████████████████ | (55001/61744, 292 it/s) [3m39s:23s] 10x 89% |████████████████████████████ | (55148/61744, 292 it/s) [3m40s:22s] 10x 89% |████████████████████████████ | (55292/61744, 292 it/s) [3m40s:22s] 10x 89% |████████████████████████████ | (55441/61744, 292 it/s) [3m41s:21s] 10.1x 90% |███████████████████████████ | (55585/61744, 291 it/s) [3m41s:21s] 10.1x 90% |███████████████████████████ | (55725/61744, 290 it/s) [3m42s:20s] 10.1x 90% |███████████████████████████ | (55866/61744, 290 it/s) [3m42s:20s] 10.1x 90% |███████████████████████████ | (56012/61744, 290 it/s) [3m43s:19s] 10.1x 90% |███████████████████████████ | (56156/61744, 289 it/s) [3m43s:19s] 10.1x 91% |███████████████████████████ | (56302/61744, 290 it/s) [3m44s:18s] 10.1x 91% |███████████████████████████ | (56447/61744, 290 it/s) [3m44s:18s] 10.1x 91% |███████████████████████████ | (56591/61744, 289 it/s) [3m45s:17s] 10.1x 91% |███████████████████████████ | (56736/61744, 289 it/s) [3m45s:17s] 10.1x 92% |███████████████████████████ | (56877/61744, 288 it/s) [3m46s:16s] 10.1x 92% |███████████████████████████ | (57025/61744, 288 it/s) [3m46s:16s] 10.1x 92% |███████████████████████████ | (57164/61744, 287 it/s) [3m47s:15s] 10.1x 92% |███████████████████████████ | (57309/61744, 288 it/s) [3m47s:15s] 10.1x 93% |███████████████████████████ | (57452/61744, 288 it/s) [3m48s:14s] 10.1x 93% |███████████████████████████ | (57593/61744, 287 it/s) [3m48s:14s] 10.1x 93% |███████████████████████████ | (57739/61744, 287 it/s) [3m49s:13s] 10.1x 93% |███████████████████████████ | (57886/61744, 288 it/s) [3m49s:13s] 10.1x 93% |███████████████████████████ | (58035/61744, 289 it/s) [3m50s:12s] 10.1x 94% |████████████████████████████ | (58161/61744, 289 it/s) [3m50s:12s] 10.1x 94% |████████████████████████████ | (58308/61744, 287 it/s) [3m51s:11s] 10.1x 94% |████████████████████████████ | (58450/61744, 287 it/s) [3m51s:11s] 10.1x 94% |████████████████████████████ | (58590/61744, 285 it/s) [3m52s:11s] 10.1x 95% |████████████████████████████ | (58730/61744, 286 it/s) [3m52s:10s] 10.1x 95% |████████████████████████████ | (58870/61744, 285 it/s) [3m53s:10s] 10.1x 95% |█████████████████████████████ | (59014/61744, 285 it/s) [3m53s:9s] 10.1x 95% |█████████████████████████████ | (59152/61744, 284 it/s) [3m54s:9s] 10.1x 96% |█████████████████████████████ | (59296/61744, 285 it/s) [3m54s:8s] 10.1x 96% |█████████████████████████████ | (59437/61744, 284 it/s) [3m55s:8s] 10.1x 96% |█████████████████████████████ | (59578/61744, 283 it/s) [3m55s:7s] 10.1x 96% |█████████████████████████████ | (59721/61744, 282 it/s) [3m56s:7s] 10.1x 96% |█████████████████████████████ | (59863/61744, 283 it/s) [3m56s:6s] 10.1x 97% |██████████████████████████████ | (59998/61744, 283 it/s) [3m57s:6s] 10.1x 97% |██████████████████████████████ | (60138/61744, 282 it/s) [3m57s:5s] 10.1x 97% |██████████████████████████████ | (60279/61744, 282 it/s) [3m58s:5s] 10.1x 97% |██████████████████████████████ | (60415/61744, 281 it/s) [3m58s:4s] 10.1x 98% |██████████████████████████████ | (60557/61744, 281 it/s) [3m59s:4s] 10.1x 98% |██████████████████████████████ | (60697/61744, 281 it/s) [3m59s:3s] 10.2x 98% |███████████████████████████████ | (60838/61744, 281 it/s) [4m0s:3s] 10.2x 98% |███████████████████████████████ | (60974/61744, 280 it/s) [4m0s:2s] 10.2x 98% |███████████████████████████████ | (61111/61744, 279 it/s) [4m1s:2s] 10.2x 99% |███████████████████████████████ | (61248/61744, 279 it/s) [4m1s:1s] 10.2x 99% |███████████████████████████████ | (61389/61744, 278 it/s) [4m2s:1s] 10.2x 99% |███████████████████████████████ | (61517/61744, 275 it/s) [4m2s:0s] 10.2x 99% |███████████████████████████████ | (61631/61744, 271 it/s) [4m3s:0s] 10.2x 100% |████████████████████████████████| (61744/61744, 254 it/s) 10.2x 100% |████████████████████████████████| (61744/61744, 254 it/s)2026-09-23 22:33:13 [INFO] Prepared camera 0 in 4m3.828727902s 2026-09-23 22:33:13 [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% | | (0/61744, 0 it/hr) [0s:0s] 0% | | (59/61744, 71 it/s) [0s:14m31s] 4.64x 0% | | (166/61744, 332 it/s) [1s:3m5s] 6.6x 0% | | (284/61744, 284 it/s) [1s:3m36s] 7.55x 0% | | (415/61744, 284 it/s) [2s:3m36s] 8.28x 0% | | (551/61744, 278 it/s) [2s:3m39s] 8.8x 1% | | (694/61744, 280 it/s) [3s:3m37s] 9.24x 1% | | (830/61744, 278 it/s) [3s:3m38s] 9.47x 1% | | (966/61744, 277 it/s) [4s:3m39s] 9.64x 1% | | (1101/61744, 276 it/s) [4s:3m39s] 9.77x 1% | | (1233/61744, 276 it/s) [5s:3m39s] 9.85x 2% | | (1369/61744, 275 it/s) [5s:3m39s] 9.94x 2% | | (1496/61744, 273 it/s) [6s:3m40s] 9.96x 2% | | (1639/61744, 273 it/s) [6s:3m40s] 10.1x 2% | | (1769/61744, 273 it/s) [7s:3m39s] 10.1x 3% | | (1903/61744, 266 it/s) [7s:3m44s] 10.1x 3% | | (2038/61744, 270 it/s) [8s:3m41s] 10.2x 3% | | (2176/61744, 271 it/s) [8s:3m40s] 10.2x 3% | | (2313/61744, 271 it/s) [9s:3m39s] 10.3x 3% | | (2453/61744, 270 it/s) [9s:3m39s] 10.3x 4% |█ | (2593/61744, 271 it/s) [10s:3m38s] 10.4x 4% |█ | (2735/61744, 272 it/s) [10s:3m37s] 10.4x 4% |█ | (2870/61744, 272 it/s) [11s:3m36s] 10.4x 4% |█ | (3009/61744, 273 it/s) [11s:3m35s] 10.5x 5% |█ | (3146/61744, 275 it/s) [12s:3m33s] 10.5x 5% |█ | (3278/61744, 275 it/s) [12s:3m32s] 10.5x 5% |█ | (3414/61744, 274 it/s) [13s:3m32s] 10.5x 5% |█ | (3542/61744, 273 it/s) [13s:3m33s] 10.5x 5% |█ | (3685/61744, 275 it/s) [14s:3m31s] 10.5x 6% |█ | (3826/61744, 275 it/s) [14s:3m30s] 10.5x 6% |█ | (3961/61744, 275 it/s) [15s:3m30s] 10.6x 6% |█ | (4102/61744, 275 it/s) [15s:3m29s] 10.6x 6% |█ | (4240/61744, 275 it/s) [16s:3m29s] 10.6x 7% |██ | (4377/61744, 274 it/s) [16s:3m29s] 10.6x 7% |██ | (4518/61744, 274 it/s) [17s:3m28s] 10.6x 7% |██ | (4653/61744, 274 it/s) [17s:3m28s] 10.6x 7% |██ | (4794/61744, 275 it/s) [18s:3m27s] 10.6x 7% |██ | (4934/61744, 275 it/s) [18s:3m26s] 10.7x 8% |██ | (5073/61744, 275 it/s) [19s:3m26s] 10.7x 8% |██ | (5215/61744, 277 it/s) [19s:3m24s] 10.7x 8% |██ | (5350/61744, 277 it/s) [20s:3m23s] 10.7x 8% |██ | (5492/61744, 279 it/s) [20s:3m21s] 10.7x 9% |██ | (5623/61744, 276 it/s) [21s:3m23s] 10.7x 9% |██ | (5760/61744, 276 it/s) [21s:3m22s] 10.7x 9% |██ | (5898/61744, 276 it/s) [22s:3m22s] 10.7x 9% |██ | (6038/61744, 276 it/s) [22s:3m21s] 10.7x 10% |███ | (6179/61744, 277 it/s) [23s:3m20s] 10.7x 10% |███ | (6312/61744, 275 it/s) [23s:3m21s] 10.7x 10% |███ | (6452/61744, 276 it/s) [24s:3m20s] 10.7x 10% |███ | (6592/61744, 276 it/s) [24s:3m19s] 10.8x 10% |███ | (6726/61744, 275 it/s) [25s:3m19s] 10.8x 11% |███ | (6864/61744, 275 it/s) [25s:3m19s] 10.8x 11% |███ | (6997/61744, 273 it/s) [26s:3m20s] 10.8x 11% |███ | (7136/61744, 273 it/s) [26s:3m19s] 10.8x 11% |███ | (7280/61744, 273 it/s) [27s:3m19s] 10.8x 12% |███ | (7423/61744, 276 it/s) [27s:3m17s] 10.8x 12% |███ | (7561/61744, 276 it/s) [28s:3m16s] 10.8x 12% |███ | (7696/61744, 275 it/s) [28s:3m16s] 10.8x 12% |███ | (7836/61744, 275 it/s) [29s:3m15s] 10.8x 12% |███ | (7973/61744, 275 it/s) [29s:3m15s] 10.8x 13% |████ | (8110/61744, 276 it/s) [30s:3m14s] 10.8x 13% |████ | (8240/61744, 276 it/s) [30s:3m14s] 10.8x 13% |████ | (8377/61744, 274 it/s) [31s:3m14s] 10.8x 13% |████ | (8518/61744, 275 it/s) [31s:3m13s] 10.8x 14% |████ | (8661/61744, 276 it/s) [32s:3m12s] 10.8x 14% |████ | (8799/61744, 277 it/s) [32s:3m11s] 10.8x 14% |████ | (8939/61744, 277 it/s) [33s:3m10s] 10.8x 14% |████ | (9078/61744, 276 it/s) [33s:3m10s] 10.8x 14% |████ | (9213/61744, 276 it/s) [34s:3m10s] 10.8x 15% |████ | (9350/61744, 276 it/s) [34s:3m9s] 10.8x 15% |████ | (9489/61744, 276 it/s) [35s:3m9s] 10.8x 15% |████ | (9622/61744, 276 it/s) [35s:3m9s] 10.8x 15% |████ | (9762/61744, 277 it/s) [36s:3m7s] 10.8x 16% |█████ | (9901/61744, 277 it/s) [36s:3m7s] 10.8x 16% |████ | (10042/61744, 277 it/s) [37s:3m6s] 10.9x 16% |████ | (10179/61744, 275 it/s) [37s:3m7s] 10.9x 16% |████ | (10314/61744, 275 it/s) [38s:3m7s] 10.9x 16% |████ | (10459/61744, 276 it/s) [38s:3m5s] 10.9x 17% |█████ | (10598/61744, 276 it/s) [39s:3m5s] 10.9x 17% |█████ | (10734/61744, 276 it/s) [39s:3m4s] 10.9x 17% |█████ | (10871/61744, 276 it/s) [40s:3m4s] 10.9x 17% |█████ | (11009/61744, 276 it/s) [40s:3m3s] 10.9x 18% |█████ | (11141/61744, 276 it/s) [41s:3m3s] 10.9x 18% |█████ | (11269/61744, 274 it/s) [41s:3m3s] 10.9x 18% |█████ | (11421/61744, 278 it/s) [42s:3m0s] 10.9x 18% |█████ | (11559/61744, 278 it/s) [42s:3m0s] 10.9x 18% |█████ | (11704/61744, 279 it/s) [43s:2m59s] 10.9x 19% |█████ | (11844/61744, 279 it/s) [43s:2m59s] 10.9x 19% |█████ | (11985/61744, 279 it/s) [44s:2m58s] 10.9x 19% |█████ | (12123/61744, 280 it/s) [44s:2m57s] 10.9x 19% |█████ | (12266/61744, 280 it/s) [45s:2m56s] 10.9x 20% |██████ | (12398/61744, 278 it/s) [45s:2m57s] 10.9x 20% |██████ | (12541/61744, 279 it/s) [46s:2m56s] 10.9x 20% |██████ | (12681/61744, 279 it/s) [46s:2m55s] 10.9x 20% |██████ | (12821/61744, 280 it/s) [47s:2m54s] 10.9x 20% |██████ | (12960/61744, 282 it/s) [47s:2m53s] 10.9x 21% |██████ | (13103/61744, 282 it/s) [48s:2m52s] 10.9x 21% |██████ | (13248/61744, 280 it/s) [48s:2m53s] 10.9x 21% |██████ | (13389/61744, 280 it/s) [49s:2m52s] 10.9x 21% |██████ | (13532/61744, 281 it/s) [49s:2m51s] 10.9x 22% |██████ | (13676/61744, 281 it/s) [50s:2m50s] 10.9x 22% |██████ | (13818/61744, 282 it/s) [50s:2m49s] 10.9x 22% |██████ | (13961/61744, 282 it/s) [51s:2m49s] 10.9x 22% |██████ | (14099/61744, 283 it/s) [51s:2m48s] 10.9x 23% |██████ | (14242/61744, 283 it/s) [52s:2m47s] 10.9x 23% |██████ | (14385/61744, 283 it/s) [52s:2m47s] 11x 23% |███████ | (14526/61744, 283 it/s) [53s:2m46s] 11x 23% |███████ | (14666/61744, 284 it/s) [53s:2m45s] 11x 23% |███████ | (14806/61744, 283 it/s) [54s:2m45s] 11x 24% |███████ | (14946/61744, 283 it/s) [54s:2m45s] 11x 24% |███████ | (15084/61744, 282 it/s) [55s:2m45s] 11x 24% |███████ | (15223/61744, 281 it/s) [55s:2m45s] 11x 24% |███████ | (15366/61744, 281 it/s) [56s:2m45s] 11x 25% |████████ | (15506/61744, 281 it/s) [56s:2m44s] 11x 25% |████████ | (15645/61744, 280 it/s) [57s:2m44s] 11x 25% |████████ | (15781/61744, 280 it/s) [57s:2m44s] 11x 25% |████████ | (15917/61744, 278 it/s) [58s:2m44s] 11x 26% |████████ | (16059/61744, 279 it/s) [58s:2m43s] 11x 26% |████████ | (16204/61744, 279 it/s) [59s:2m43s] 11x 26% |████████ | (16346/61744, 280 it/s) [59s:2m42s] 11x 26% |████████ | (16489/61744, 280 it/s) [1m0s:2m41s] 11x 26% |████████ | (16635/61744, 280 it/s) [1m0s:2m40s] 11x 27% |████████ | (16777/61744, 282 it/s) [1m1s:2m39s] 11x 27% |████████ | (16916/61744, 282 it/s) [1m1s:2m39s] 11x 27% |████████ | (17047/61744, 279 it/s) [1m2s:2m40s] 11x 27% |████████ | (17186/61744, 279 it/s) [1m2s:2m39s] 11x 28% |████████ | (17325/61744, 279 it/s) [1m3s:2m39s] 11x 28% |████████ | (17466/61744, 280 it/s) [1m3s:2m38s] 11x 28% |████████ | (17611/61744, 282 it/s) [1m4s:2m36s] 11x 28% |████████ | (17749/61744, 282 it/s) [1m4s:2m36s] 11x 28% |████████ | (17883/61744, 281 it/s) [1m5s:2m36s] 11x 29% |████████ | (18020/61744, 279 it/s) [1m5s:2m36s] 11x 29% |████████ | (18156/61744, 278 it/s) [1m6s:2m36s] 11x 29% |████████ | (18303/61744, 279 it/s) [1m6s:2m35s] 11x 29% |████████ | (18446/61744, 279 it/s) [1m7s:2m35s] 11x 30% |█████████ | (18580/61744, 278 it/s) [1m7s:2m35s] 11x 30% |█████████ | (18711/61744, 278 it/s) [1m8s:2m34s] 11x 30% |█████████ | (18850/61744, 278 it/s) [1m8s:2m34s] 11x 30% |█████████ | (18988/61744, 277 it/s) [1m9s:2m34s] 11x 30% |█████████ | (19132/61744, 277 it/s) [1m9s:2m33s] 11x 31% |█████████ | (19269/61744, 277 it/s) [1m10s:2m33s] 11x 31% |█████████ | (19407/61744, 277 it/s) [1m10s:2m32s] 11x 31% |█████████ | (19549/61744, 278 it/s) [1m11s:2m31s] 11x 31% |█████████ | (19685/61744, 276 it/s) [1m11s:2m32s] 11x 32% |█████████ | (19829/61744, 276 it/s) [1m12s:2m31s] 11x 32% |█████████ | (19965/61744, 276 it/s) [1m12s:2m31s] 11x 32% |█████████ | (20107/61744, 277 it/s) [1m13s:2m30s] 11x 32% |█████████ | (20241/61744, 277 it/s) [1m13s:2m29s] 11x 33% |█████████ | (20384/61744, 279 it/s) [1m14s:2m28s] 11x 33% |█████████ | (20526/61744, 280 it/s) [1m14s:2m27s] 11x 33% |█████████ | (20669/61744, 280 it/s) [1m15s:2m26s] 11x 33% |█████████ | (20806/61744, 280 it/s) [1m15s:2m26s] 11x 33% |█████████ | (20937/61744, 277 it/s) [1m16s:2m27s] 11x 34% |██████████ | (21077/61744, 278 it/s) [1m16s:2m26s] 11x 34% |██████████ | (21214/61744, 278 it/s) [1m17s:2m25s] 11x 34% |██████████ | (21349/61744, 276 it/s) [1m17s:2m26s] 11x 34% |██████████ | (21482/61744, 276 it/s) [1m18s:2m26s] 11x 35% |██████████ | (21626/61744, 276 it/s) [1m18s:2m25s] 11x 35% |██████████ | (21769/61744, 277 it/s) [1m19s:2m24s] 11x 35% |██████████ | (21908/61744, 277 it/s) [1m19s:2m24s] 11x 35% |██████████ | (22050/61744, 277 it/s) [1m20s:2m23s] 11x 35% |██████████ | (22181/61744, 277 it/s) [1m20s:2m22s] 11x 36% |██████████ | (22318/61744, 275 it/s) [1m21s:2m23s] 11x 36% |██████████ | (22453/61744, 274 it/s) [1m21s:2m23s] 11x 36% |██████████ | (22594/61744, 274 it/s) [1m22s:2m22s] 11x 36% |██████████ | (22735/61744, 276 it/s) [1m22s:2m21s] 11x 37% |███████████ | (22873/61744, 276 it/s) [1m23s:2m20s] 11x 37% |███████████ | (23010/61744, 276 it/s) [1m23s:2m20s] 11x 37% |███████████ | (23152/61744, 277 it/s) [1m24s:2m19s] 11x 37% |███████████ | (23286/61744, 277 it/s) [1m24s:2m19s] 11x 37% |███████████ | (23429/61744, 277 it/s) [1m25s:2m18s] 11x 38% |███████████ | (23579/61744, 281 it/s) [1m25s:2m15s] 11x 38% |███████████ | (23733/61744, 283 it/s) [1m26s:2m14s] 11x 38% |███████████ | (23890/61744, 286 it/s) [1m26s:2m12s] 11x 38% |███████████ | (24022/61744, 284 it/s) [1m27s:2m12s] 11x 39% |███████████ | (24180/61744, 289 it/s) [1m27s:2m10s] 11x 39% |████████████ | (24333/61744, 292 it/s) [1m28s:2m7s] 11.1x 39% |███████████ | (24485/61744, 295 it/s) [1m28s:2m6s] 11.1x 39% |███████████ | (24634/61744, 297 it/s) [1m29s:2m5s] 11.1x 40% |███████████ | (24788/61744, 299 it/s) [1m29s:2m3s] 11.1x 40% |███████████ | (24940/61744, 302 it/s) [1m30s:2m1s] 11.1x 40% |███████████ | (25096/61744, 303 it/s) [1m30s:2m0s] 11.1x 40% |███████████ | (25252/61744, 304 it/s) [1m31s:2m0s] 11.1x 41% |███████████ | (25403/61744, 302 it/s) [1m31s:2m0s] 11.1x 41% |███████████ | (25557/61744, 307 it/s) [1m32s:1m57s] 11.1x 41% |███████████ | (25711/61744, 306 it/s) [1m32s:1m57s] 11.1x 41% |███████████ | (25866/61744, 306 it/s) [1m33s:1m57s] 11.1x 42% |███████████ | (26022/61744, 307 it/s) [1m33s:1m56s] 11.1x 42% |███████████ | (26177/61744, 308 it/s) [1m34s:1m55s] 11.1x 42% |███████████ | (26329/61744, 308 it/s) [1m34s:1m54s] 11.1x 42% |███████████ | (26476/61744, 308 it/s) [1m35s:1m54s] 11.1x 43% |████████████ | (26629/61744, 308 it/s) [1m35s:1m54s] 11.1x 43% |████████████ | (26784/61744, 308 it/s) [1m36s:1m53s] 11.2x 43% |████████████ | (26938/61744, 307 it/s) [1m36s:1m53s] 11.2x 43% |████████████ | (27060/61744, 301 it/s) [1m37s:1m55s] 11.2x 44% |████████████ | (27189/61744, 296 it/s) [1m37s:1m56s] 11.1x 44% |████████████ | (27301/61744, 288 it/s) [1m38s:1m59s] 11.1x 44% |████████████ | (27433/61744, 288 it/s) [1m38s:1m59s] 11.1x 44% |████████████ | (27566/61744, 283 it/s) [1m39s:2m0s] 11.1x 44% |████████████ | (27701/61744, 279 it/s) [1m39s:2m1s] 11.1x 45% |█████████████ | (27841/61744, 276 it/s) [1m40s:2m2s] 11.1x 45% |█████████████ | (27977/61744, 274 it/s) [1m40s:2m3s] 11.1x 45% |█████████████ | (28116/61744, 274 it/s) [1m41s:2m2s] 11.1x 45% |█████████████ | (28247/61744, 270 it/s) [1m41s:2m4s] 11.1x 45% |█████████████ | (28387/61744, 267 it/s) [1m42s:2m4s] 11.1x 46% |█████████████ | (28522/61744, 263 it/s) [1m42s:2m6s] 11.1x 46% |█████████████ | (28659/61744, 266 it/s) [1m43s:2m4s] 11.1x 46% |█████████████ | (28795/61744, 268 it/s) [1m43s:2m3s] 11.1x 46% |█████████████ | (28932/61744, 273 it/s) [1m44s:2m0s] 11.1x 47% |█████████████ | (29067/61744, 273 it/s) [1m44s:1m59s] 11.1x 47% |█████████████ | (29204/61744, 273 it/s) [1m45s:1m59s] 11.1x 47% |█████████████ | (29342/61744, 273 it/s) [1m45s:1m58s] 11.1x 47% |█████████████ | (29471/61744, 273 it/s) [1m46s:1m58s] 11.1x 47% |█████████████ | (29607/61744, 272 it/s) [1m46s:1m58s] 11.1x 48% |█████████████ | (29745/61744, 272 it/s) [1m47s:1m57s] 11.1x 48% |█████████████ | (29883/61744, 273 it/s) [1m47s:1m56s] 11.1x 48% |█████████████ | (30018/61744, 272 it/s) [1m48s:1m56s] 11.1x 48% |█████████████ | (30150/61744, 272 it/s) [1m48s:1m56s] 11.1x 49% |█████████████ | (30293/61744, 273 it/s) [1m49s:1m55s] 11.1x 49% |█████████████ | (30430/61744, 273 it/s) [1m49s:1m54s] 11.1x 49% |█████████████ | (30569/61744, 273 it/s) [1m50s:1m54s] 11.1x 49% |█████████████ | (30708/61744, 273 it/s) [1m50s:1m53s] 11.1x 49% |█████████████ | (30841/61744, 272 it/s) [1m51s:1m53s] 11.1x 50% |██████████████ | (30980/61744, 273 it/s) [1m51s:1m52s] 11.1x 50% |██████████████ | (31113/61744, 273 it/s) [1m52s:1m52s] 11.1x 50% |██████████████ | (31252/61744, 273 it/s) [1m52s:1m51s] 11.1x 50% |██████████████ | (31391/61744, 274 it/s) [1m53s:1m50s] 11.1x 51% |██████████████ | (31528/61744, 274 it/s) [1m53s:1m50s] 11.1x 51% |██████████████ | (31669/61744, 275 it/s) [1m54s:1m49s] 11.1x 51% |██████████████ | (31802/61744, 274 it/s) [1m54s:1m49s] 11.1x 51% |██████████████ | (31937/61744, 274 it/s) [1m55s:1m48s] 11.1x 51% |██████████████ | (32072/61744, 274 it/s) [1m55s:1m48s] 11.1x 52% |██████████████ | (32208/61744, 274 it/s) [1m56s:1m47s] 11.1x 52% |██████████████ | (32345/61744, 274 it/s) [1m56s:1m47s] 11.1x 52% |██████████████ | (32483/61744, 273 it/s) [1m57s:1m47s] 11.1x 52% |██████████████ | (32613/61744, 273 it/s) [1m57s:1m46s] 11.1x 53% |██████████████ | (32748/61744, 273 it/s) [1m58s:1m46s] 11.1x 53% |██████████████ | (32889/61744, 274 it/s) [1m58s:1m45s] 11.1x 53% |██████████████ | (33027/61744, 274 it/s) [1m59s:1m44s] 11.1x 53% |██████████████ | (33161/61744, 274 it/s) [1m59s:1m44s] 11.1x 53% |███████████████ | (33298/61744, 273 it/s) [2m0s:1m44s] 11.1x 54% |███████████████ | (33432/61744, 273 it/s) [2m0s:1m43s] 11.1x 54% |███████████████ | (33567/61744, 271 it/s) [2m1s:1m43s] 11.1x 54% |███████████████ | (33703/61744, 272 it/s) [2m1s:1m43s] 11.1x 54% |███████████████ | (33813/61744, 267 it/s) [2m2s:1m44s] 11.1x 54% |███████████████ | (33953/61744, 267 it/s) [2m2s:1m44s] 11.1x 55% |███████████████ | (34085/61744, 267 it/s) [2m3s:1m43s] 11.1x 55% |███████████████ | (34224/61744, 267 it/s) [2m3s:1m42s] 11.1x 55% |███████████████ | (34357/61744, 267 it/s) [2m4s:1m42s] 11.1x 55% |███████████████ | (34489/61744, 266 it/s) [2m4s:1m42s] 11.1x 56% |████████████████ | (34624/61744, 265 it/s) [2m5s:1m42s] 11.1x 56% |████████████████ | (34757/61744, 265 it/s) [2m5s:1m41s] 11.1x 56% |████████████████ | (34898/61744, 265 it/s) [2m6s:1m41s] 11.1x 56% |████████████████ | (35029/61744, 265 it/s) [2m6s:1m40s] 11.1x 56% |████████████████ | (35167/61744, 265 it/s) [2m7s:1m40s] 11.1x 57% |████████████████ | (35301/61744, 265 it/s) [2m7s:1m39s] 11.1x 57% |████████████████ | (35437/61744, 265 it/s) [2m8s:1m39s] 11.1x 57% |████████████████ | (35571/61744, 270 it/s) [2m8s:1m36s] 11.1x 57% |████████████████ | (35703/61744, 269 it/s) [2m9s:1m36s] 11.1x 58% |████████████████ | (35839/61744, 268 it/s) [2m9s:1m36s] 11.1x 58% |████████████████ | (35926/61744, 268 it/s) [2m10s:1m36s] 11x 58% |█████████████████ | (36007/61744, 259 it/s) [2m10s:1m39s] 11x 58% |█████████████████ | (36079/61744, 259 it/s) [2m11s:1m39s] 11x 58% |█████████████████ | (36152/61744, 247 it/s) [2m11s:1m43s] 11x 58% |█████████████████ | (36231/61744, 235 it/s) [2m12s:1m48s] 11x 58% |█████████████████ | (36309/61744, 223 it/s) [2m12s:1m53s] 11x 58% |█████████████████ | (36385/61744, 223 it/s) [2m13s:1m53s] 10.9x 59% |████████████████ | (36464/61744, 213 it/s) [2m13s:1m58s] 10.9x 59% |█████████████████ | (36536/61744, 200 it/s) [2m14s:2m6s] 10.9x 59% |█████████████████ | (36618/61744, 200 it/s) [2m14s:2m5s] 10.9x 59% |████████████████ | (36696/61744, 189 it/s) [2m15s:2m12s] 10.9x 59% |████████████████ | (36778/61744, 178 it/s) [2m15s:2m20s] 10.9x 59% |████████████████ | (36866/61744, 169 it/s) [2m16s:2m26s] 10.8x 59% |████████████████ | (36948/61744, 159 it/s) [2m16s:2m36s] 10.8x 59% |████████████████ | (37031/61744, 158 it/s) [2m17s:2m35s] 10.8x 60% |████████████████ | (37112/61744, 160 it/s) [2m17s:2m33s] 10.8x 60% |████████████████ | (37194/61744, 161 it/s) [2m18s:2m32s] 10.8x 60% |████████████████ | (37292/61744, 161 it/s) [2m18s:2m32s] 10.8x 60% |████████████████ | (37380/61744, 164 it/s) [2m19s:2m28s] 10.8x 60% |████████████████ | (37466/61744, 166 it/s) [2m19s:2m26s] 10.7x 60% |████████████████ | (37546/61744, 167 it/s) [2m20s:2m24s] 10.7x 60% |████████████████ | (37638/61744, 170 it/s) [2m20s:2m22s] 10.7x 61% |█████████████████ | (37705/61744, 166 it/s) [2m21s:2m24s] 10.7x 61% |█████████████████ | (37781/61744, 164 it/s) [2m21s:2m26s] 10.7x 61% |█████████████████ | (37858/61744, 164 it/s) [2m22s:2m25s] 10.7x 61% |█████████████████ | (37938/61744, 163 it/s) [2m22s:2m25s] 10.6x 61% |█████████████████ | (38026/61744, 164 it/s) [2m23s:2m24s] 10.6x 61% |█████████████████ | (38104/61744, 164 it/s) [2m23s:2m24s] 10.6x 61% |█████████████████ | (38182/61744, 163 it/s) [2m24s:2m24s] 10.6x 61% |█████████████████ | (38276/61744, 163 it/s) [2m24s:2m23s] 10.6x 62% |█████████████████ | (38370/61744, 163 it/s) [2m25s:2m23s] 10.6x 62% |█████████████████ | (38458/61744, 164 it/s) [2m25s:2m22s] 10.6x 62% |█████████████████ | (38534/61744, 163 it/s) [2m26s:2m22s] 10.6x 62% |█████████████████ | (38625/61744, 163 it/s) [2m26s:2m22s] 10.5x 62% |█████████████████ | (38703/61744, 165 it/s) [2m27s:2m19s] 10.5x 62% |█████████████████ | (38788/61744, 165 it/s) [2m27s:2m19s] 10.5x 62% |█████████████████ | (38873/61744, 167 it/s) [2m28s:2m17s] 10.5x 63% |█████████████████ | (38961/61744, 169 it/s) [2m28s:2m15s] 10.5x 63% |█████████████████ | (39039/61744, 166 it/s) [2m29s:2m16s] 10.5x 63% |█████████████████ | (39125/61744, 168 it/s) [2m29s:2m14s] 10.5x 63% |█████████████████ | (39210/61744, 169 it/s) [2m30s:2m12s] 10.4x 63% |█████████████████ | (39299/61744, 168 it/s) [2m30s:2m13s] 10.4x 63% |█████████████████ | (39379/61744, 167 it/s) [2m31s:2m14s] 10.4x 63% |█████████████████ | (39458/61744, 167 it/s) [2m31s:2m13s] 10.4x 64% |█████████████████ | (39544/61744, 167 it/s) [2m32s:2m12s] 10.4x 64% |█████████████████ | (39631/61744, 166 it/s) [2m32s:2m12s] 10.4x 64% |█████████████████ | (39711/61744, 167 it/s) [2m33s:2m12s] 10.4x 64% |█████████████████ | (39800/61744, 167 it/s) [2m33s:2m11s] 10.4x 64% |█████████████████ | (39881/61744, 167 it/s) [2m34s:2m11s] 10.4x 64% |█████████████████ | (39960/61744, 165 it/s) [2m34s:2m11s] 10.3x 64% |█████████████████ | (40047/61744, 167 it/s) [2m35s:2m10s] 10.3x 65% |██████████████████ | (40136/61744, 167 it/s) [2m35s:2m9s] 10.3x 65% |██████████████████ | (40215/61744, 166 it/s) [2m36s:2m9s] 10.3x 65% |██████████████████ | (40305/61744, 166 it/s) [2m36s:2m9s] 10.3x 65% |██████████████████ | (40391/61744, 166 it/s) [2m37s:2m8s] 10.3x 65% |██████████████████ | (40478/61744, 167 it/s) [2m37s:2m7s] 10.3x 65% |██████████████████ | (40558/61744, 168 it/s) [2m38s:2m6s] 10.3x 65% |██████████████████ | (40641/61744, 167 it/s) [2m38s:2m6s] 10.2x 65% |██████████████████ | (40730/61744, 169 it/s) [2m39s:2m4s] 10.2x 66% |███████████████████ | (40802/61744, 166 it/s) [2m39s:2m5s] 10.2x 66% |███████████████████ | (40882/61744, 166 it/s) [2m40s:2m5s] 10.2x 66% |███████████████████ | (40963/61744, 165 it/s) [2m40s:2m5s] 10.2x 66% |███████████████████ | (41041/61744, 163 it/s) [2m41s:2m7s] 10.2x 66% |███████████████████ | (41120/61744, 163 it/s) [2m41s:2m6s] 10.2x 66% |███████████████████ | (41199/61744, 163 it/s) [2m42s:2m5s] 10.2x 66% |███████████████████ | (41278/61744, 161 it/s) [2m42s:2m6s] 10.2x 66% |███████████████████ | (41365/61744, 161 it/s) [2m43s:2m6s] 10.1x 67% |███████████████████ | (41451/61744, 162 it/s) [2m43s:2m5s] 10.1x 67% |███████████████████ | (41534/61744, 162 it/s) [2m44s:2m4s] 10.1x 67% |███████████████████ | (41622/61744, 163 it/s) [2m44s:2m3s] 10.1x 67% |███████████████████ | (41710/61744, 163 it/s) [2m45s:2m3s] 10.1x 67% |███████████████████ | (41791/61744, 162 it/s) [2m45s:2m3s] 10.1x 67% |███████████████████ | (41875/61744, 162 it/s) [2m46s:2m2s] 10.1x 67% |██████████████████ | (41971/61744, 166 it/s) [2m46s:1m59s] 10.1x 68% |███████████████████ | (42053/61744, 166 it/s) [2m47s:1m58s] 10.1x 68% |███████████████████ | (42151/61744, 168 it/s) [2m47s:1m56s] 10.1x 68% |███████████████████ | (42242/61744, 170 it/s) [2m48s:1m54s] 10x 68% |████████████████████ | (42329/61744, 171 it/s) [2m48s:1m53s] 10x 68% |████████████████████ | (42411/61744, 172 it/s) [2m49s:1m52s] 10x 68% |████████████████████ | (42493/61744, 172 it/s) [2m49s:1m51s] 10x 68% |████████████████████ | (42568/61744, 172 it/s) [2m50s:1m51s] 10x 69% |████████████████████ | (42644/61744, 170 it/s) [2m50s:1m52s] 10x 69% |████████████████████ | (42724/61744, 169 it/s) [2m51s:1m52s] 9.99x 69% |███████████████████ | (42803/61744, 169 it/s) [2m51s:1m52s] 9.97x 69% |███████████████████ | (42876/61744, 167 it/s) [2m52s:1m53s] 9.96x 69% |███████████████████ | (42948/61744, 164 it/s) [2m52s:1m54s] 9.95x 69% |███████████████████ | (43024/61744, 161 it/s) [2m53s:1m56s] 9.94x 69% |███████████████████ | (43114/61744, 161 it/s) [2m53s:1m55s] 9.93x 69% |███████████████████ | (43201/61744, 161 it/s) [2m54s:1m55s] 9.92x 70% |███████████████████ | (43281/61744, 159 it/s) [2m54s:1m56s] 9.91x 70% |███████████████████ | (43359/61744, 157 it/s) [2m55s:1m57s] 9.9x 70% |████████████████████ | (43431/61744, 155 it/s) [2m55s:1m58s] 9.89x 70% |███████████████████ | (43510/61744, 155 it/s) [2m56s:1m57s] 9.88x 70% |███████████████████ | (43588/61744, 156 it/s) [2m56s:1m56s] 9.87x 70% |███████████████████ | (43672/61744, 156 it/s) [2m57s:1m55s] 9.86x 70% |███████████████████ | (43760/61744, 156 it/s) [2m57s:1m54s] 9.85x 71% |███████████████████ | (43843/61744, 158 it/s) [2m58s:1m53s] 9.84x 71% |███████████████████ | (43921/61744, 159 it/s) [2m58s:1m51s] 9.83x 71% |███████████████████ | (44006/61744, 159 it/s) [2m59s:1m51s] 9.83x 71% |███████████████████ | (44079/61744, 160 it/s) [2m59s:1m50s] 9.81x 71% |████████████████████ | (44150/61744, 157 it/s) [3m0s:1m52s] 9.8x 71% |█████████████████████ | (44231/61744, 157 it/s) [3m0s:1m51s] 9.79x 71% |████████████████████ | (44313/61744, 158 it/s) [3m1s:1m50s] 9.78x 71% |████████████████████ | (44398/61744, 160 it/s) [3m1s:1m48s] 9.78x 72% |████████████████████ | (44483/61744, 161 it/s) [3m2s:1m46s] 9.77x 72% |████████████████████ | (44572/61744, 161 it/s) [3m2s:1m46s] 9.76x 72% |████████████████████ | (44651/61744, 163 it/s) [3m3s:1m45s] 9.75x 72% |████████████████████ | (44736/61744, 163 it/s) [3m3s:1m44s] 9.74x 72% |████████████████████ | (44820/61744, 162 it/s) [3m4s:1m44s] 9.73x 72% |████████████████████ | (44904/61744, 162 it/s) [3m4s:1m43s] 9.73x 72% |████████████████████ | (44997/61744, 165 it/s) [3m5s:1m41s] 9.72x 73% |█████████████████████ | (45087/61744, 167 it/s) [3m6s:1m39s] 9.71x 73% |█████████████████████ | (45167/61744, 167 it/s) [3m6s:1m39s] 9.7x 73% |█████████████████████ | (45256/61744, 169 it/s) [3m7s:1m37s] 9.7x 73% |█████████████████████ | (45338/61744, 170 it/s) [3m7s:1m36s] 9.69x 73% |█████████████████████ | (45408/61744, 170 it/s) [3m8s:1m36s] 9.68x 73% |█████████████████████ | (45492/61744, 169 it/s) [3m8s:1m36s] 9.67x 73% |█████████████████████ | (45572/61744, 168 it/s) [3m9s:1m36s] 9.66x 73% |█████████████████████ | (45656/61744, 167 it/s) [3m9s:1m36s] 9.65x 74% |████████████████████ | (45742/61744, 168 it/s) [3m10s:1m35s] 9.65x 74% |████████████████████ | (45820/61744, 168 it/s) [3m10s:1m34s] 9.64x 74% |████████████████████ | (45906/61744, 167 it/s) [3m11s:1m34s] 9.63x 74% |████████████████████ | (45985/61744, 166 it/s) [3m11s:1m34s] 9.62x 74% |████████████████████ | (46058/61744, 163 it/s) [3m12s:1m36s] 9.61x 74% |████████████████████ | (46131/61744, 163 it/s) [3m12s:1m35s] 9.6x 74% |█████████████████████ | (46211/61744, 161 it/s) [3m13s:1m36s] 9.59x 74% |████████████████████ | (46299/61744, 161 it/s) [3m13s:1m35s] 9.59x 75% |█████████████████████ | (46373/61744, 161 it/s) [3m14s:1m35s] 9.58x 75% |█████████████████████ | (46445/61744, 160 it/s) [3m14s:1m35s] 9.57x 75% |█████████████████████ | (46524/61744, 160 it/s) [3m15s:1m35s] 9.56x 75% |█████████████████████ | (46608/61744, 161 it/s) [3m15s:1m34s] 9.55x 75% |█████████████████████ | (46689/61744, 161 it/s) [3m16s:1m33s] 9.54x 75% |█████████████████████ | (46764/61744, 159 it/s) [3m16s:1m33s] 9.54x 75% |█████████████████████ | (46848/61744, 159 it/s) [3m17s:1m33s] 9.53x 75% |█████████████████████ | (46923/61744, 158 it/s) [3m17s:1m34s] 9.52x 76% |█████████████████████ | (47008/61744, 158 it/s) [3m18s:1m33s] 9.51x 76% |█████████████████████ | (47092/61744, 159 it/s) [3m18s:1m32s] 9.5x 76% |██████████████████████ | (47177/61744, 161 it/s) [3m19s:1m30s] 9.5x 76% |██████████████████████ | (47261/61744, 163 it/s) [3m19s:1m29s] 9.49x 76% |█████████████████████ | (47351/61744, 163 it/s) [3m20s:1m28s] 9.49x 76% |█████████████████████ | (47432/61744, 164 it/s) [3m20s:1m27s] 9.48x 76% |█████████████████████ | (47513/61744, 164 it/s) [3m21s:1m26s] 9.47x 77% |█████████████████████ | (47601/61744, 166 it/s) [3m21s:1m25s] 9.46x 77% |█████████████████████ | (47679/61744, 165 it/s) [3m22s:1m25s] 9.46x 77% |█████████████████████ | (47763/61744, 166 it/s) [3m22s:1m24s] 9.45x 77% |█████████████████████ | (47842/61744, 165 it/s) [3m23s:1m24s] 9.44x 77% |█████████████████████ | (47913/61744, 164 it/s) [3m23s:1m24s] 9.43x 77% |█████████████████████ | (48002/61744, 165 it/s) [3m24s:1m23s] 9.43x 77% |█████████████████████ | (48074/61744, 162 it/s) [3m24s:1m24s] 9.42x 77% |█████████████████████ | (48153/61744, 161 it/s) [3m25s:1m24s] 9.41x 78% |█████████████████████ | (48234/61744, 159 it/s) [3m25s:1m24s] 9.4x 78% |██████████████████████ | (48320/61744, 159 it/s) [3m26s:1m24s] 9.4x 78% |██████████████████████ | (48401/61744, 160 it/s) [3m26s:1m23s] 9.39x 78% |█████████████████████ | (48485/61744, 160 it/s) [3m27s:1m22s] 9.38x 78% |█████████████████████ | (48571/61744, 161 it/s) [3m27s:1m21s] 9.38x 78% |█████████████████████ | (48657/61744, 161 it/s) [3m28s:1m21s] 9.37x 78% |█████████████████████ | (48735/61744, 161 it/s) [3m28s:1m20s] 9.36x 79% |██████████████████████ | (48822/61744, 163 it/s) [3m29s:1m19s] 9.36x 79% |██████████████████████ | (48907/61744, 163 it/s) [3m29s:1m18s] 9.35x 79% |██████████████████████ | (48990/61744, 165 it/s) [3m30s:1m17s] 9.35x 79% |██████████████████████ | (49070/61744, 163 it/s) [3m30s:1m17s] 9.34x 79% |██████████████████████ | (49148/61744, 165 it/s) [3m31s:1m16s] 9.33x 79% |██████████████████████ | (49225/61744, 164 it/s) [3m31s:1m16s] 9.32x 79% |██████████████████████ | (49306/61744, 164 it/s) [3m32s:1m15s] 9.32x 79% |██████████████████████ | (49385/61744, 163 it/s) [3m32s:1m15s] 9.31x 80% |██████████████████████ | (49459/61744, 163 it/s) [3m33s:1m15s] 9.3x 80% |███████████████████████ | (49533/61744, 161 it/s) [3m33s:1m15s] 9.29x 80% |██████████████████████ | (49615/61744, 161 it/s) [3m34s:1m15s] 9.29x 80% |██████████████████████ | (49697/61744, 161 it/s) [3m34s:1m15s] 9.28x 80% |██████████████████████ | (49788/61744, 162 it/s) [3m35s:1m13s] 9.28x 80% |██████████████████████ | (49875/61744, 162 it/s) [3m35s:1m13s] 9.27x 80% |██████████████████████ | (49969/61744, 164 it/s) [3m36s:1m11s] 9.27x 81% |██████████████████████ | (50057/61744, 166 it/s) [3m36s:1m10s] 9.26x 81% |███████████████████████ | (50143/61744, 168 it/s) [3m37s:1m9s] 9.26x 81% |███████████████████████ | (50220/61744, 168 it/s) [3m37s:1m8s] 9.25x 81% |███████████████████████ | (50306/61744, 169 it/s) [3m38s:1m7s] 9.24x 81% |███████████████████████ | (50389/61744, 169 it/s) [3m38s:1m7s] 9.24x 81% |███████████████████████ | (50472/61744, 169 it/s) [3m39s:1m6s] 9.23x 81% |███████████████████████ | (50553/61744, 171 it/s) [3m39s:1m5s] 9.22x 82% |███████████████████████ | (50638/61744, 171 it/s) [3m40s:1m4s] 9.22x 82% |███████████████████████ | (50725/61744, 171 it/s) [3m40s:1m4s] 9.21x 82% |███████████████████████ | (50803/61744, 169 it/s) [3m41s:1m4s] 9.21x 82% |███████████████████████ | (50887/61744, 167 it/s) [3m41s:1m5s] 9.2x 82% |████████████████████████ | (50969/61744, 166 it/s) [3m42s:1m5s] 9.2x 82% |████████████████████████ | (51044/61744, 163 it/s) [3m42s:1m5s] 9.19x 82% |███████████████████████ | (51123/61744, 163 it/s) [3m43s:1m5s] 9.18x 82% |███████████████████████ | (51205/61744, 164 it/s) [3m43s:1m4s] 9.18x 83% |████████████████████████ | (51291/61744, 164 it/s) [3m44s:1m3s] 9.17x 83% |████████████████████████ | (51375/61744, 164 it/s) [3m44s:1m3s] 9.17x 83% |████████████████████████ | (51468/61744, 167 it/s) [3m45s:1m1s] 9.16x 83% |████████████████████████ | (51554/61744, 167 it/s) [3m45s:1m1s] 9.16x 83% |████████████████████████ | (51640/61744, 167 it/s) [3m46s:1m0s] 9.15x 83% |████████████████████████ | (51724/61744, 167 it/s) [3m46s:1m0s] 9.15x 83% |████████████████████████ | (51808/61744, 166 it/s) [3m47s:59s] 9.14x 84% |█████████████████████████ | (51888/61744, 167 it/s) [3m47s:59s] 9.13x 84% |█████████████████████████ | (51964/61744, 167 it/s) [3m48s:58s] 9.13x 84% |█████████████████████████ | (52041/61744, 165 it/s) [3m48s:58s] 9.12x 84% |█████████████████████████ | (52128/61744, 166 it/s) [3m49s:57s] 9.12x 84% |█████████████████████████ | (52212/61744, 168 it/s) [3m49s:56s] 9.11x 84% |█████████████████████████ | (52300/61744, 169 it/s) [3m50s:55s] 9.11x 84% |█████████████████████████ | (52394/61744, 171 it/s) [3m50s:54s] 9.1x 84% |██████████████████████████ | (52480/61744, 171 it/s) [3m51s:54s] 9.1x 85% |██████████████████████████ | (52561/61744, 169 it/s) [3m51s:54s] 9.09x 85% |█████████████████████████ | (52644/61744, 168 it/s) [3m52s:54s] 9.09x 85% |█████████████████████████ | (52729/61744, 169 it/s) [3m52s:53s] 9.08x 85% |█████████████████████████ | (52805/61744, 168 it/s) [3m53s:53s] 9.08x 85% |█████████████████████████ | (52896/61744, 171 it/s) [3m53s:51s] 9.07x 85% |█████████████████████████ | (52988/61744, 172 it/s) [3m54s:51s] 9.07x 85% |█████████████████████████ | (53070/61744, 171 it/s) [3m54s:50s] 9.06x 86% |█████████████████████████ | (53155/61744, 171 it/s) [3m55s:50s] 9.06x 86% |█████████████████████████ | (53244/61744, 170 it/s) [3m55s:50s] 9.05x 86% |█████████████████████████ | (53336/61744, 170 it/s) [3m56s:49s] 9.05x 86% |█████████████████████████ | (53421/61744, 170 it/s) [3m56s:48s] 9.05x 86% |█████████████████████████ | (53508/61744, 170 it/s) [3m57s:48s] 9.04x 86% |█████████████████████████ | (53594/61744, 171 it/s) [3m57s:47s] 9.04x 86% |█████████████████████████ | (53687/61744, 173 it/s) [3m58s:46s] 9.03x 87% |██████████████████████████ | (53779/61744, 175 it/s) [3m58s:45s] 9.03x 87% |██████████████████████████ | (53874/61744, 175 it/s) [3m59s:45s] 9.03x 87% |██████████████████████████ | (53964/61744, 178 it/s) [3m59s:43s] 9.02x 87% |██████████████████████████ | (54053/61744, 178 it/s) [4m0s:43s] 9.02x 87% |██████████████████████████ | (54140/61744, 178 it/s) [4m0s:42s] 9.01x 87% |██████████████████████████ | (54232/61744, 177 it/s) [4m1s:42s] 9.01x 87% |██████████████████████████ | (54320/61744, 178 it/s) [4m1s:41s] 9.01x 88% |███████████████████████████ | (54410/61744, 179 it/s) [4m2s:40s] 9x 88% |█████████████████████████████ | (54488/61744, 177 it/s) [4m2s:40s] 9x 88% |█████████████████████████████ | (54564/61744, 175 it/s) [4m3s:41s] 8.99x 88% |███████████████████████████ | (54643/61744, 175 it/s) [4m3s:40s] 8.99x 88% |███████████████████████████ | (54711/61744, 172 it/s) [4m4s:40s] 8.98x 88% |███████████████████████████ | (54793/61744, 170 it/s) [4m4s:40s] 8.97x 88% |███████████████████████████ | (54876/61744, 170 it/s) [4m5s:40s] 8.97x 89% |███████████████████████████ | (54958/61744, 168 it/s) [4m5s:40s] 8.96x 89% |███████████████████████████ | (55038/61744, 165 it/s) [4m6s:40s] 8.96x 89% |███████████████████████████ | (55117/61744, 163 it/s) [4m6s:40s] 8.95x 89% |███████████████████████████ | (55194/61744, 163 it/s) [4m7s:40s] 8.95x 89% |███████████████████████████ | (55279/61744, 162 it/s) [4m7s:40s] 8.94x 89% |███████████████████████████ | (55367/61744, 162 it/s) [4m8s:39s] 8.94x 89% |███████████████████████████ | (55452/61744, 160 it/s) [4m8s:39s] 8.93x 89% |███████████████████████████ | (55528/61744, 160 it/s) [4m9s:38s] 8.93x 90% |███████████████████████████ | (55606/61744, 160 it/s) [4m9s:38s] 8.92x 90% |███████████████████████████ | (55686/61744, 161 it/s) [4m10s:37s] 8.92x 90% |███████████████████████████ | (55762/61744, 162 it/s) [4m10s:37s] 8.91x 90% |███████████████████████████ | (55847/61744, 162 it/s) [4m11s:36s] 8.91x 90% |███████████████████████████ | (55926/61744, 162 it/s) [4m11s:36s] 8.9x 90% |███████████████████████████ | (56014/61744, 162 it/s) [4m12s:35s] 8.9x 90% |███████████████████████████ | (56094/61744, 162 it/s) [4m12s:34s] 8.89x 90% |███████████████████████████ | (56184/61744, 164 it/s) [4m13s:33s] 8.89x 91% |███████████████████████████ | (56267/61744, 164 it/s) [4m13s:33s] 8.89x 91% |███████████████████████████ | (56356/61744, 165 it/s) [4m14s:32s] 8.88x 91% |███████████████████████████ | (56443/61744, 166 it/s) [4m14s:31s] 8.88x 91% |███████████████████████████ | (56496/61744, 166 it/s) [4m15s:31s] 8.87x 91% |███████████████████████████ | (56578/61744, 162 it/s) [4m15s:31s] 8.87x 91% |███████████████████████████ | (56661/61744, 162 it/s) [4m16s:31s] 8.86x 91% |███████████████████████████ | (56740/61744, 163 it/s) [4m16s:30s] 8.86x 92% |███████████████████████████ | (56817/61744, 163 it/s) [4m17s:30s] 8.85x 92% |███████████████████████████ | (56890/61744, 162 it/s) [4m17s:30s] 8.85x 92% |███████████████████████████ | (56972/61744, 163 it/s) [4m18s:29s] 8.84x 92% |███████████████████████████ | (57052/61744, 162 it/s) [4m18s:28s] 8.84x 92% |███████████████████████████ | (57126/61744, 160 it/s) [4m19s:28s] 8.83x 92% |███████████████████████████ | (57206/61744, 158 it/s) [4m19s:28s] 8.83x 92% |███████████████████████████ | (57293/61744, 159 it/s) [4m20s:28s] 8.82x 92% |███████████████████████████ | (57378/61744, 158 it/s) [4m20s:27s] 8.82x 93% |███████████████████████████ | (57465/61744, 162 it/s) [4m21s:26s] 8.81x 93% |███████████████████████████ | (57551/61744, 163 it/s) [4m21s:25s] 8.81x 93% |███████████████████████████ | (57632/61744, 163 it/s) [4m22s:25s] 8.81x 93% |███████████████████████████ | (57717/61744, 165 it/s) [4m22s:24s] 8.8x 93% |████████████████████████████ | (57801/61744, 165 it/s) [4m23s:23s] 8.8x 93% |████████████████████████████ | (57880/61744, 165 it/s) [4m23s:23s] 8.79x 93% |███████████████████████████ | (57964/61744, 166 it/s) [4m24s:22s] 8.79x 93% |███████████████████████████ | (58039/61744, 166 it/s) [4m24s:22s] 8.78x 94% |████████████████████████████ | (58132/61744, 166 it/s) [4m25s:21s] 8.78x 94% |████████████████████████████ | (58222/61744, 168 it/s) [4m25s:20s] 8.78x 94% |████████████████████████████ | (58307/61744, 168 it/s) [4m26s:20s] 8.78x 94% |████████████████████████████ | (58395/61744, 168 it/s) [4m26s:19s] 8.77x 94% |████████████████████████████ | (58481/61744, 168 it/s) [4m27s:19s] 8.77x 94% |████████████████████████████ | (58559/61744, 167 it/s) [4m27s:19s] 8.76x 94% |████████████████████████████ | (58650/61744, 169 it/s) [4m28s:18s] 8.76x 95% |████████████████████████████ | (58734/61744, 168 it/s) [4m28s:17s] 8.76x 95% |████████████████████████████ | (58818/61744, 169 it/s) [4m29s:17s] 8.75x 95% |████████████████████████████ | (58903/61744, 169 it/s) [4m29s:16s] 8.75x 95% |████████████████████████████ | (58985/61744, 169 it/s) [4m30s:16s] 8.75x 95% |████████████████████████████ | (59062/61744, 169 it/s) [4m30s:15s] 8.74x 95% |████████████████████████████ | (59147/61744, 170 it/s) [4m31s:15s] 8.74x 95% |████████████████████████████ | (59232/61744, 170 it/s) [4m31s:14s] 8.73x 96% |████████████████████████████ | (59315/61744, 168 it/s) [4m32s:14s] 8.73x 96% |████████████████████████████ | (59403/61744, 169 it/s) [4m32s:13s] 8.73x 96% |████████████████████████████ | (59483/61744, 169 it/s) [4m33s:13s] 8.72x 96% |████████████████████████████ | (59561/61744, 167 it/s) [4m33s:13s] 8.72x 96% |████████████████████████████ | (59647/61744, 167 it/s) [4m34s:12s] 8.71x 96% |████████████████████████████ | (59729/61744, 167 it/s) [4m34s:12s] 8.71x 96% |████████████████████████████ | (59810/61744, 168 it/s) [4m35s:11s] 8.71x 97% |█████████████████████████████ | (59893/61744, 166 it/s) [4m35s:11s] 8.7x 97% |██████████████████████████████ | (59974/61744, 166 it/s) [4m36s:10s] 8.7x 97% |██████████████████████████████ | (60054/61744, 165 it/s) [4m36s:10s] 8.69x 97% |██████████████████████████████ | (60135/61744, 165 it/s) [4m37s:9s] 8.69x 97% |██████████████████████████████ | (60211/61744, 163 it/s) [4m37s:9s] 8.69x 97% |██████████████████████████████ | (60287/61744, 162 it/s) [4m38s:8s] 8.68x 97% |██████████████████████████████ | (60363/61744, 161 it/s) [4m38s:8s] 8.68x 97% |██████████████████████████████ | (60444/61744, 161 it/s) [4m39s:8s] 8.67x 98% |██████████████████████████████ | (60522/61744, 159 it/s) [4m39s:7s] 8.67x 98% |██████████████████████████████ | (60605/61744, 160 it/s) [4m40s:7s] 8.66x 98% |██████████████████████████████ | (60679/61744, 158 it/s) [4m40s:6s] 8.66x 98% |██████████████████████████████ | (60755/61744, 157 it/s) [4m41s:6s] 8.65x 98% |██████████████████████████████ | (60834/61744, 157 it/s) [4m41s:5s] 8.65x 98% |██████████████████████████████ | (60916/61744, 156 it/s) [4m42s:5s] 8.65x 98% |██████████████████████████████ | (60993/61744, 156 it/s) [4m42s:4s] 8.64x 98% |██████████████████████████████ | (61075/61744, 156 it/s) [4m43s:4s] 8.64x 99% |██████████████████████████████ | (61158/61744, 156 it/s) [4m43s:3s] 8.64x 99% |██████████████████████████████ | (61234/61744, 156 it/s) [4m44s:3s] 8.63x 99% |██████████████████████████████ | (61308/61744, 156 it/s) [4m44s:2s] 8.63x 99% |██████████████████████████████ | (61380/61744, 156 it/s) [4m45s:2s] 8.62x 99% |██████████████████████████████ | (61458/61744, 156 it/s) [4m45s:1s] 8.62x 99% |██████████████████████████████ | (61526/61744, 154 it/s) [4m46s:1s] 8.61x 99% |██████████████████████████████ | (61598/61744, 151 it/s) [4m46s:0s] 8.61x 99% |██████████████████████████████ | (61670/61744, 151 it/s) [4m47s:0s] 8.6x 100% |████████████████████████████████| (61744/61744, 215 it/s) 8.6x 100% |████████████████████████████████| (61744/61744, 215 it/s)2026-09-23 22:38:01 [INFO] Prepared camera 1 in 4m47.727058864s 2026-09-23 22:38:01 [INFO] Preparing camera 2 1% | | [0s:0s] 2% |█ | [0s:0s] 3% |█ | [0s:0s] 4% |██ | [0s:0s] 5% |███ | [0s:0s] 6% |███ | [0s:0s] 7% |████ | [0s:0s] 8% |████ | [0s:0s] 9% |█████ | [0s:0s] 10% |██████ | [0s:0s] 11% |██████ | [0s:0s] 12% |███████ | [0s:0s] 13% |████████ | [0s:0s] 14% |████████ | [0s:0s] 15% |█████████ | [0s:0s] 16% |█████████ | [0s:0s] 17% |██████████ | [0s:0s] 18% |███████████ | [0s:0s] 19% |███████████ | [0s:0s] 20% |████████████ | [0s:0s] 21% |█████████████ | [0s:0s] 22% |█████████████ | [0s:0s] 23% |██████████████ | [0s:0s] 24% |██████████████ | [0s:0s] 25% |███████████████ | [0s:0s] 26% |████████████████ | [0s:0s] 27% |████████████████ | [0s:0s] 28% |█████████████████ | [0s:0s] 29% |█████████████████ | [0s:0s] 30% |██████████████████ | [0s:0s] 31% |███████████████████ | [0s:0s] 32% |███████████████████ | [0s:0s] 33% |████████████████████ | [0s:0s] 34% |█████████████████████ | [0s:0s] 35% |█████████████████████ | [0s:0s] 36% |██████████████████████ | [0s:0s] 37% |██████████████████████ | [0s:0s] 38% |███████████████████████ | [0s:0s] 39% |████████████████████████ | [0s:0s] 40% |████████████████████████ | [0s:0s] 41% |█████████████████████████ | [0s:0s] 42% |██████████████████████████ | [0s:0s] 43% |██████████████████████████ | [0s:0s] 44% |███████████████████████████ | [0s:0s] 45% |███████████████████████████ | [0s:0s] 46% |████████████████████████████ | [0s:0s] 47% |█████████████████████████████ | [0s:0s] 48% |█████████████████████████████ | [0s:0s] 49% |██████████████████████████████ | [0s:0s] 50% |███████████████████████████████ | [0s:0s] 51% |███████████████████████████████ | [0s:0s] 52% |████████████████████████████████ | [0s:0s] 53% |████████████████████████████████ | [0s:0s] 54% |█████████████████████████████████ | [0s:0s] 55% |██████████████████████████████████ | [0s:0s] 56% |██████████████████████████████████ | [0s:0s] 57% |███████████████████████████████████ | [0s:0s] 58% |███████████████████████████████████ | [0s:0s] 59% |████████████████████████████████████ | [0s:0s] 60% |█████████████████████████████████████ | [0s:0s] 61% |█████████████████████████████████████ | [0s:0s] 62% |██████████████████████████████████████ | [0s:0s] 63% |███████████████████████████████████████ | [0s:0s] 64% |███████████████████████████████████████ | [0s:0s] 65% |████████████████████████████████████████ | [0s:0s] 66% |████████████████████████████████████████ | [0s:0s] 67% |█████████████████████████████████████████ | [0s:0s] 68% |██████████████████████████████████████████ | [0s:0s] 69% |██████████████████████████████████████████ | [0s:0s] 70% |███████████████████████████████████████████ | [0s:0s] 71% |████████████████████████████████████████████ | [0s:0s] 72% |████████████████████████████████████████████ | [0s:0s] 73% |█████████████████████████████████████████████ | [0s:0s] 74% |█████████████████████████████████████████████ | [0s:0s] 75% |██████████████████████████████████████████████ | [0s:0s] 76% |███████████████████████████████████████████████ | [0s:0s] 77% |███████████████████████████████████████████████ | [0s:0s] 78% |████████████████████████████████████████████████ | [0s:0s] 79% |████████████████████████████████████████████████ | [0s:0s] 80% |█████████████████████████████████████████████████ | [0s:0s] 81% |██████████████████████████████████████████████████ | [0s:0s] 82% |██████████████████████████████████████████████████ | [0s:0s] 83% |███████████████████████████████████████████████████ | [0s:0s] 84% |████████████████████████████████████████████████████ | [0s:0s] 85% |████████████████████████████████████████████████████ | [0s:0s] 86% |█████████████████████████████████████████████████████ | [0s:0s] 87% |█████████████████████████████████████████████████████ | [0s:0s] 88% |██████████████████████████████████████████████████████ | [0s:0s] 89% |███████████████████████████████████████████████████████ | [0s:0s] 90% |███████████████████████████████████████████████████████ | [0s:0s] 91% |████████████████████████████████████████████████████████ | [0s:0s] 92% |█████████████████████████████████████████████████████████ | [0s:0s] 93% |█████████████████████████████████████████████████████████ | [0s:0s] 94% |██████████████████████████████████████████████████████████ | [0s:0s] 95% |██████████████████████████████████████████████████████████ | [0s:0s] 96% |███████████████████████████████████████████████████████████ | [0s:0s] 97% |████████████████████████████████████████████████████████████ | [0s:0s] 98% |████████████████████████████████████████████████████████████ | [0s:0s] 99% |█████████████████████████████████████████████████████████████ | [0s:0s] 100% |██████████████████████████████████████████████████████████████| 0% | | (0/61744, 0 it/hr) [0s:0s] 0% | | (22/61744, 25 it/s) [0s:41m30s] 1.68x 0% | | (92/61744, 183 it/s) [1s:5m36s] 3.64x 0% | | (170/61744, 183 it/s) [1s:5m35s] 4.5x 0% | | (250/61744, 171 it/s) [2s:6m0s] 4.97x 0% | | (331/61744, 171 it/s) [2s:5m59s] 5.27x 0% | | (420/61744, 170 it/s) [3s:6m0s] 5.58x 0% | | (506/61744, 170 it/s) [3s:5m59s] 5.76x 0% | | (588/61744, 170 it/s) [4s:5m58s] 5.86x 1% | | (682/61744, 172 it/s) [4s:5m55s] 6.04x 1% | | (780/61744, 176 it/s) [5s:5m47s] 6.22x 1% | | (868/61744, 176 it/s) [5s:5m46s] 6.3x 1% | | (967/61744, 178 it/s) [6s:5m40s] 6.43x 1% | | (1054/61744, 178 it/s) [6s:5m41s] 6.47x 1% | | (1154/61744, 180 it/s) [7s:5m36s] 6.58x 2% | | (1254/61744, 182 it/s) [7s:5m32s] 6.67x 2% | | (1358/61744, 187 it/s) [8s:5m23s] 6.78x 2% | | (1446/61744, 187 it/s) [8s:5m22s] 6.79x 2% | | (1541/61744, 187 it/s) [9s:5m21s] 6.83x 2% | | (1635/61744, 189 it/s) [9s:5m18s] 6.87x 2% | | (1740/61744, 189 it/s) [10s:5m17s] 6.95x 2% | | (1824/61744, 190 it/s) [10s:5m14s] 6.93x 3% | | (1921/61744, 190 it/s) [11s:5m14s] 6.97x 3% | | (2004/61744, 189 it/s) [11s:5m16s] 6.95x 3% | | (2094/61744, 187 it/s) [12s:5m18s] 6.96x 3% | | (2179/61744, 187 it/s) [12s:5m18s] 6.96x 3% | | (2272/61744, 185 it/s) [13s:5m20s] 6.98x 3% | | (2361/61744, 183 it/s) [13s:5m24s] 6.98x 3% | | (2448/61744, 180 it/s) [14s:5m29s] 6.98x 4% |█ | (2538/61744, 180 it/s) [14s:5m28s] 6.99x 4% |█ | (2632/61744, 180 it/s) [15s:5m27s] 7.01x 4% |█ | (2722/61744, 180 it/s) [15s:5m28s] 7.01x 4% |█ | (2817/61744, 180 it/s) [16s:5m27s] 7.03x 4% |█ | (2907/61744, 179 it/s) [16s:5m29s] 7.03x 4% |█ | (2994/61744, 179 it/s) [17s:5m27s] 7.03x 4% |█ | (3084/61744, 179 it/s) [17s:5m26s] 7.04x 5% |█ | (3168/61744, 179 it/s) [18s:5m26s] 7.03x 5% |█ | (3257/61744, 179 it/s) [18s:5m26s] 7.03x 5% |█ | (3359/61744, 180 it/s) [19s:5m24s] 7.06x 5% |█ | (3451/61744, 180 it/s) [19s:5m23s] 7.07x 5% |█ | (3547/61744, 182 it/s) [20s:5m19s] 7.08x 5% |█ | (3641/61744, 183 it/s) [20s:5m17s] 7.09x 6% |█ | (3739/61744, 184 it/s) [21s:5m15s] 7.11x 6% |█ | (3830/61744, 184 it/s) [21s:5m14s] 7.11x 6% |█ | (3923/61744, 184 it/s) [22s:5m15s] 7.12x 6% |█ | (4012/61744, 183 it/s) [22s:5m15s] 7.12x 6% |█ | (4100/61744, 183 it/s) [23s:5m14s] 7.12x 6% |█ | (4186/61744, 183 it/s) [23s:5m15s] 7.11x 6% |█ | (4271/61744, 183 it/s) [24s:5m14s] 7.11x 7% |██ | (4360/61744, 181 it/s) [24s:5m16s] 7.11x 7% |██ | (4443/61744, 180 it/s) [25s:5m19s] 7.1x 7% |██ | (4522/61744, 180 it/s) [25s:5m18s] 7.08x 7% |██ | (4605/61744, 177 it/s) [26s:5m23s] 7.07x 7% |██ | (4687/61744, 174 it/s) [26s:5m27s] 7.06x 7% |██ | (4770/61744, 174 it/s) [27s:5m27s] 7.05x 7% |██ | (4859/61744, 172 it/s) [27s:5m31s] 7.06x 8% |██ | (4950/61744, 172 it/s) [28s:5m30s] 7.06x 8% |██ | (5043/61744, 172 it/s) [28s:5m30s] 7.07x 8% |██ | (5135/61744, 172 it/s) [29s:5m28s] 7.07x 8% |██ | (5223/61744, 172 it/s) [29s:5m27s] 7.07x 8% |██ | (5307/61744, 172 it/s) [30s:5m28s] 7.06x 8% |██ | (5396/61744, 173 it/s) [30s:5m26s] 7.06x 8% |██ | (5484/61744, 173 it/s) [31s:5m25s] 7.06x 9% |██ | (5578/61744, 173 it/s) [31s:5m24s] 7.07x 9% |██ | (5672/61744, 175 it/s) [32s:5m19s] 7.08x 9% |██ | (5761/61744, 177 it/s) [32s:5m16s] 7.08x 9% |██ | (5865/61744, 181 it/s) [33s:5m7s] 7.1x 9% |██ | (5969/61744, 185 it/s) [33s:5m1s] 7.12x 9% |██ | (6071/61744, 187 it/s) [34s:4m57s] 7.13x 9% |██ | (6162/61744, 187 it/s) [34s:4m57s] 7.13x 10% |███ | (6263/61744, 189 it/s) [35s:4m52s] 7.15x 10% |███ | (6368/61744, 194 it/s) [35s:4m46s] 7.16x 10% |███ | (6466/61744, 194 it/s) [36s:4m45s] 7.17x 10% |███ | (6561/61744, 195 it/s) [36s:4m42s] 7.18x 10% |███ | (6660/61744, 197 it/s) [37s:4m39s] 7.19x 10% |███ | (6752/61744, 196 it/s) [37s:4m39s] 7.19x 11% |███ | (6855/61744, 199 it/s) [38s:4m35s] 7.2x 11% |███ | (6966/61744, 201 it/s) [38s:4m32s] 7.23x 11% |███ | (7080/61744, 203 it/s) [39s:4m29s] 7.25x 11% |███ | (7181/61744, 203 it/s) [39s:4m29s] 7.26x 11% |███ | (7288/61744, 203 it/s) [40s:4m28s] 7.28x 12% |███ | (7431/61744, 214 it/s) [40s:4m14s] 7.33x 12% |███ | (7580/61744, 223 it/s) [41s:4m2s] 7.38x 12% |███ | (7731/61744, 232 it/s) [41s:3m52s] 7.44x 12% |███ | (7882/61744, 243 it/s) [42s:3m41s] 7.5x 13% |████ | (8032/61744, 253 it/s) [42s:3m31s] 7.55x 13% |████ | (8178/61744, 264 it/s) [43s:3m22s] 7.6x 13% |████ | (8332/61744, 264 it/s) [43s:3m22s] 7.65x 13% |████ | (8488/61744, 275 it/s) [44s:3m13s] 7.71x 13% |████ | (8643/61744, 283 it/s) [44s:3m7s] 7.76x 14% |████ | (8754/61744, 283 it/s) [45s:3m7s] 7.77x 14% |████ | (8906/61744, 293 it/s) [45s:3m0s] 7.82x 14% |████ | (9061/61744, 295 it/s) [46s:2m58s] 7.87x 14% |████ | (9215/61744, 296 it/s) [46s:2m57s] 7.92x 15% |████ | (9372/61744, 297 it/s) [47s:2m56s] 7.97x 15% |████ | (9527/61744, 298 it/s) [47s:2m55s] 8.01x 15% |████ | (9682/61744, 299 it/s) [48s:2m54s] 8.06x 15% |████ | (9835/61744, 300 it/s) [48s:2m52s] 8.1x 16% |█████ | (9985/61744, 299 it/s) [49s:2m52s] 8.14x 16% |████ | (10140/61744, 299 it/s) [49s:2m52s] 8.18x 16% |████ | (10291/61744, 307 it/s) [50s:2m47s] 8.22x 16% |████ | (10445/61744, 308 it/s) [50s:2m46s] 8.26x 17% |█████ | (10598/61744, 307 it/s) [51s:2m46s] 8.3x 17% |█████ | (10751/61744, 307 it/s) [51s:2m46s] 8.34x 17% |█████ | (10910/61744, 307 it/s) [52s:2m45s] 8.38x 17% |█████ | (11068/61744, 308 it/s) [52s:2m44s] 8.42x 18% |█████ | (11222/61744, 308 it/s) [53s:2m44s] 8.46x 18% |█████ | (11376/61744, 308 it/s) [53s:2m43s] 8.49x 18% |█████ | (11530/61744, 308 it/s) [54s:2m43s] 8.53x 18% |█████ | (11683/61744, 308 it/s) [54s:2m42s] 8.56x 19% |█████ | (11835/61744, 308 it/s) [55s:2m41s] 8.6x 19% |█████ | (11990/61744, 308 it/s) [55s:2m41s] 8.63x 19% |█████ | (12147/61744, 309 it/s) [56s:2m40s] 8.67x 19% |█████ | (12307/61744, 310 it/s) [56s:2m39s] 8.7x 20% |██████ | (12463/61744, 310 it/s) [57s:2m38s] 8.74x 20% |██████ | (12618/61744, 311 it/s) [57s:2m37s] 8.77x 20% |██████ | (12774/61744, 312 it/s) [58s:2m37s] 8.8x 20% |██████ | (12930/61744, 311 it/s) [58s:2m36s] 8.83x 21% |██████ | (13084/61744, 310 it/s) [59s:2m36s] 8.86x 21% |██████ | (13238/61744, 310 it/s) [59s:2m36s] 8.89x 21% |██████ | (13394/61744, 310 it/s) [1m0s:2m35s] 8.92x 21% |██████ | (13550/61744, 311 it/s) [1m0s:2m35s] 8.95x 22% |██████ | (13703/61744, 311 it/s) [1m1s:2m34s] 8.98x 22% |██████ | (13859/61744, 311 it/s) [1m1s:2m33s] 9x 22% |███████ | (14012/61744, 310 it/s) [1m2s:2m33s] 9.03x 22% |██████ | (14166/61744, 309 it/s) [1m2s:2m33s] 9.06x 23% |██████ | (14322/61744, 309 it/s) [1m3s:2m33s] 9.08x 23% |██████ | (14425/61744, 299 it/s) [1m3s:2m38s] 9.08x 23% |██████ | (14580/61744, 298 it/s) [1m4s:2m38s] 9.1x 23% |██████ | (14738/61744, 298 it/s) [1m4s:2m37s] 9.13x 24% |██████ | (14894/61744, 299 it/s) [1m5s:2m36s] 9.15x 24% |██████ | (15052/61744, 300 it/s) [1m5s:2m35s] 9.18x 24% |██████ | (15207/61744, 299 it/s) [1m6s:2m35s] 9.21x 24% |██████ | (15362/61744, 300 it/s) [1m6s:2m34s] 9.23x 25% |███████ | (15517/61744, 300 it/s) [1m7s:2m34s] 9.25x 25% |███████ | (15670/61744, 300 it/s) [1m7s:2m33s] 9.27x 25% |███████ | (15818/61744, 299 it/s) [1m8s:2m33s] 9.29x 25% |███████ | (15971/61744, 298 it/s) [1m8s:2m33s] 9.32x 26% |███████ | (16128/61744, 299 it/s) [1m9s:2m32s] 9.34x 26% |███████ | (16284/61744, 299 it/s) [1m9s:2m32s] 9.36x 26% |███████ | (16440/61744, 309 it/s) [1m10s:2m26s] 9.38x 26% |███████ | (16594/61744, 309 it/s) [1m10s:2m25s] 9.4x 27% |███████ | (16751/61744, 310 it/s) [1m11s:2m25s] 9.43x 27% |███████ | (16904/61744, 310 it/s) [1m11s:2m24s] 9.45x 27% |███████ | (17059/61744, 309 it/s) [1m12s:2m24s] 9.47x 27% |███████ | (17213/61744, 308 it/s) [1m12s:2m24s] 9.49x 28% |███████ | (17368/61744, 308 it/s) [1m13s:2m23s] 9.51x 28% |███████ | (17524/61744, 308 it/s) [1m13s:2m23s] 9.53x 28% |███████ | (17680/61744, 308 it/s) [1m14s:2m22s] 9.55x 28% |███████ | (17834/61744, 308 it/s) [1m14s:2m22s] 9.56x 29% |████████ | (17989/61744, 308 it/s) [1m15s:2m21s] 9.58x 29% |████████ | (18144/61744, 310 it/s) [1m15s:2m20s] 9.6x 29% |████████ | (18299/61744, 310 it/s) [1m16s:2m20s] 9.62x 29% |████████ | (18454/61744, 310 it/s) [1m16s:2m19s] 9.64x 30% |████████ | (18609/61744, 310 it/s) [1m17s:2m19s] 9.66x 30% |████████ | (18765/61744, 310 it/s) [1m17s:2m18s] 9.67x 30% |████████ | (18921/61744, 310 it/s) [1m18s:2m18s] 9.69x 30% |████████ | (19077/61744, 310 it/s) [1m18s:2m17s] 9.71x 31% |████████ | (19232/61744, 310 it/s) [1m19s:2m17s] 9.73x 31% |████████ | (19386/61744, 310 it/s) [1m19s:2m16s] 9.74x 31% |████████ | (19541/61744, 310 it/s) [1m20s:2m16s] 9.76x 31% |████████ | (19697/61744, 310 it/s) [1m20s:2m15s] 9.78x 32% |████████ | (19849/61744, 310 it/s) [1m21s:2m15s] 9.79x 32% |████████ | (20005/61744, 310 it/s) [1m21s:2m14s] 9.81x 32% |████████ | (20159/61744, 310 it/s) [1m22s:2m14s] 9.82x 32% |████████ | (20316/61744, 310 it/s) [1m22s:2m13s] 9.84x 33% |█████████ | (20473/61744, 310 it/s) [1m23s:2m12s] 9.86x 33% |█████████ | (20627/61744, 310 it/s) [1m23s:2m12s] 9.87x 33% |█████████ | (20778/61744, 310 it/s) [1m24s:2m12s] 9.88x 33% |█████████ | (20931/61744, 310 it/s) [1m24s:2m11s] 9.9x 34% |█████████ | (21088/61744, 310 it/s) [1m25s:2m11s] 9.91x 34% |█████████ | (21245/61744, 310 it/s) [1m25s:2m10s] 9.93x 34% |█████████ | (21400/61744, 310 it/s) [1m26s:2m10s] 9.94x 34% |█████████ | (21555/61744, 310 it/s) [1m26s:2m9s] 9.96x 35% |██████████ | (21708/61744, 310 it/s) [1m27s:2m9s] 9.97x 35% |██████████ | (21862/61744, 310 it/s) [1m27s:2m8s] 9.98x 35% |██████████ | (22016/61744, 310 it/s) [1m28s:2m8s] 10x 35% |██████████ | (22171/61744, 309 it/s) [1m28s:2m7s] 10x 36% |███████████ | (22326/61744, 309 it/s) [1m29s:2m7s] 10x 36% |███████████ | (22483/61744, 309 it/s) [1m29s:2m6s] 10x 36% |███████████ | (22639/61744, 310 it/s) [1m30s:2m6s] 10.1x 36% |██████████ | (22795/61744, 311 it/s) [1m30s:2m5s] 10.1x 37% |██████████ | (22946/61744, 311 it/s) [1m31s:2m4s] 10.1x 37% |██████████ | (23099/61744, 310 it/s) [1m31s:2m4s] 10.1x 37% |██████████ | (23248/61744, 310 it/s) [1m32s:2m4s] 10.1x 37% |██████████ | (23355/61744, 304 it/s) [1m32s:2m6s] 10.1x 38% |███████████ | (23498/61744, 302 it/s) [1m33s:2m6s] 10.1x 38% |███████████ | (23651/61744, 302 it/s) [1m33s:2m6s] 10.1x 38% |███████████ | (23803/61744, 301 it/s) [1m34s:2m5s] 10.1x 38% |███████████ | (23958/61744, 301 it/s) [1m34s:2m5s] 10.1x 39% |███████████ | (24113/61744, 301 it/s) [1m35s:2m4s] 10.1x 39% |███████████ | (24266/61744, 301 it/s) [1m35s:2m4s] 10.2x 39% |███████████ | (24419/61744, 300 it/s) [1m36s:2m4s] 10.2x 39% |███████████ | (24574/61744, 300 it/s) [1m36s:2m3s] 10.2x 40% |███████████ | (24729/61744, 300 it/s) [1m37s:2m3s] 10.2x 40% |███████████ | (24883/61744, 300 it/s) [1m37s:2m2s] 10.2x 40% |███████████ | (25040/61744, 300 it/s) [1m38s:2m2s] 10.2x 40% |███████████ | (25194/61744, 306 it/s) [1m38s:1m59s] 10.2x 41% |███████████ | (25352/61744, 309 it/s) [1m39s:1m57s] 10.2x 41% |███████████ | (25505/61744, 309 it/s) [1m39s:1m57s] 10.2x 41% |███████████ | (25656/61744, 308 it/s) [1m40s:1m57s] 10.3x 41% |███████████ | (25810/61744, 308 it/s) [1m40s:1m56s] 10.3x 42% |███████████ | (25966/61744, 309 it/s) [1m41s:1m55s] 10.3x 42% |███████████ | (26122/61744, 309 it/s) [1m41s:1m55s] 10.3x 42% |███████████ | (26276/61744, 309 it/s) [1m42s:1m54s] 10.3x 42% |███████████ | (26431/61744, 309 it/s) [1m42s:1m54s] 10.3x 43% |████████████ | (26587/61744, 310 it/s) [1m43s:1m53s] 10.3x 43% |████████████ | (26742/61744, 309 it/s) [1m43s:1m53s] 10.3x 43% |████████████ | (26900/61744, 309 it/s) [1m44s:1m52s] 10.3x 43% |████████████ | (27039/61744, 307 it/s) [1m44s:1m53s] 10.3x 44% |████████████ | (27171/61744, 303 it/s) [1m45s:1m54s] 10.3x 44% |████████████ | (27282/61744, 294 it/s) [1m45s:1m57s] 10.3x 44% |████████████ | (27428/61744, 292 it/s) [1m46s:1m57s] 10.3x 44% |████████████ | (27578/61744, 291 it/s) [1m46s:1m57s] 10.3x 44% |████████████ | (27731/61744, 291 it/s) [1m47s:1m56s] 10.4x 45% |████████████ | (27884/61744, 290 it/s) [1m47s:1m56s] 10.4x 45% |████████████ | (28032/61744, 290 it/s) [1m48s:1m56s] 10.4x 45% |████████████ | (28184/61744, 289 it/s) [1m48s:1m56s] 10.4x 45% |████████████ | (28339/61744, 289 it/s) [1m49s:1m55s] 10.4x 46% |████████████ | (28491/61744, 288 it/s) [1m49s:1m55s] 10.4x 46% |████████████ | (28643/61744, 291 it/s) [1m50s:1m53s] 10.4x 46% |████████████ | (28796/61744, 295 it/s) [1m50s:1m51s] 10.4x 46% |████████████ | (28950/61744, 303 it/s) [1m51s:1m48s] 10.4x 47% |█████████████ | (29103/61744, 305 it/s) [1m51s:1m47s] 10.4x 47% |█████████████ | (29256/61744, 305 it/s) [1m52s:1m46s] 10.4x 47% |█████████████ | (29409/61744, 305 it/s) [1m52s:1m45s] 10.4x 47% |█████████████ | (29561/61744, 305 it/s) [1m53s:1m45s] 10.5x 48% |█████████████ | (29715/61744, 306 it/s) [1m53s:1m44s] 10.5x 48% |█████████████ | (29871/61744, 306 it/s) [1m54s:1m44s] 10.5x 48% |█████████████ | (30023/61744, 306 it/s) [1m54s:1m43s] 10.5x 48% |█████████████ | (30176/61744, 306 it/s) [1m55s:1m43s] 10.5x 49% |█████████████ | (30327/61744, 306 it/s) [1m55s:1m42s] 10.5x 49% |█████████████ | (30480/61744, 306 it/s) [1m56s:1m42s] 10.5x 49% |█████████████ | (30632/61744, 306 it/s) [1m56s:1m41s] 10.5x 49% |█████████████ | (30784/61744, 306 it/s) [1m57s:1m41s] 10.5x 50% |██████████████ | (30934/61744, 305 it/s) [1m57s:1m41s] 10.5x 50% |██████████████ | (31086/61744, 305 it/s) [1m58s:1m40s] 10.5x 50% |██████████████ | (31236/61744, 304 it/s) [1m58s:1m40s] 10.5x 50% |██████████████ | (31390/61744, 304 it/s) [1m59s:1m39s] 10.5x 51% |██████████████ | (31541/61744, 304 it/s) [1m59s:1m39s] 10.5x 51% |██████████████ | (31693/61744, 304 it/s) [2m0s:1m38s] 10.6x 51% |██████████████ | (31845/61744, 304 it/s) [2m0s:1m38s] 10.6x 51% |██████████████ | (31998/61744, 303 it/s) [2m1s:1m38s] 10.6x 52% |███████████████ | (32149/61744, 303 it/s) [2m1s:1m37s] 10.6x 52% |███████████████ | (32304/61744, 304 it/s) [2m2s:1m36s] 10.6x 52% |███████████████ | (32453/61744, 303 it/s) [2m2s:1m36s] 10.6x 52% |███████████████ | (32603/61744, 303 it/s) [2m3s:1m36s] 10.6x 53% |███████████████ | (32751/61744, 302 it/s) [2m3s:1m35s] 10.6x 53% |███████████████ | (32902/61744, 302 it/s) [2m4s:1m35s] 10.6x 53% |███████████████ | (33055/61744, 303 it/s) [2m4s:1m34s] 10.6x 53% |███████████████ | (33210/61744, 303 it/s) [2m5s:1m34s] 10.6x 54% |███████████████ | (33361/61744, 303 it/s) [2m5s:1m33s] 10.6x 54% |███████████████ | (33516/61744, 303 it/s) [2m6s:1m33s] 10.6x 54% |███████████████ | (33666/61744, 303 it/s) [2m6s:1m32s] 10.6x 54% |███████████████ | (33820/61744, 304 it/s) [2m7s:1m31s] 10.6x 55% |███████████████ | (33973/61744, 303 it/s) [2m7s:1m31s] 10.6x 55% |███████████████ | (34127/61744, 304 it/s) [2m8s:1m30s] 10.7x 55% |███████████████ | (34278/61744, 304 it/s) [2m8s:1m30s] 10.7x 55% |███████████████ | (34430/61744, 304 it/s) [2m9s:1m29s] 10.7x 56% |████████████████ | (34584/61744, 305 it/s) [2m9s:1m28s] 10.7x 56% |███████████████ | (34738/61744, 306 it/s) [2m10s:1m28s] 10.7x 56% |███████████████ | (34889/61744, 306 it/s) [2m10s:1m27s] 10.7x 56% |███████████████ | (35037/61744, 305 it/s) [2m11s:1m27s] 10.7x 56% |███████████████ | (35187/61744, 305 it/s) [2m11s:1m26s] 10.7x 57% |███████████████ | (35338/61744, 304 it/s) [2m12s:1m26s] 10.7x 57% |███████████████ | (35490/61744, 304 it/s) [2m12s:1m26s] 10.7x 57% |███████████████ | (35640/61744, 304 it/s) [2m13s:1m25s] 10.7x 57% |███████████████ | (35784/61744, 302 it/s) [2m13s:1m25s] 10.7x 58% |████████████████ | (35933/61744, 302 it/s) [2m14s:1m25s] 10.7x 58% |████████████████ | (36082/61744, 302 it/s) [2m14s:1m25s] 10.7x 58% |████████████████ | (36231/61744, 301 it/s) [2m15s:1m24s] 10.7x 58% |████████████████ | (36382/61744, 300 it/s) [2m15s:1m24s] 10.7x 59% |████████████████ | (36532/61744, 300 it/s) [2m16s:1m24s] 10.7x 59% |████████████████ | (36683/61744, 300 it/s) [2m16s:1m23s] 10.7x 59% |████████████████ | (36835/61744, 300 it/s) [2m17s:1m23s] 10.7x 59% |████████████████ | (36985/61744, 299 it/s) [2m17s:1m22s] 10.8x 60% |████████████████ | (37134/61744, 299 it/s) [2m18s:1m22s] 10.8x 60% |████████████████ | (37288/61744, 300 it/s) [2m18s:1m21s] 10.8x 60% |████████████████ | (37437/61744, 299 it/s) [2m19s:1m21s] 10.8x 60% |████████████████ | (37588/61744, 301 it/s) [2m19s:1m20s] 10.8x 61% |█████████████████ | (37735/61744, 300 it/s) [2m20s:1m19s] 10.8x 61% |█████████████████ | (37885/61744, 300 it/s) [2m20s:1m19s] 10.8x 61% |█████████████████ | (38036/61744, 300 it/s) [2m21s:1m18s] 10.8x 61% |█████████████████ | (38188/61744, 301 it/s) [2m21s:1m18s] 10.8x 62% |█████████████████ | (38338/61744, 301 it/s) [2m22s:1m17s] 10.8x 62% |█████████████████ | (38488/61744, 300 it/s) [2m22s:1m17s] 10.8x 62% |█████████████████ | (38633/61744, 299 it/s) [2m23s:1m17s] 10.8x 62% |█████████████████ | (38779/61744, 299 it/s) [2m23s:1m16s] 10.8x 63% |█████████████████ | (38929/61744, 299 it/s) [2m24s:1m16s] 10.8x 63% |█████████████████ | (39085/61744, 299 it/s) [2m24s:1m15s] 10.8x 63% |█████████████████ | (39235/61744, 299 it/s) [2m25s:1m15s] 10.8x 63% |█████████████████ | (39387/61744, 299 it/s) [2m25s:1m14s] 10.8x 64% |█████████████████ | (39537/61744, 299 it/s) [2m26s:1m14s] 10.8x 64% |█████████████████ | (39688/61744, 299 it/s) [2m26s:1m13s] 10.8x 64% |█████████████████ | (39840/61744, 300 it/s) [2m27s:1m13s] 10.8x 64% |█████████████████ | (39991/61744, 300 it/s) [2m27s:1m12s] 10.8x 65% |██████████████████ | (40140/61744, 300 it/s) [2m28s:1m12s] 10.8x 65% |██████████████████ | (40293/61744, 300 it/s) [2m28s:1m11s] 10.8x 65% |██████████████████ | (40442/61744, 300 it/s) [2m29s:1m11s] 10.8x 65% |██████████████████ | (40595/61744, 301 it/s) [2m30s:1m10s] 10.9x 65% |██████████████████ | (40748/61744, 303 it/s) [2m30s:1m9s] 10.9x 66% |███████████████████ | (40900/61744, 303 it/s) [2m31s:1m8s] 10.9x 66% |███████████████████ | (41052/61744, 303 it/s) [2m31s:1m8s] 10.9x 66% |███████████████████ | (41202/61744, 303 it/s) [2m32s:1m7s] 10.9x 66% |███████████████████ | (41354/61744, 303 it/s) [2m32s:1m7s] 10.9x 67% |███████████████████ | (41506/61744, 303 it/s) [2m33s:1m6s] 10.9x 67% |███████████████████ | (41661/61744, 304 it/s) [2m33s:1m6s] 10.9x 67% |███████████████████ | (41812/61744, 304 it/s) [2m34s:1m5s] 10.9x 67% |███████████████████ | (41966/61744, 304 it/s) [2m34s:1m5s] 10.9x 68% |███████████████████ | (42116/61744, 304 it/s) [2m35s:1m4s] 10.9x 68% |███████████████████ | (42268/61744, 304 it/s) [2m35s:1m4s] 10.9x 68% |███████████████████ | (42419/61744, 304 it/s) [2m36s:1m3s] 10.9x 68% |███████████████████ | (42568/61744, 303 it/s) [2m36s:1m3s] 10.9x 69% |████████████████████ | (42719/61744, 303 it/s) [2m37s:1m2s] 10.9x 69% |████████████████████ | (42852/61744, 299 it/s) [2m37s:1m3s] 10.9x 69% |████████████████████ | (42999/61744, 299 it/s) [2m38s:1m2s] 10.9x 69% |████████████████████ | (43150/61744, 299 it/s) [2m38s:1m2s] 10.9x 70% |████████████████████ | (43300/61744, 298 it/s) [2m39s:1m1s] 10.9x 70% |████████████████████ | (43447/61744, 298 it/s) [2m39s:1m1s] 10.9x 70% |████████████████████ | (43598/61744, 297 it/s) [2m40s:1m1s] 10.9x 70% |████████████████████ | (43751/61744, 297 it/s) [2m40s:1m0s] 10.9x 71% |████████████████████ | (43899/61744, 297 it/s) [2m41s:1m0s] 10.9x 71% |█████████████████████ | (44046/61744, 297 it/s) [2m41s:59s] 10.9x 71% |█████████████████████ | (44194/61744, 296 it/s) [2m42s:59s] 10.9x 71% |█████████████████████ | (44341/61744, 295 it/s) [2m42s:58s] 10.9x 72% |█████████████████████ | (44493/61744, 295 it/s) [2m43s:58s] 10.9x 72% |█████████████████████ | (44643/61744, 296 it/s) [2m43s:57s] 10.9x 72% |█████████████████████ | (44793/61744, 295 it/s) [2m44s:57s] 11x 72% |███████████████████████ | (44937/61744, 298 it/s) [2m44s:56s] 11x 73% |███████████████████████ | (45078/61744, 296 it/s) [2m45s:56s] 11x 73% |███████████████████████ | (45195/61744, 289 it/s) [2m45s:57s] 10.9x 73% |█████████████████████ | (45282/61744, 277 it/s) [2m46s:59s] 10.9x 73% |█████████████████████ | (45363/61744, 263 it/s) [2m46s:1m2s] 10.9x 73% |█████████████████████ | (45450/61744, 251 it/s) [2m47s:1m4s] 10.9x 73% |█████████████████████ | (45548/61744, 241 it/s) [2m47s:1m7s] 10.9x 73% |████████████████████ | (45637/61744, 228 it/s) [2m48s:1m10s] 10.9x 74% |████████████████████ | (45729/61744, 217 it/s) [2m48s:1m13s] 10.9x 74% |████████████████████ | (45822/61744, 206 it/s) [2m49s:1m17s] 10.9x 74% |████████████████████ | (45920/61744, 196 it/s) [2m49s:1m20s] 10.9x 74% |████████████████████ | (46016/61744, 187 it/s) [2m50s:1m23s] 10.9x 74% |████████████████████ | (46112/61744, 187 it/s) [2m50s:1m23s] 10.8x 74% |████████████████████ | (46203/61744, 183 it/s) [2m51s:1m25s] 10.8x 74% |████████████████████ | (46300/61744, 183 it/s) [2m51s:1m24s] 10.8x 75% |█████████████████████ | (46401/61744, 185 it/s) [2m52s:1m22s] 10.8x 75% |█████████████████████ | (46500/61744, 189 it/s) [2m52s:1m20s] 10.8x 75% |█████████████████████ | (46608/61744, 193 it/s) [2m53s:1m18s] 10.8x 75% |█████████████████████ | (46708/61744, 193 it/s) [2m53s:1m17s] 10.8x 75% |█████████████████████ | (46816/61744, 197 it/s) [2m54s:1m15s] 10.8x 75% |█████████████████████ | (46911/61744, 198 it/s) [2m54s:1m15s] 10.8x 76% |█████████████████████ | (47008/61744, 198 it/s) [2m55s:1m14s] 10.8x 76% |█████████████████████ | (47104/61744, 198 it/s) [2m55s:1m13s] 10.8x 76% |█████████████████████ | (47197/61744, 198 it/s) [2m56s:1m13s] 10.7x 76% |█████████████████████ | (47291/61744, 198 it/s) [2m56s:1m13s] 10.7x 76% |█████████████████████ | (47393/61744, 198 it/s) [2m57s:1m12s] 10.7x 76% |█████████████████████ | (47483/61744, 197 it/s) [2m57s:1m12s] 10.7x 77% |█████████████████████ | (47588/61744, 199 it/s) [2m58s:1m11s] 10.7x 77% |██████████████████████ | (47699/61744, 201 it/s) [2m58s:1m9s] 10.7x 77% |██████████████████████ | (47800/61744, 201 it/s) [2m59s:1m9s] 10.7x 77% |██████████████████████ | (47903/61744, 200 it/s) [2m59s:1m9s] 10.7x 77% |███████████████████████ | (47997/61744, 199 it/s) [3m0s:1m9s] 10.7x 77% |███████████████████████ | (48100/61744, 198 it/s) [3m0s:1m9s] 10.7x 78% |███████████████████████ | (48217/61744, 202 it/s) [3m1s:1m6s] 10.7x 78% |███████████████████████ | (48322/61744, 204 it/s) [3m1s:1m5s] 10.7x 78% |███████████████████████ | (48427/61744, 204 it/s) [3m2s:1m5s] 10.7x 78% |███████████████████████ | (48522/61744, 205 it/s) [3m2s:1m4s] 10.7x 78% |███████████████████████ | (48617/61744, 204 it/s) [3m3s:1m4s] 10.6x 78% |███████████████████████ | (48713/61744, 205 it/s) [3m3s:1m3s] 10.6x 79% |███████████████████████ | (48824/61744, 207 it/s) [3m4s:1m2s] 10.6x 79% |███████████████████████ | (48938/61744, 207 it/s) [3m4s:1m1s] 10.6x 79% |███████████████████████ | (49050/61744, 209 it/s) [3m5s:1m0s] 10.6x 79% |████████████████████████ | (49180/61744, 216 it/s) [3m5s:58s] 10.6x 79% |████████████████████████ | (49299/61744, 216 it/s) [3m6s:57s] 10.6x 79% |████████████████████████ | (49391/61744, 217 it/s) [3m6s:56s] 10.6x 80% |████████████████████████ | (49484/61744, 217 it/s) [3m7s:56s] 10.6x 80% |████████████████████████ | (49583/61744, 213 it/s) [3m7s:57s] 10.6x 80% |████████████████████████ | (49707/61744, 216 it/s) [3m8s:55s] 10.6x 80% |████████████████████████ | (49829/61744, 216 it/s) [3m8s:55s] 10.6x 80% |████████████████████████ | (49939/61744, 220 it/s) [3m9s:53s] 10.6x 81% |█████████████████████████ | (50059/61744, 225 it/s) [3m9s:52s] 10.6x 81% |████████████████████████ | (50163/61744, 225 it/s) [3m10s:51s] 10.6x 81% |████████████████████████ | (50268/61744, 226 it/s) [3m10s:50s] 10.6x 81% |████████████████████████ | (50385/61744, 228 it/s) [3m11s:49s] 10.6x 81% |████████████████████████ | (50502/61744, 228 it/s) [3m11s:49s] 10.6x 81% |████████████████████████ | (50613/61744, 228 it/s) [3m12s:48s] 10.6x 82% |████████████████████████ | (50727/61744, 225 it/s) [3m12s:48s] 10.6x 82% |████████████████████████ | (50838/61744, 226 it/s) [3m13s:48s] 10.6x 82% |████████████████████████ | (50963/61744, 232 it/s) [3m13s:46s] 10.6x 82% |████████████████████████ | (51085/61744, 231 it/s) [3m14s:46s] 10.6x 82% |████████████████████████ | (51192/61744, 230 it/s) [3m14s:45s] 10.5x 83% |████████████████████████ | (51305/61744, 228 it/s) [3m15s:45s] 10.5x 83% |████████████████████████ | (51415/61744, 228 it/s) [3m15s:45s] 10.5x 83% |████████████████████████ | (51525/61744, 229 it/s) [3m16s:44s] 10.5x 83% |████████████████████████ | (51641/61744, 229 it/s) [3m16s:44s] 10.5x 83% |████████████████████████ | (51743/61744, 226 it/s) [3m17s:44s] 10.5x 83% |████████████████████████ | (51833/61744, 222 it/s) [3m17s:44s] 10.5x 84% |█████████████████████████ | (51937/61744, 220 it/s) [3m18s:44s] 10.5x 84% |█████████████████████████ | (52045/61744, 219 it/s) [3m18s:44s] 10.5x 84% |█████████████████████████ | (52150/61744, 215 it/s) [3m19s:44s] 10.5x 84% |█████████████████████████ | (52259/61744, 215 it/s) [3m19s:44s] 10.5x 84% |█████████████████████████ | (52374/61744, 213 it/s) [3m20s:43s] 10.5x 84% |█████████████████████████ | (52479/61744, 213 it/s) [3m20s:43s] 10.5x 85% |█████████████████████████ | (52579/61744, 212 it/s) [3m21s:43s] 10.5x 85% |█████████████████████████ | (52672/61744, 208 it/s) [3m21s:43s] 10.5x 85% |█████████████████████████ | (52767/61744, 205 it/s) [3m22s:43s] 10.5x 85% |█████████████████████████ | (52861/61744, 201 it/s) [3m22s:44s] 10.5x 85% |█████████████████████████ | (52963/61744, 201 it/s) [3m23s:43s] 10.5x 85% |█████████████████████████ | (53067/61744, 201 it/s) [3m23s:43s] 10.4x 86% |█████████████████████████ | (53182/61744, 201 it/s) [3m24s:42s] 10.4x 86% |█████████████████████████ | (53293/61744, 206 it/s) [3m24s:41s] 10.4x 86% |█████████████████████████ | (53403/61744, 207 it/s) [3m25s:40s] 10.4x 86% |█████████████████████████ | (53511/61744, 207 it/s) [3m25s:39s] 10.4x 86% |█████████████████████████ | (53605/61744, 205 it/s) [3m26s:39s] 10.4x 86% |█████████████████████████ | (53701/61744, 205 it/s) [3m26s:39s] 10.4x 87% |██████████████████████████ | (53799/61744, 202 it/s) [3m27s:39s] 10.4x 87% |██████████████████████████ | (53890/61744, 199 it/s) [3m27s:39s] 10.4x 87% |██████████████████████████ | (53980/61744, 199 it/s) [3m28s:39s] 10.4x 87% |██████████████████████████ | (54080/61744, 199 it/s) [3m28s:38s] 10.4x 87% |██████████████████████████ | (54177/61744, 199 it/s) [3m29s:37s] 10.4x 87% |██████████████████████████ | (54274/61744, 200 it/s) [3m29s:37s] 10.4x 88% |██████████████████████████ | (54370/61744, 199 it/s) [3m30s:37s] 10.4x 88% |██████████████████████████ | (54469/61744, 196 it/s) [3m30s:37s] 10.4x 88% |██████████████████████████ | (54565/61744, 193 it/s) [3m31s:37s] 10.4x 88% |██████████████████████████ | (54673/61744, 193 it/s) [3m31s:36s] 10.4x 88% |██████████████████████████ | (54772/61744, 194 it/s) [3m32s:35s] 10.4x 88% |██████████████████████████ | (54877/61744, 196 it/s) [3m32s:35s] 10.3x 89% |██████████████████████████ | (54971/61744, 196 it/s) [3m33s:34s] 10.3x 89% |██████████████████████████ | (55071/61744, 198 it/s) [3m33s:33s] 10.3x 89% |██████████████████████████ | (55185/61744, 201 it/s) [3m34s:32s] 10.3x 89% |██████████████████████████ | (55282/61744, 201 it/s) [3m34s:32s] 10.3x 89% |██████████████████████████ | (55378/61744, 201 it/s) [3m35s:31s] 10.3x 89% |██████████████████████████ | (55475/61744, 201 it/s) [3m35s:31s] 10.3x 90% |███████████████████████████ | (55573/61744, 201 it/s) [3m36s:30s] 10.3x 90% |███████████████████████████ | (55683/61744, 204 it/s) [3m36s:29s] 10.3x 90% |███████████████████████████ | (55789/61744, 204 it/s) [3m37s:29s] 10.3x 90% |███████████████████████████ | (55891/61744, 204 it/s) [3m37s:28s] 10.3x 90% |███████████████████████████ | (55993/61744, 204 it/s) [3m38s:28s] 10.3x 90% |███████████████████████████ | (56097/61744, 206 it/s) [3m38s:27s] 10.3x 91% |███████████████████████████ | (56194/61744, 205 it/s) [3m39s:27s] 10.3x 91% |███████████████████████████ | (56294/61744, 202 it/s) [3m39s:26s] 10.3x 91% |███████████████████████████ | (56397/61744, 203 it/s) [3m40s:26s] 10.3x 91% |███████████████████████████ | (56498/61744, 204 it/s) [3m40s:25s] 10.3x 91% |███████████████████████████ | (56595/61744, 204 it/s) [3m41s:25s] 10.3x 91% |███████████████████████████ | (56687/61744, 204 it/s) [3m41s:24s] 10.3x 91% |███████████████████████████ | (56782/61744, 201 it/s) [3m42s:24s] 10.2x 92% |███████████████████████████ | (56879/61744, 199 it/s) [3m42s:24s] 10.2x 92% |███████████████████████████ | (56976/61744, 198 it/s) [3m43s:24s] 10.2x 92% |███████████████████████████ | (57075/61744, 197 it/s) [3m43s:23s] 10.2x 92% |███████████████████████████ | (57171/61744, 197 it/s) [3m44s:23s] 10.2x 92% |███████████████████████████ | (57268/61744, 196 it/s) [3m44s:22s] 10.2x 92% |███████████████████████████ | (57361/61744, 195 it/s) [3m45s:22s] 10.2x 93% |███████████████████████████ | (57467/61744, 196 it/s) [3m45s:21s] 10.2x 93% |███████████████████████████ | (57563/61744, 195 it/s) [3m46s:21s] 10.2x 93% |███████████████████████████ | (57657/61744, 193 it/s) [3m46s:21s] 10.2x 93% |███████████████████████████ | (57754/61744, 194 it/s) [3m47s:20s] 10.2x 93% |███████████████████████████ | (57857/61744, 195 it/s) [3m47s:19s] 10.2x 93% |███████████████████████████ | (57954/61744, 195 it/s) [3m48s:19s] 10.2x 94% |████████████████████████████ | (58055/61744, 196 it/s) [3m48s:18s] 10.2x 94% |████████████████████████████ | (58154/61744, 196 it/s) [3m49s:18s] 10.2x 94% |████████████████████████████ | (58246/61744, 195 it/s) [3m49s:17s] 10.2x 94% |████████████████████████████ | (58336/61744, 194 it/s) [3m50s:17s] 10.2x 94% |████████████████████████████ | (58430/61744, 194 it/s) [3m50s:17s] 10.2x 94% |████████████████████████████ | (58520/61744, 194 it/s) [3m51s:16s] 10.1x 94% |████████████████████████████ | (58610/61744, 191 it/s) [3m51s:16s] 10.1x 95% |████████████████████████████ | (58702/61744, 190 it/s) [3m52s:16s] 10.1x 95% |████████████████████████████ | (58799/61744, 190 it/s) [3m52s:15s] 10.1x 95% |████████████████████████████ | (58890/61744, 190 it/s) [3m53s:15s] 10.1x 95% |████████████████████████████ | (58984/61744, 190 it/s) [3m53s:14s] 10.1x 95% |████████████████████████████ | (59079/61744, 189 it/s) [3m54s:14s] 10.1x 95% |████████████████████████████ | (59171/61744, 187 it/s) [3m54s:13s] 10.1x 95% |████████████████████████████ | (59264/61744, 186 it/s) [3m55s:13s] 10.1x 96% |████████████████████████████ | (59361/61744, 185 it/s) [3m55s:12s] 10.1x 96% |████████████████████████████ | (59453/61744, 185 it/s) [3m56s:12s] 10.1x 96% |████████████████████████████ | (59545/61744, 186 it/s) [3m56s:11s] 10.1x 96% |████████████████████████████ | (59641/61744, 186 it/s) [3m57s:11s] 10.1x 96% |████████████████████████████ | (59736/61744, 186 it/s) [3m57s:10s] 10.1x 96% |████████████████████████████ | (59833/61744, 187 it/s) [3m58s:10s] 10.1x 97% |██████████████████████████████ | (59925/61744, 187 it/s) [3m58s:9s] 10.1x 97% |██████████████████████████████ | (60020/61744, 188 it/s) [3m59s:9s] 10.1x 97% |██████████████████████████████ | (60116/61744, 188 it/s) [3m59s:8s] 10.1x 97% |███████████████████████████████ | (60208/61744, 188 it/s) [4m0s:8s] 10x 97% |████████████████████████████████ | (60300/61744, 188 it/s) [4m0s:7s] 10x 97% |████████████████████████████████ | (60393/61744, 188 it/s) [4m1s:7s] 10x 97% |████████████████████████████████ | (60482/61744, 187 it/s) [4m1s:6s] 10x 98% |█████████████████████████████████ | (60574/61744, 186 it/s) [4m2s:6s] 10x 98% |█████████████████████████████████ | (60658/61744, 184 it/s) [4m2s:5s] 10x 98% |█████████████████████████████████ | (60746/61744, 184 it/s) [4m3s:5s] 10x 98% |█████████████████████████████████ | (60835/61744, 184 it/s) [4m3s:4s] 10x 98% |█████████████████████████████████ | (60927/61744, 183 it/s) [4m4s:4s] 10x 98% |█████████████████████████████████ | (61022/61744, 183 it/s) [4m4s:3s] 10x 98% |█████████████████████████████████ | (61119/61744, 183 it/s) [4m5s:3s] 9.99x 99% |███████████████████████████████ | (61204/61744, 181 it/s) [4m5s:2s] 9.98x 99% |███████████████████████████████ | (61302/61744, 181 it/s) [4m6s:2s] 9.98x 99% |███████████████████████████████ | (61392/61744, 181 it/s) [4m6s:1s] 9.97x 99% |███████████████████████████████ | (61480/61744, 180 it/s) [4m7s:1s] 9.97x 99% |███████████████████████████████ | (61561/61744, 177 it/s) [4m7s:1s] 9.96x 99% |███████████████████████████████ | (61636/61744, 175 it/s) [4m8s:0s] 9.95x 99% |███████████████████████████████ | (61718/61744, 175 it/s) [4m8s:0s] 9.95x 100% |████████████████████████████████| (61744/61744, 248 it/s) 9.95x 100% |████████████████████████████████| (61744/61744, 248 it/s)2026-09-23 22:42:10 [INFO] Prepared camera 2 in 4m8.949286476s 2026-09-23 22:42:10 [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% | | (0/61744, 0 it/hr) [0s:0s] 0% | | (20/61744, 21 it/s) [0s:48m33s] 1.52x 0% | | (92/61744, 64 it/s) [1s:16m7s] 3.64x 0% | | (165/61744, 165 it/s) [1s:6m13s] 4.37x 0% | | (229/61744, 146 it/s) [2s:7m0s] 4.56x 0% | | (310/61744, 151 it/s) [2s:6m46s] 4.94x 0% | | (401/61744, 159 it/s) [3s:6m26s] 5.33x 0% | | (496/61744, 159 it/s) [3s:6m25s] 5.65x 0% | | (590/61744, 165 it/s) [4s:6m10s] 5.88x 1% | | (679/61744, 167 it/s) [4s:6m5s] 6.02x 1% | | (772/61744, 170 it/s) [5s:5m59s] 6.16x 1% | | (867/61744, 170 it/s) [5s:5m58s] 6.29x 1% | | (970/61744, 173 it/s) [6s:5m50s] 6.45x 1% | | (1068/61744, 173 it/s) [6s:5m50s] 6.56x 1% | | (1162/61744, 175 it/s) [7s:5m45s] 6.63x 2% | | (1259/61744, 175 it/s) [7s:5m45s] 6.7x 2% | | (1355/61744, 177 it/s) [8s:5m41s] 6.76x 2% | | (1452/61744, 180 it/s) [8s:5m35s] 6.82x 2% | | (1545/61744, 186 it/s) [9s:5m24s] 6.85x 2% | | (1638/61744, 186 it/s) [9s:5m23s] 6.88x 2% | | (1729/61744, 188 it/s) [10s:5m19s] 6.9x 2% | | (1823/61744, 188 it/s) [10s:5m17s] 6.93x 3% | | (1919/61744, 189 it/s) [11s:5m17s] 6.97x 3% | | (2017/61744, 189 it/s) [11s:5m16s] 7x 3% |█ | (2112/61744, 190 it/s) [12s:5m13s] 7.03x 3% | | (2214/61744, 192 it/s) [12s:5m9s] 7.07x 3% | | (2309/61744, 191 it/s) [13s:5m10s] 7.09x 3% | | (2403/61744, 191 it/s) [13s:5m10s] 7.11x 4% |█ | (2494/61744, 190 it/s) [14s:5m12s] 7.11x 4% |█ | (2597/61744, 191 it/s) [14s:5m9s] 7.15x 4% |█ | (2696/61744, 192 it/s) [15s:5m7s] 7.18x 4% |█ | (2792/61744, 192 it/s) [15s:5m6s] 7.19x 4% |█ | (2891/61744, 193 it/s) [16s:5m4s] 7.21x 4% |█ | (2989/61744, 194 it/s) [16s:5m2s] 7.23x 5% |█ | (3090/61744, 195 it/s) [17s:5m1s] 7.25x 5% |█ | (3182/61744, 194 it/s) [17s:5m2s] 7.26x 5% |█ | (3273/61744, 192 it/s) [18s:5m4s] 7.26x 5% |█ | (3368/61744, 192 it/s) [18s:5m4s] 7.27x 5% |█ | (3460/61744, 192 it/s) [19s:5m4s] 7.27x 5% |█ | (3554/61744, 192 it/s) [19s:5m3s] 7.27x 5% |█ | (3648/61744, 192 it/s) [20s:5m2s] 7.28x 6% |█ | (3746/61744, 191 it/s) [20s:5m3s] 7.29x 6% |█ | (3838/61744, 190 it/s) [21s:5m5s] 7.3x 6% |█ | (3937/61744, 190 it/s) [21s:5m4s] 7.31x 6% |█ | (4033/61744, 190 it/s) [22s:5m3s] 7.32x 6% |█ | (4129/61744, 189 it/s) [22s:5m4s] 7.33x 6% |█ | (4226/61744, 189 it/s) [23s:5m4s] 7.33x 6% |█ | (4322/61744, 190 it/s) [23s:5m2s] 7.34x 7% |██ | (4419/61744, 191 it/s) [24s:5m0s] 7.35x 7% |██ | (4514/61744, 191 it/s) [24s:4m59s] 7.36x 7% |██ | (4611/61744, 192 it/s) [25s:4m58s] 7.36x 7% |██ | (4702/61744, 191 it/s) [25s:4m58s] 7.36x 7% |██ | (4799/61744, 191 it/s) [26s:4m58s] 7.37x 7% |██ | (4895/61744, 192 it/s) [26s:4m56s] 7.37x 8% |██ | (4989/61744, 191 it/s) [27s:4m57s] 7.38x 8% |██ | (5084/61744, 191 it/s) [27s:4m56s] 7.38x 8% |██ | (5173/61744, 190 it/s) [28s:4m57s] 7.38x 8% |██ | (5268/61744, 190 it/s) [28s:4m57s] 7.38x 8% |██ | (5366/61744, 190 it/s) [29s:4m56s] 7.39x 8% |██ | (5457/61744, 189 it/s) [29s:4m58s] 7.39x 8% |██ | (5555/61744, 189 it/s) [30s:4m56s] 7.39x 9% |██ | (5652/61744, 189 it/s) [30s:4m56s] 7.4x 9% |██ | (5753/61744, 190 it/s) [31s:4m54s] 7.41x 9% |██ | (5856/61744, 192 it/s) [31s:4m50s] 7.42x 9% |██ | (5951/61744, 192 it/s) [32s:4m50s] 7.43x 9% |██ | (6050/61744, 193 it/s) [32s:4m49s] 7.43x 9% |██ | (6145/61744, 193 it/s) [33s:4m48s] 7.44x 10% |███ | (6244/61744, 194 it/s) [33s:4m45s] 7.44x 10% |███ | (6340/61744, 194 it/s) [34s:4m45s] 7.45x 10% |███ | (6434/61744, 194 it/s) [34s:4m45s] 7.45x 10% |███ | (6537/61744, 196 it/s) [35s:4m41s] 7.46x 10% |███ | (6632/61744, 196 it/s) [35s:4m41s] 7.46x 10% |███ | (6730/61744, 196 it/s) [36s:4m41s] 7.46x 11% |███ | (6826/61744, 195 it/s) [37s:4m41s] 7.47x 11% |███ | (6903/61744, 195 it/s) [37s:4m41s] 7.45x 11% |███ | (6984/61744, 190 it/s) [38s:4m47s] 7.44x 11% |███ | (7075/61744, 190 it/s) [38s:4m47s] 7.43x 11% |███ | (7166/61744, 189 it/s) [39s:4m48s] 7.43x 11% |███ | (7259/61744, 188 it/s) [39s:4m49s] 7.43x 11% |███ | (7360/61744, 189 it/s) [40s:4m47s] 7.44x 12% |███ | (7459/61744, 189 it/s) [40s:4m46s] 7.45x 12% |███ | (7563/61744, 191 it/s) [41s:4m43s] 7.46x 12% |███ | (7662/61744, 192 it/s) [41s:4m41s] 7.46x 12% |███ | (7769/61744, 193 it/s) [42s:4m39s] 7.48x 12% |███ | (7868/61744, 193 it/s) [42s:4m38s] 7.48x 12% |███ | (7970/61744, 194 it/s) [43s:4m36s] 7.49x 13% |████ | (8058/61744, 194 it/s) [43s:4m36s] 7.48x 13% |████ | (8129/61744, 195 it/s) [44s:4m35s] 7.46x 13% |████ | (8227/61744, 196 it/s) [44s:4m32s] 7.47x 13% |████ | (8316/61744, 195 it/s) [45s:4m33s] 7.46x 13% |████ | (8415/61744, 195 it/s) [45s:4m33s] 7.47x 13% |████ | (8516/61744, 195 it/s) [46s:4m32s] 7.47x 13% |████ | (8615/61744, 195 it/s) [46s:4m32s] 7.48x 14% |████ | (8707/61744, 194 it/s) [47s:4m34s] 7.48x 14% |████ | (8811/61744, 194 it/s) [47s:4m32s] 7.49x 14% |████ | (8906/61744, 192 it/s) [48s:4m35s] 7.49x 14% |████ | (9009/61744, 193 it/s) [48s:4m33s] 7.5x 14% |████ | (9098/61744, 190 it/s) [49s:4m36s] 7.49x 14% |████ | (9197/61744, 190 it/s) [49s:4m36s] 7.5x 15% |████ | (9293/61744, 194 it/s) [50s:4m30s] 7.5x 15% |████ | (9390/61744, 194 it/s) [50s:4m30s] 7.5x 15% |████ | (9490/61744, 196 it/s) [51s:4m26s] 7.5x 15% |████ | (9590/61744, 196 it/s) [51s:4m26s] 7.51x 15% |████ | (9689/61744, 196 it/s) [52s:4m26s] 7.51x 15% |████ | (9782/61744, 196 it/s) [52s:4m25s] 7.51x 15% |████ | (9879/61744, 196 it/s) [53s:4m25s] 7.51x 16% |████ | (9979/61744, 195 it/s) [53s:4m25s] 7.52x 16% |████ | (10079/61744, 196 it/s) [54s:4m23s] 7.52x 16% |████ | (10172/61744, 194 it/s) [54s:4m26s] 7.52x 16% |████ | (10276/61744, 197 it/s) [55s:4m21s] 7.53x 16% |████ | (10375/61744, 197 it/s) [55s:4m21s] 7.53x 16% |████ | (10473/61744, 197 it/s) [56s:4m20s] 7.54x 17% |█████ | (10564/61744, 196 it/s) [56s:4m21s] 7.53x 17% |█████ | (10654/61744, 194 it/s) [57s:4m23s] 7.53x 17% |█████ | (10751/61744, 193 it/s) [57s:4m24s] 7.53x 17% |█████ | (10841/61744, 191 it/s) [58s:4m26s] 7.53x 17% |█████ | (10938/61744, 192 it/s) [58s:4m25s] 7.53x 17% |█████ | (11036/61744, 191 it/s) [59s:4m25s] 7.53x 18% |█████ | (11131/61744, 190 it/s) [59s:4m26s] 7.53x 18% |█████ | (11227/61744, 191 it/s) [1m0s:4m24s] 7.54x 18% |█████ | (11323/61744, 189 it/s) [1m0s:4m26s] 7.54x 18% |█████ | (11419/61744, 189 it/s) [1m1s:4m26s] 7.54x 18% |█████ | (11516/61744, 189 it/s) [1m1s:4m26s] 7.54x 18% |█████ | (11615/61744, 190 it/s) [1m2s:4m23s] 7.54x 18% |█████ | (11713/61744, 192 it/s) [1m2s:4m20s] 7.54x 19% |█████ | (11808/61744, 192 it/s) [1m3s:4m20s] 7.54x 19% |█████ | (11905/61744, 192 it/s) [1m3s:4m20s] 7.55x 19% |█████ | (12003/61744, 193 it/s) [1m4s:4m17s] 7.55x 19% |█████ | (12098/61744, 193 it/s) [1m4s:4m17s] 7.55x 19% |█████ | (12193/61744, 192 it/s) [1m5s:4m17s] 7.55x 19% |█████ | (12290/61744, 192 it/s) [1m5s:4m17s] 7.55x 20% |█████ | (12386/61744, 192 it/s) [1m6s:4m16s] 7.55x 20% |█████ | (12479/61744, 192 it/s) [1m6s:4m16s] 7.55x 20% |█████ | (12573/61744, 192 it/s) [1m7s:4m16s] 7.55x 20% |█████ | (12667/61744, 192 it/s) [1m7s:4m16s] 7.55x 20% |█████ | (12764/61744, 192 it/s) [1m8s:4m15s] 7.55x 20% |█████ | (12862/61744, 192 it/s) [1m8s:4m14s] 7.55x 20% |█████ | (12960/61744, 192 it/s) [1m9s:4m14s] 7.56x 21% |██████ | (13064/61744, 194 it/s) [1m9s:4m11s] 7.56x 21% |█████ | (13160/61744, 193 it/s) [1m10s:4m11s] 7.56x 21% |█████ | (13251/61744, 192 it/s) [1m10s:4m12s] 7.56x 21% |█████ | (13346/61744, 192 it/s) [1m11s:4m11s] 7.56x 21% |█████ | (13445/61744, 193 it/s) [1m11s:4m10s] 7.56x 21% |██████ | (13545/61744, 193 it/s) [1m12s:4m9s] 7.57x 22% |██████ | (13637/61744, 193 it/s) [1m12s:4m9s] 7.56x 22% |██████ | (13739/61744, 193 it/s) [1m13s:4m8s] 7.57x 22% |██████ | (13834/61744, 194 it/s) [1m13s:4m6s] 7.57x 22% |██████ | (13930/61744, 194 it/s) [1m14s:4m6s] 7.57x 22% |██████ | (14019/61744, 192 it/s) [1m14s:4m8s] 7.57x 22% |██████ | (14113/61744, 191 it/s) [1m15s:4m8s] 7.57x 23% |██████ | (14208/61744, 191 it/s) [1m15s:4m8s] 7.57x 23% |██████ | (14309/61744, 190 it/s) [1m16s:4m9s] 7.57x 23% |██████ | (14405/61744, 190 it/s) [1m16s:4m9s] 7.57x 23% |██████ | (14500/61744, 190 it/s) [1m17s:4m8s] 7.57x 23% |██████ | (14593/61744, 190 it/s) [1m17s:4m7s] 7.57x 23% |██████ | (14690/61744, 190 it/s) [1m18s:4m7s] 7.57x 23% |██████ | (14788/61744, 190 it/s) [1m18s:4m7s] 7.57x 24% |██████ | (14883/61744, 191 it/s) [1m19s:4m5s] 7.57x 24% |██████ | (14979/61744, 190 it/s) [1m19s:4m5s] 7.57x 24% |██████ | (15071/61744, 189 it/s) [1m20s:4m6s] 7.57x 24% |██████ | (15172/61744, 192 it/s) [1m20s:4m3s] 7.57x 24% |██████ | (15261/61744, 192 it/s) [1m21s:4m2s] 7.57x 24% |██████ | (15357/61744, 191 it/s) [1m21s:4m2s] 7.57x 25% |███████ | (15454/61744, 191 it/s) [1m22s:4m1s] 7.57x 25% |███████ | (15547/61744, 191 it/s) [1m22s:4m2s] 7.57x 25% |███████ | (15644/61744, 191 it/s) [1m23s:4m1s] 7.57x 25% |███████ | (15731/61744, 190 it/s) [1m23s:4m2s] 7.57x 25% |███████ | (15826/61744, 190 it/s) [1m24s:4m1s] 7.57x 25% |███████ | (15921/61744, 190 it/s) [1m24s:4m1s] 7.57x 25% |███████ | (16015/61744, 190 it/s) [1m25s:4m0s] 7.57x 26% |███████ | (16108/61744, 189 it/s) [1m25s:4m1s] 7.57x 26% |███████ | (16205/61744, 189 it/s) [1m26s:4m1s] 7.57x 26% |███████ | (16299/61744, 189 it/s) [1m26s:4m0s] 7.57x 26% |███████ | (16400/61744, 190 it/s) [1m27s:3m58s] 7.57x 26% |███████ | (16489/61744, 190 it/s) [1m27s:3m58s] 7.57x 26% |███████ | (16581/61744, 190 it/s) [1m28s:3m58s] 7.57x 27% |███████ | (16679/61744, 188 it/s) [1m28s:3m59s] 7.57x 27% |███████ | (16789/61744, 192 it/s) [1m29s:3m54s] 7.58x 27% |███████ | (16897/61744, 195 it/s) [1m29s:3m50s] 7.58x 27% |███████ | (16991/61744, 195 it/s) [1m30s:3m49s] 7.58x 27% |███████ | (17086/61744, 195 it/s) [1m30s:3m48s] 7.58x 27% |███████ | (17180/61744, 195 it/s) [1m31s:3m48s] 7.58x 27% |███████ | (17274/61744, 195 it/s) [1m31s:3m47s] 7.58x 28% |███████ | (17367/61744, 194 it/s) [1m32s:3m48s] 7.58x 28% |███████ | (17465/61744, 194 it/s) [1m32s:3m48s] 7.58x 28% |███████ | (17564/61744, 196 it/s) [1m33s:3m45s] 7.58x 28% |███████ | (17657/61744, 195 it/s) [1m33s:3m45s] 7.58x 28% |███████ | (17746/61744, 191 it/s) [1m34s:3m50s] 7.58x 28% |███████ | (17843/61744, 191 it/s) [1m34s:3m49s] 7.58x 29% |████████ | (17942/61744, 189 it/s) [1m35s:3m51s] 7.58x 29% |████████ | (18034/61744, 189 it/s) [1m35s:3m51s] 7.58x 29% |████████ | (18131/61744, 189 it/s) [1m36s:3m50s] 7.58x 29% |████████ | (18228/61744, 190 it/s) [1m36s:3m49s] 7.58x 29% |████████ | (18327/61744, 190 it/s) [1m37s:3m48s] 7.59x 29% |████████ | (18423/61744, 190 it/s) [1m37s:3m47s] 7.59x 29% |████████ | (18517/61744, 190 it/s) [1m38s:3m47s] 7.59x 30% |████████ | (18615/61744, 191 it/s) [1m38s:3m45s] 7.59x 30% |████████ | (18713/61744, 191 it/s) [1m39s:3m45s] 7.59x 30% |████████ | (18808/61744, 190 it/s) [1m39s:3m45s] 7.59x 30% |████████ | (18908/61744, 190 it/s) [1m40s:3m45s] 7.59x 30% |████████ | (19009/61744, 192 it/s) [1m40s:3m42s] 7.59x 30% |████████ | (19102/61744, 192 it/s) [1m41s:3m42s] 7.59x 31% |████████ | (19199/61744, 193 it/s) [1m41s:3m40s] 7.59x 31% |████████ | (19297/61744, 193 it/s) [1m42s:3m40s] 7.59x 31% |████████ | (19390/61744, 192 it/s) [1m42s:3m40s] 7.59x 31% |████████ | (19491/61744, 194 it/s) [1m43s:3m37s] 7.6x 31% |████████ | (19590/61744, 195 it/s) [1m43s:3m36s] 7.6x 31% |████████ | (19688/61744, 195 it/s) [1m44s:3m36s] 7.6x 32% |█████████ | (19784/61744, 195 it/s) [1m44s:3m35s] 7.6x 32% |█████████ | (19875/61744, 193 it/s) [1m45s:3m36s] 7.6x 32% |█████████ | (19974/61744, 194 it/s) [1m45s:3m35s] 7.6x 32% |█████████ | (20076/61744, 195 it/s) [1m46s:3m33s] 7.6x 32% |█████████ | (20175/61744, 196 it/s) [1m46s:3m32s] 7.6x 32% |█████████ | (20271/61744, 195 it/s) [1m47s:3m33s] 7.6x 32% |█████████ | (20365/61744, 195 it/s) [1m47s:3m32s] 7.6x 33% |█████████ | (20458/61744, 194 it/s) [1m48s:3m32s] 7.6x 33% |█████████ | (20559/61744, 194 it/s) [1m48s:3m31s] 7.6x 33% |█████████ | (20656/61744, 195 it/s) [1m49s:3m30s] 7.6x 33% |█████████ | (20754/61744, 194 it/s) [1m49s:3m30s] 7.61x 33% |█████████ | (20848/61744, 193 it/s) [1m50s:3m31s] 7.6x 33% |█████████ | (20941/61744, 193 it/s) [1m50s:3m31s] 7.6x 34% |█████████ | (21039/61744, 194 it/s) [1m51s:3m29s] 7.61x 34% |█████████ | (21137/61744, 194 it/s) [1m51s:3m29s] 7.61x 34% |█████████ | (21240/61744, 194 it/s) [1m52s:3m28s] 7.61x 34% |█████████ | (21335/61744, 193 it/s) [1m52s:3m29s] 7.61x 34% |█████████ | (21428/61744, 193 it/s) [1m53s:3m28s] 7.61x 34% |█████████ | (21524/61744, 192 it/s) [1m53s:3m29s] 7.61x 35% |█████████ | (21621/61744, 192 it/s) [1m54s:3m28s] 7.61x 35% |█████████ | (21720/61744, 192 it/s) [1m54s:3m28s] 7.61x 35% |█████████ | (21820/61744, 193 it/s) [1m55s:3m26s] 7.61x 35% |█████████ | (21912/61744, 193 it/s) [1m55s:3m25s] 7.61x 35% |█████████ | (22005/61744, 192 it/s) [1m56s:3m26s] 7.61x 35% |█████████ | (22098/61744, 191 it/s) [1m56s:3m27s] 7.61x 35% |█████████ | (22190/61744, 191 it/s) [1m57s:3m27s] 7.61x 36% |██████████ | (22278/61744, 190 it/s) [1m57s:3m28s] 7.61x 36% |██████████ | (22374/61744, 189 it/s) [1m58s:3m28s] 7.61x 36% |██████████ | (22472/61744, 189 it/s) [1m58s:3m28s] 7.61x 36% |██████████ | (22569/61744, 189 it/s) [1m59s:3m27s] 7.61x 36% |██████████ | (22658/61744, 188 it/s) [1m59s:3m27s] 7.61x 36% |██████████ | (22753/61744, 188 it/s) [2m0s:3m27s] 7.61x 37% |██████████ | (22851/61744, 187 it/s) [2m0s:3m27s] 7.61x 37% |██████████ | (22943/61744, 187 it/s) [2m1s:3m27s] 7.61x 37% |██████████ | (23038/61744, 187 it/s) [2m1s:3m26s] 7.6x 37% |███████████ | (23133/61744, 188 it/s) [2m2s:3m25s] 7.6x 37% |███████████ | (23231/61744, 189 it/s) [2m2s:3m23s] 7.61x 37% |██████████ | (23310/61744, 189 it/s) [2m3s:3m23s] 7.6x 37% |███████████ | (23398/61744, 188 it/s) [2m3s:3m23s] 7.6x 38% |███████████ | (23500/61744, 189 it/s) [2m4s:3m22s] 7.6x 38% |███████████ | (23604/61744, 190 it/s) [2m4s:3m20s] 7.6x 38% |███████████ | (23706/61744, 191 it/s) [2m5s:3m18s] 7.61x 38% |███████████ | (23810/61744, 194 it/s) [2m5s:3m15s] 7.61x 38% |███████████ | (23913/61744, 196 it/s) [2m6s:3m13s] 7.61x 38% |███████████ | (24018/61744, 196 it/s) [2m6s:3m12s] 7.61x 39% |███████████ | (24125/61744, 198 it/s) [2m7s:3m10s] 7.62x 39% |███████████ | (24225/61744, 199 it/s) [2m7s:3m8s] 7.62x 39% |███████████ | (24328/61744, 201 it/s) [2m8s:3m6s] 7.62x 39% |███████████ | (24425/61744, 201 it/s) [2m8s:3m5s] 7.62x 39% |███████████ | (24530/61744, 201 it/s) [2m9s:3m4s] 7.62x 39% |███████████ | (24631/61744, 205 it/s) [2m9s:3m1s] 7.63x 40% |███████████ | (24730/61744, 204 it/s) [2m10s:3m1s] 7.63x 40% |███████████ | (24831/61744, 204 it/s) [2m10s:3m0s] 7.63x 40% |███████████ | (24931/61744, 204 it/s) [2m11s:3m0s] 7.63x 40% |███████████ | (25029/61744, 203 it/s) [2m11s:3m1s] 7.63x 40% |███████████ | (25131/61744, 202 it/s) [2m12s:3m0s] 7.63x 40% |███████████ | (25235/61744, 203 it/s) [2m12s:3m0s] 7.64x 41% |███████████ | (25339/61744, 202 it/s) [2m13s:3m0s] 7.64x 41% |███████████ | (25441/61744, 203 it/s) [2m13s:2m59s] 7.64x 41% |███████████ | (25540/61744, 202 it/s) [2m14s:2m59s] 7.64x 41% |███████████ | (25645/61744, 203 it/s) [2m14s:2m58s] 7.64x 41% |███████████ | (25747/61744, 203 it/s) [2m15s:2m57s] 7.65x 41% |███████████ | (25850/61744, 203 it/s) [2m15s:2m57s] 7.65x 42% |███████████ | (25947/61744, 203 it/s) [2m16s:2m56s] 7.65x 42% |███████████ | (26045/61744, 203 it/s) [2m16s:2m55s] 7.65x 42% |███████████ | (26146/61744, 203 it/s) [2m17s:2m55s] 7.65x 42% |███████████ | (26251/61744, 204 it/s) [2m17s:2m53s] 7.65x 42% |███████████ | (26351/61744, 204 it/s) [2m18s:2m53s] 7.66x 42% |███████████ | (26455/61744, 204 it/s) [2m18s:2m53s] 7.66x 43% |████████████ | (26555/61744, 203 it/s) [2m19s:2m53s] 7.66x 43% |████████████ | (26651/61744, 202 it/s) [2m19s:2m53s] 7.66x 43% |████████████ | (26753/61744, 202 it/s) [2m20s:2m53s] 7.66x 43% |████████████ | (26861/61744, 204 it/s) [2m20s:2m51s] 7.66x 43% |████████████ | (26959/61744, 202 it/s) [2m21s:2m52s] 7.66x 43% |████████████ | (27046/61744, 199 it/s) [2m21s:2m54s] 7.66x 43% |████████████ | (27116/61744, 199 it/s) [2m22s:2m53s] 7.65x 44% |████████████ | (27199/61744, 195 it/s) [2m22s:2m57s] 7.65x 44% |████████████ | (27272/61744, 189 it/s) [2m23s:3m2s] 7.64x 44% |████████████ | (27348/61744, 183 it/s) [2m23s:3m7s] 7.64x 44% |████████████ | (27449/61744, 184 it/s) [2m24s:3m6s] 7.64x 44% |████████████ | (27542/61744, 182 it/s) [2m24s:3m8s] 7.64x 44% |████████████ | (27634/61744, 181 it/s) [2m25s:3m8s] 7.64x 44% |████████████ | (27735/61744, 181 it/s) [2m25s:3m7s] 7.64x 45% |████████████ | (27830/61744, 178 it/s) [2m26s:3m10s] 7.64x 45% |█████████████ | (27932/61744, 179 it/s) [2m26s:3m8s] 7.64x 45% |█████████████ | (28037/61744, 183 it/s) [2m27s:3m4s] 7.64x 45% |████████████ | (28136/61744, 187 it/s) [2m27s:2m59s] 7.65x 45% |████████████ | (28237/61744, 187 it/s) [2m28s:2m58s] 7.65x 45% |████████████ | (28333/61744, 192 it/s) [2m28s:2m53s] 7.65x 46% |████████████ | (28434/61744, 197 it/s) [2m29s:2m48s] 7.65x 46% |████████████ | (28533/61744, 197 it/s) [2m29s:2m48s] 7.65x 46% |████████████ | (28631/61744, 198 it/s) [2m30s:2m47s] 7.65x 46% |████████████ | (28728/61744, 199 it/s) [2m30s:2m46s] 7.65x 46% |████████████ | (28822/61744, 197 it/s) [2m31s:2m46s] 7.65x 46% |████████████ | (28925/61744, 199 it/s) [2m31s:2m45s] 7.65x 46% |████████████ | (29016/61744, 197 it/s) [2m32s:2m46s] 7.65x 47% |█████████████ | (29117/61744, 196 it/s) [2m32s:2m46s] 7.65x 47% |█████████████ | (29208/61744, 194 it/s) [2m33s:2m47s] 7.65x 47% |█████████████ | (29306/61744, 194 it/s) [2m33s:2m46s] 7.65x 47% |█████████████ | (29400/61744, 194 it/s) [2m34s:2m46s] 7.65x 47% |█████████████ | (29496/61744, 193 it/s) [2m34s:2m47s] 7.65x 47% |█████████████ | (29591/61744, 193 it/s) [2m35s:2m46s] 7.65x 48% |█████████████ | (29689/61744, 192 it/s) [2m35s:2m46s] 7.65x 48% |█████████████ | (29777/61744, 190 it/s) [2m36s:2m47s] 7.65x 48% |█████████████ | (29871/61744, 190 it/s) [2m36s:2m47s] 7.65x 48% |█████████████ | (29965/61744, 190 it/s) [2m37s:2m47s] 7.65x 48% |█████████████ | (30054/61744, 187 it/s) [2m37s:2m49s] 7.65x 48% |█████████████ | (30151/61744, 188 it/s) [2m38s:2m47s] 7.65x 48% |█████████████ | (30248/61744, 187 it/s) [2m38s:2m48s] 7.65x 49% |█████████████ | (30340/61744, 187 it/s) [2m39s:2m47s] 7.65x 49% |█████████████ | (30431/61744, 188 it/s) [2m39s:2m46s] 7.64x 49% |█████████████ | (30524/61744, 187 it/s) [2m40s:2m47s] 7.64x 49% |█████████████ | (30610/61744, 185 it/s) [2m40s:2m48s] 7.64x 49% |█████████████ | (30705/61744, 185 it/s) [2m41s:2m48s] 7.64x 49% |█████████████ | (30800/61744, 186 it/s) [2m41s:2m46s] 7.64x 50% |██████████████ | (30898/61744, 187 it/s) [2m42s:2m45s] 7.64x 50% |██████████████ | (30994/61744, 187 it/s) [2m42s:2m44s] 7.64x 50% |██████████████ | (31089/61744, 187 it/s) [2m43s:2m43s] 7.64x 50% |██████████████ | (31184/61744, 188 it/s) [2m43s:2m42s] 7.64x 50% |██████████████ | (31285/61744, 189 it/s) [2m44s:2m41s] 7.64x 50% |██████████████ | (31377/61744, 188 it/s) [2m44s:2m41s] 7.64x 50% |██████████████ | (31473/61744, 189 it/s) [2m45s:2m40s] 7.64x 51% |██████████████ | (31571/61744, 189 it/s) [2m45s:2m39s] 7.64x 51% |██████████████ | (31675/61744, 191 it/s) [2m46s:2m37s] 7.64x 51% |██████████████ | (31766/61744, 192 it/s) [2m46s:2m36s] 7.64x 51% |██████████████ | (31860/61744, 192 it/s) [2m47s:2m35s] 7.64x 51% |██████████████ | (31952/61744, 191 it/s) [2m47s:2m35s] 7.64x 51% |██████████████ | (32047/61744, 191 it/s) [2m48s:2m35s] 7.64x 52% |██████████████ | (32147/61744, 192 it/s) [2m48s:2m34s] 7.64x 52% |██████████████ | (32247/61744, 193 it/s) [2m49s:2m33s] 7.64x 52% |██████████████ | (32341/61744, 192 it/s) [2m49s:2m32s] 7.64x 52% |██████████████ | (32434/61744, 191 it/s) [2m50s:2m33s] 7.64x 52% |██████████████ | (32527/61744, 191 it/s) [2m50s:2m33s] 7.64x 52% |██████████████ | (32621/61744, 191 it/s) [2m51s:2m32s] 7.64x 52% |██████████████ | (32714/61744, 190 it/s) [2m51s:2m32s] 7.64x 53% |██████████████ | (32803/61744, 190 it/s) [2m52s:2m32s] 7.64x 53% |██████████████ | (32897/61744, 188 it/s) [2m52s:2m33s] 7.64x 53% |██████████████ | (32989/61744, 189 it/s) [2m53s:2m32s] 7.64x 53% |██████████████ | (33086/61744, 189 it/s) [2m53s:2m31s] 7.64x 53% |██████████████ | (33186/61744, 189 it/s) [2m54s:2m30s] 7.64x 53% |██████████████ | (33280/61744, 190 it/s) [2m54s:2m29s] 7.64x 54% |███████████████ | (33376/61744, 189 it/s) [2m55s:2m30s] 7.64x 54% |███████████████ | (33470/61744, 188 it/s) [2m55s:2m30s] 7.64x 54% |███████████████ | (33567/61744, 188 it/s) [2m56s:2m30s] 7.64x 54% |███████████████ | (33666/61744, 189 it/s) [2m56s:2m28s] 7.64x 54% |███████████████ | (33763/61744, 189 it/s) [2m57s:2m27s] 7.64x 54% |███████████████ | (33852/61744, 189 it/s) [2m57s:2m27s] 7.64x 54% |███████████████ | (33947/61744, 189 it/s) [2m58s:2m26s] 7.64x 55% |███████████████ | (34050/61744, 191 it/s) [2m58s:2m24s] 7.64x 55% |███████████████ | (34144/61744, 192 it/s) [2m59s:2m23s] 7.64x 55% |███████████████ | (34247/61744, 193 it/s) [2m59s:2m22s] 7.64x 55% |███████████████ | (34343/61744, 193 it/s) [3m0s:2m22s] 7.64x 55% |███████████████ | (34432/61744, 191 it/s) [3m0s:2m22s] 7.64x 55% |███████████████ | (34525/61744, 191 it/s) [3m1s:2m22s] 7.64x 56% |████████████████ | (34620/61744, 191 it/s) [3m1s:2m22s] 7.64x 56% |████████████████ | (34719/61744, 191 it/s) [3m2s:2m21s] 7.64x 56% |████████████████ | (34820/61744, 193 it/s) [3m2s:2m19s] 7.64x 56% |████████████████ | (34912/61744, 193 it/s) [3m3s:2m19s] 7.64x 56% |████████████████ | (35006/61744, 191 it/s) [3m3s:2m20s] 7.64x 56% |████████████████ | (35101/61744, 191 it/s) [3m4s:2m19s] 7.64x 56% |████████████████ | (35193/61744, 189 it/s) [3m4s:2m20s] 7.64x 57% |████████████████ | (35292/61744, 189 it/s) [3m5s:2m20s] 7.64x 57% |████████████████ | (35388/61744, 189 it/s) [3m5s:2m19s] 7.64x 57% |████████████████ | (35478/61744, 189 it/s) [3m6s:2m18s] 7.64x 57% |████████████████ | (35576/61744, 190 it/s) [3m6s:2m17s] 7.64x 57% |████████████████ | (35675/61744, 190 it/s) [3m7s:2m16s] 7.64x 57% |████████████████ | (35773/61744, 191 it/s) [3m7s:2m15s] 7.64x 58% |████████████████ | (35872/61744, 191 it/s) [3m8s:2m15s] 7.64x 58% |████████████████ | (35968/61744, 191 it/s) [3m8s:2m14s] 7.64x 58% |████████████████ | (36064/61744, 190 it/s) [3m9s:2m15s] 7.64x 58% |████████████████ | (36158/61744, 191 it/s) [3m9s:2m14s] 7.64x 58% |████████████████ | (36252/61744, 191 it/s) [3m10s:2m13s] 7.64x 58% |████████████████ | (36344/61744, 191 it/s) [3m10s:2m13s] 7.64x 59% |████████████████ | (36432/61744, 190 it/s) [3m11s:2m13s] 7.64x 59% |████████████████ | (36526/61744, 190 it/s) [3m11s:2m12s] 7.64x 59% |████████████████ | (36610/61744, 187 it/s) [3m12s:2m14s] 7.64x 59% |████████████████ | (36711/61744, 187 it/s) [3m12s:2m13s] 7.64x 59% |████████████████ | (36809/61744, 189 it/s) [3m13s:2m11s] 7.64x 59% |████████████████ | (36908/61744, 189 it/s) [3m13s:2m11s] 7.64x 59% |████████████████ | (37004/61744, 189 it/s) [3m14s:2m10s] 7.64x 60% |████████████████ | (37098/61744, 189 it/s) [3m14s:2m10s] 7.64x 60% |█████████████████ | (37199/61744, 189 it/s) [3m15s:2m9s] 7.64x 60% |████████████████ | (37293/61744, 188 it/s) [3m15s:2m10s] 7.64x 60% |█████████████████ | (37394/61744, 188 it/s) [3m16s:2m9s] 7.64x 60% |█████████████████ | (37491/61744, 189 it/s) [3m16s:2m8s] 7.64x 60% |█████████████████ | (37585/61744, 189 it/s) [3m17s:2m8s] 7.64x 61% |█████████████████ | (37671/61744, 187 it/s) [3m17s:2m8s] 7.64x 61% |█████████████████ | (37766/61744, 188 it/s) [3m18s:2m7s] 7.64x 61% |█████████████████ | (37859/61744, 188 it/s) [3m18s:2m7s] 7.64x 61% |█████████████████ | (37957/61744, 191 it/s) [3m19s:2m4s] 7.64x 61% |█████████████████ | (38059/61744, 191 it/s) [3m19s:2m3s] 7.64x 61% |█████████████████ | (38160/61744, 191 it/s) [3m20s:2m3s] 7.64x 61% |█████████████████ | (38256/61744, 191 it/s) [3m20s:2m2s] 7.64x 62% |█████████████████ | (38352/61744, 191 it/s) [3m21s:2m2s] 7.64x 62% |█████████████████ | (38453/61744, 191 it/s) [3m21s:2m1s] 7.64x 62% |█████████████████ | (38556/61744, 193 it/s) [3m22s:2m0s] 7.64x 62% |█████████████████ | (38658/61744, 193 it/s) [3m22s:1m59s] 7.64x 62% |█████████████████ | (38758/61744, 194 it/s) [3m23s:1m58s] 7.65x 62% |█████████████████ | (38864/61744, 198 it/s) [3m23s:1m55s] 7.65x 63% |█████████████████ | (38974/61744, 201 it/s) [3m24s:1m53s] 7.65x 63% |█████████████████ | (39069/61744, 202 it/s) [3m24s:1m52s] 7.65x 63% |█████████████████ | (39163/61744, 202 it/s) [3m25s:1m51s] 7.65x 63% |█████████████████ | (39260/61744, 201 it/s) [3m25s:1m51s] 7.65x 63% |█████████████████ | (39363/61744, 201 it/s) [3m26s:1m51s] 7.65x 63% 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(40839/61744, 197 it/s) [3m33s:1m46s] 7.66x 66% |██████████████████ | (40937/61744, 198 it/s) [3m34s:1m45s] 7.66x 66% |██████████████████ | (41030/61744, 198 it/s) [3m34s:1m44s] 7.66x 66% |██████████████████ | (41126/61744, 197 it/s) [3m35s:1m44s] 7.66x 66% |██████████████████ | (41229/61744, 199 it/s) [3m35s:1m42s] 7.66x 66% |██████████████████ | (41330/61744, 199 it/s) [3m36s:1m42s] 7.66x 67% |██████████████████ | (41431/61744, 199 it/s) [3m36s:1m41s] 7.66x 67% |██████████████████ | (41524/61744, 198 it/s) [3m37s:1m42s] 7.66x 67% |██████████████████ | (41626/61744, 198 it/s) [3m37s:1m41s] 7.66x 67% |██████████████████ | (41734/61744, 200 it/s) [3m38s:1m39s] 7.67x 67% |██████████████████ | (41832/61744, 200 it/s) [3m38s:1m39s] 7.67x 67% |██████████████████ | (41928/61744, 199 it/s) [3m39s:1m39s] 7.67x 68% |███████████████████ | (42022/61744, 198 it/s) [3m39s:1m39s] 7.67x 68% |███████████████████ | (42119/61744, 198 it/s) [3m40s:1m38s] 7.67x 68% |███████████████████ | (42214/61744, 197 it/s) [3m40s:1m39s] 7.67x 68% |███████████████████ | (42312/61744, 197 it/s) [3m41s:1m38s] 7.67x 68% |███████████████████ | (42410/61744, 196 it/s) [3m41s:1m38s] 7.67x 68% |███████████████████ | (42503/61744, 196 it/s) [3m42s:1m38s] 7.67x 68% |███████████████████ | (42596/61744, 194 it/s) [3m42s:1m38s] 7.66x 69% |███████████████████ | (42690/61744, 194 it/s) [3m43s:1m37s] 7.66x 69% |███████████████████ | (42789/61744, 195 it/s) [3m43s:1m37s] 7.67x 69% |███████████████████ | (42889/61744, 195 it/s) [3m44s:1m36s] 7.67x 69% |███████████████████ | (42987/61744, 195 it/s) [3m44s:1m36s] 7.67x 69% |███████████████████ | (43075/61744, 191 it/s) [3m45s:1m37s] 7.66x 69% |███████████████████ | (43169/61744, 190 it/s) [3m45s:1m37s] 7.66x 70% |███████████████████ | (43258/61744, 190 it/s) [3m46s:1m37s] 7.66x 70% |███████████████████ | (43349/61744, 189 it/s) [3m46s:1m37s] 7.66x 70% |███████████████████ | (43445/61744, 189 it/s) [3m47s:1m36s] 7.66x 70% |███████████████████ | (43535/61744, 189 it/s) 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[3m54s:1m29s] 7.66x 72% |████████████████████ | (44953/61744, 190 it/s) [3m55s:1m28s] 7.66x 72% |████████████████████ | (45049/61744, 190 it/s) [3m55s:1m28s] 7.66x 73% |████████████████████ | (45142/61744, 189 it/s) [3m56s:1m27s] 7.66x 73% |████████████████████ | (45232/61744, 188 it/s) [3m56s:1m28s] 7.66x 73% |████████████████████ | (45327/61744, 187 it/s) [3m57s:1m27s] 7.66x 73% |████████████████████ | (45422/61744, 189 it/s) [3m57s:1m26s] 7.66x 73% |████████████████████ | (45514/61744, 189 it/s) [3m58s:1m26s] 7.66x 73% |████████████████████ | (45600/61744, 186 it/s) [3m58s:1m26s] 7.65x 74% |████████████████████ | (45696/61744, 186 it/s) [3m59s:1m26s] 7.65x 74% |████████████████████ | (45787/61744, 186 it/s) [3m59s:1m25s] 7.65x 74% |█████████████████████ | (45880/61744, 186 it/s) [4m0s:1m25s] 7.65x 74% |█████████████████████ | (45970/61744, 184 it/s) [4m0s:1m25s] 7.65x 74% |█████████████████████ | (46065/61744, 185 it/s) [4m1s:1m24s] 7.65x 74% |█████████████████████ | (46160/61744, 185 it/s) [4m1s:1m24s] 7.65x 74% |█████████████████████ | (46250/61744, 185 it/s) [4m2s:1m23s] 7.65x 75% |█████████████████████ | (46346/61744, 185 it/s) [4m2s:1m23s] 7.65x 75% |█████████████████████ | (46439/61744, 185 it/s) [4m3s:1m22s] 7.65x 75% |█████████████████████ | (46532/61744, 185 it/s) [4m3s:1m22s] 7.65x 75% |█████████████████████ | (46629/61744, 185 it/s) [4m4s:1m21s] 7.65x 75% |█████████████████████ | (46723/61744, 185 it/s) [4m4s:1m21s] 7.65x 75% |█████████████████████ | (46819/61744, 187 it/s) [4m5s:1m19s] 7.65x 75% |█████████████████████ | (46917/61744, 188 it/s) [4m5s:1m18s] 7.65x 76% |██████████████████████ | (47015/61744, 188 it/s) [4m6s:1m18s] 7.65x 76% |██████████████████████ | (47114/61744, 189 it/s) [4m6s:1m17s] 7.65x 76% |██████████████████████ | (47216/61744, 189 it/s) [4m7s:1m16s] 7.65x 76% |██████████████████████ | (47314/61744, 191 it/s) [4m7s:1m15s] 7.65x 76% |██████████████████████ | (47409/61744, 191 it/s) [4m8s:1m14s] 7.65x 76% |██████████████████████ | (47507/61744, 192 it/s) [4m8s:1m14s] 7.65x 77% |██████████████████████ | (47601/61744, 191 it/s) [4m9s:1m13s] 7.65x 77% |██████████████████████ | (47697/61744, 192 it/s) [4m9s:1m13s] 7.65x 77% |█████████████████████ | (47797/61744, 192 it/s) [4m10s:1m12s] 7.65x 77% |█████████████████████ | (47890/61744, 193 it/s) [4m10s:1m11s] 7.65x 77% |█████████████████████ | (47985/61744, 193 it/s) [4m11s:1m11s] 7.65x 77% |█████████████████████ | (48086/61744, 194 it/s) [4m11s:1m10s] 7.65x 78% |██████████████████████ | (48187/61744, 195 it/s) [4m12s:1m9s] 7.65x 78% |██████████████████████ | (48282/61744, 194 it/s) [4m12s:1m9s] 7.65x 78% |██████████████████████ | (48376/61744, 194 it/s) [4m13s:1m9s] 7.65x 78% |██████████████████████ | (48473/61744, 194 it/s) [4m13s:1m8s] 7.65x 78% |██████████████████████ | (48574/61744, 193 it/s) [4m14s:1m8s] 7.65x 78% |██████████████████████ | (48671/61744, 193 it/s) [4m14s:1m7s] 7.66x 78% |██████████████████████ | (48765/61744, 193 it/s) [4m15s:1m7s] 7.65x 79% |██████████████████████ | (48867/61744, 195 it/s) [4m15s:1m6s] 7.66x 79% |██████████████████████ | (48968/61744, 196 it/s) [4m16s:1m5s] 7.66x 79% |██████████████████████ | (49065/61744, 196 it/s) [4m16s:1m4s] 7.66x 79% |██████████████████████ | (49158/61744, 196 it/s) [4m17s:1m4s] 7.66x 79% |██████████████████████ | (49250/61744, 194 it/s) [4m17s:1m4s] 7.66x 79% |██████████████████████ | (49350/61744, 194 it/s) [4m18s:1m3s] 7.66x 80% |███████████████████████ | (49441/61744, 193 it/s) [4m18s:1m3s] 7.66x 80% |███████████████████████ | (49538/61744, 193 it/s) [4m19s:1m3s] 7.66x 80% |███████████████████████ | (49636/61744, 193 it/s) [4m19s:1m2s] 7.66x 80% |███████████████████████ | (49734/61744, 194 it/s) [4m20s:1m1s] 7.66x 80% |███████████████████████ | (49829/61744, 193 it/s) [4m20s:1m1s] 7.66x 80% |███████████████████████ | (49925/61744, 193 it/s) [4m21s:1m1s] 7.66x 81% |███████████████████████ | (50025/61744, 193 it/s) [4m21s:1m0s] 7.66x 81% |████████████████████████ | (50124/61744, 194 it/s) [4m22s:59s] 7.66x 81% |████████████████████████ | (50224/61744, 194 it/s) [4m22s:59s] 7.66x 81% |████████████████████████ | (50316/61744, 193 it/s) [4m23s:59s] 7.66x 81% |████████████████████████ | (50406/61744, 193 it/s) [4m23s:58s] 7.66x 81% |████████████████████████ | (50499/61744, 191 it/s) [4m24s:58s] 7.66x 81% |████████████████████████ | (50589/61744, 190 it/s) [4m24s:58s] 7.66x 82% |████████████████████████ | (50685/61744, 191 it/s) [4m25s:57s] 7.66x 82% |████████████████████████ | (50775/61744, 191 it/s) [4m25s:57s] 7.65x 82% |████████████████████████ | (50862/61744, 189 it/s) [4m26s:57s] 7.65x 82% |████████████████████████ | (50958/61744, 189 it/s) [4m26s:57s] 7.65x 82% |████████████████████████ | (51048/61744, 187 it/s) [4m27s:57s] 7.65x 82% |████████████████████████ | (51145/61744, 188 it/s) [4m27s:56s] 7.65x 82% |████████████████████████ | (51239/61744, 188 it/s) [4m28s:55s] 7.65x 83% |████████████████████████ | (51330/61744, 187 it/s) [4m28s:55s] 7.65x 83% |████████████████████████ | (51426/61744, 186 it/s) [4m29s:55s] 7.65x 83% |████████████████████████ | (51518/61744, 186 it/s) [4m29s:55s] 7.65x 83% |████████████████████████ | (51617/61744, 187 it/s) [4m30s:54s] 7.65x 83% |████████████████████████ | (51709/61744, 187 it/s) [4m30s:53s] 7.65x 83% |████████████████████████ | (51802/61744, 187 it/s) [4m31s:53s] 7.65x 84% |█████████████████████████ | (51885/61744, 186 it/s) [4m31s:53s] 7.65x 84% |█████████████████████████ | (51974/61744, 186 it/s) [4m32s:52s] 7.65x 84% |█████████████████████████ | (52070/61744, 186 it/s) [4m32s:52s] 7.65x 84% |█████████████████████████ | (52163/61744, 187 it/s) [4m33s:51s] 7.65x 84% |█████████████████████████ | (52259/61744, 186 it/s) [4m33s:50s] 7.65x 84% |█████████████████████████ | (52352/61744, 186 it/s) [4m34s:50s] 7.65x 84% |█████████████████████████ | (52449/61744, 187 it/s) [4m34s:49s] 7.65x 85% |█████████████████████████ | (52544/61744, 187 it/s) [4m35s:49s] 7.65x 85% |█████████████████████████ | (52638/61744, 187 it/s) [4m35s:48s] 7.65x 85% |█████████████████████████ | (52728/61744, 185 it/s) [4m36s:48s] 7.65x 85% |█████████████████████████ | (52822/61744, 186 it/s) [4m36s:48s] 7.65x 85% |█████████████████████████ | (52916/61744, 187 it/s) [4m37s:47s] 7.65x 85% |█████████████████████████ | (53009/61744, 188 it/s) [4m37s:46s] 7.65x 86% |█████████████████████████ | (53101/61744, 188 it/s) [4m38s:46s] 7.64x 86% |█████████████████████████ | (53197/61744, 187 it/s) [4m38s:45s] 7.64x 86% |█████████████████████████ | (53294/61744, 188 it/s) [4m39s:44s] 7.64x 86% |█████████████████████████ | (53390/61744, 188 it/s) [4m39s:44s] 7.65x 86% |█████████████████████████ | (53493/61744, 190 it/s) [4m40s:43s] 7.65x 86% |█████████████████████████ | (53588/61744, 190 it/s) [4m40s:42s] 7.65x 86% |█████████████████████████ | (53686/61744, 191 it/s) [4m41s:42s] 7.65x 87% |██████████████████████████ | (53784/61744, 192 it/s) [4m41s:41s] 7.65x 87% |██████████████████████████ | (53878/61744, 192 it/s) [4m42s:40s] 7.65x 87% |██████████████████████████ | (53969/61744, 192 it/s) [4m42s:40s] 7.65x 87% |██████████████████████████ | (54067/61744, 193 it/s) [4m43s:39s] 7.65x 87% |██████████████████████████ | (54160/61744, 192 it/s) [4m43s:39s] 7.65x 87% |██████████████████████████ | (54260/61744, 192 it/s) [4m44s:38s] 7.65x 88% |██████████████████████████ | (54351/61744, 192 it/s) [4m44s:38s] 7.65x 88% |██████████████████████████ | (54452/61744, 192 it/s) [4m45s:37s] 7.65x 88% |██████████████████████████ | (54545/61744, 192 it/s) [4m45s:37s] 7.65x 88% |██████████████████████████ | (54642/61744, 191 it/s) [4m46s:37s] 7.65x 88% |██████████████████████████ | (54739/61744, 191 it/s) [4m46s:36s] 7.65x 88% |██████████████████████████ | (54837/61744, 191 it/s) [4m47s:36s] 7.65x 88% |██████████████████████████ | (54932/61744, 191 it/s) [4m47s:35s] 7.65x 89% |██████████████████████████ | (55033/61744, 191 it/s) [4m48s:35s] 7.65x 89% |██████████████████████████ | (55120/61744, 191 it/s) [4m48s:34s] 7.65x 89% |██████████████████████████ | (55221/61744, 191 it/s) [4m49s:34s] 7.65x 89% |██████████████████████████ | (55328/61744, 193 it/s) [4m49s:33s] 7.65x 89% |██████████████████████████ | (55432/61744, 195 it/s) [4m50s:32s] 7.65x 89% |██████████████████████████ | (55534/61744, 197 it/s) [4m50s:31s] 7.65x 90% |███████████████████████████ | (55634/61744, 197 it/s) [4m51s:30s] 7.65x 90% |███████████████████████████ | (55735/61744, 198 it/s) [4m51s:30s] 7.65x 90% |███████████████████████████ | (55823/61744, 196 it/s) [4m52s:30s] 7.65x 90% |███████████████████████████ | (55916/61744, 195 it/s) [4m52s:29s] 7.65x 90% |███████████████████████████ | (56015/61744, 195 it/s) [4m53s:29s] 7.65x 90% |███████████████████████████ | (56118/61744, 196 it/s) [4m53s:28s] 7.65x 91% |███████████████████████████ | (56217/61744, 196 it/s) [4m54s:28s] 7.65x 91% |███████████████████████████ | (56311/61744, 197 it/s) [4m54s:27s] 7.65x 91% |███████████████████████████ | (56409/61744, 197 it/s) [4m55s:27s] 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7.65x 93% |████████████████████████████ | (57718/61744, 187 it/s) [5m2s:21s] 7.65x 93% |████████████████████████████ | (57811/61744, 187 it/s) [5m2s:21s] 7.65x 93% |████████████████████████████ | (57906/61744, 187 it/s) [5m3s:20s] 7.65x 93% |████████████████████████████ | (57999/61744, 187 it/s) [5m3s:20s] 7.65x 94% |█████████████████████████████ | (58093/61744, 187 it/s) [5m4s:19s] 7.65x 94% |█████████████████████████████ | (58186/61744, 187 it/s) [5m4s:19s] 7.65x 94% |█████████████████████████████ | (58274/61744, 187 it/s) [5m5s:18s] 7.65x 94% |█████████████████████████████ | (58359/61744, 185 it/s) [5m5s:18s] 7.64x 94% |█████████████████████████████ | (58441/61744, 182 it/s) [5m6s:18s] 7.64x 94% |█████████████████████████████ | (58526/61744, 181 it/s) [5m6s:17s] 7.64x 94% |█████████████████████████████ | (58622/61744, 182 it/s) [5m7s:17s] 7.64x 95% |█████████████████████████████ | (58715/61744, 182 it/s) [5m7s:16s] 7.64x 95% |█████████████████████████████ | (58804/61744, 181 it/s) [5m8s:16s] 7.64x 95% |█████████████████████████████ | (58893/61744, 180 it/s) [5m8s:15s] 7.64x 95% |█████████████████████████████ | (58988/61744, 180 it/s) [5m9s:15s] 7.64x 95% |█████████████████████████████ | (59083/61744, 180 it/s) [5m9s:14s] 7.64x 95% |████████████████████████████ | (59169/61744, 179 it/s) [5m10s:14s] 7.64x 95% |████████████████████████████ | (59261/61744, 179 it/s) [5m10s:13s] 7.64x 96% |████████████████████████████ | (59358/61744, 179 it/s) [5m11s:13s] 7.64x 96% |████████████████████████████ | (59460/61744, 182 it/s) [5m11s:12s] 7.64x 96% |████████████████████████████ | (59552/61744, 184 it/s) [5m12s:11s] 7.64x 96% |████████████████████████████ | (59647/61744, 184 it/s) [5m12s:11s] 7.64x 96% |████████████████████████████ | (59740/61744, 186 it/s) [5m13s:10s] 7.64x 96% |████████████████████████████ | (59836/61744, 186 it/s) [5m13s:10s] 7.64x 97% |██████████████████████████████ | (59929/61744, 186 it/s) [5m14s:9s] 7.64x 97% |██████████████████████████████ | (60021/61744, 186 it/s) [5m14s:9s] 7.64x 97% |██████████████████████████████ | (60116/61744, 188 it/s) [5m15s:8s] 7.64x 97% |██████████████████████████████ | (60206/61744, 187 it/s) [5m15s:8s] 7.64x 97% |██████████████████████████████ | (60294/61744, 186 it/s) [5m16s:7s] 7.63x 97% |██████████████████████████████ | (60388/61744, 186 it/s) [5m16s:7s] 7.63x 97% |██████████████████████████████ | (60484/61744, 187 it/s) [5m17s:6s] 7.63x 98% |██████████████████████████████ | (60572/61744, 184 it/s) [5m17s:6s] 7.63x 98% |██████████████████████████████ | (60658/61744, 183 it/s) [5m18s:5s] 7.63x 98% |██████████████████████████████ | (60744/61744, 183 it/s) [5m18s:5s] 7.63x 98% |██████████████████████████████ | (60838/61744, 182 it/s) [5m19s:4s] 7.63x 98% |██████████████████████████████ | (60926/61744, 182 it/s) [5m19s:4s] 7.63x 98% |██████████████████████████████ | (61018/61744, 181 it/s) [5m20s:4s] 7.63x 98% |██████████████████████████████ | (61109/61744, 181 it/s) [5m20s:3s] 7.63x 99% |██████████████████████████████ | (61198/61744, 181 it/s) [5m21s:3s] 7.63x 99% |██████████████████████████████ | (61292/61744, 181 it/s) [5m21s:2s] 7.63x 99% |██████████████████████████████ | (61387/61744, 181 it/s) [5m22s:1s] 7.63x 99% |██████████████████████████████ | (61480/61744, 181 it/s) [5m22s:1s] 7.63x 99% |██████████████████████████████ | (61564/61744, 180 it/s) [5m23s:1s] 7.63x 99% |██████████████████████████████ | (61650/61744, 180 it/s) [5m23s:0s] 7.63x 99% |██████████████████████████████ | (61727/61744, 178 it/s) [5m24s:0s] 7.62x 100% |███████████████████████████████| (61744/61744, 190 it/s) 7.62x 100% |███████████████████████████████| (61744/61744, 190 it/s)2026-09-23 22:47:35 [INFO] Prepared camera 3 in 5m24.646899585s 2026-09-23 22:47:35 [INFO] Prepared video data in 18m25.152116567s 2026-09-23 22:47:35 [INFO] Laser preparation disabled 2026-09-23 22:47:35 [INFO] Sonar preparation disabled 2026-09-23 22:47:35 [INFO] No IMU data found 2026-09-23 22:47:35 [INFO] Writing pipe size track... 2026-09-23 22:47:35 [INFO] Writing pipe shape track... 2026-09-23 22:47:35 [INFO] Writing pipe material track... 2026-09-23 22:47:35 [INFO] Prepared miscellaneous data in 238.86µs 2026-09-23 22:47:35 [INFO] DataPrep took 18m25.23939481s