diff --git a/datasets/clustering_progress.csv b/datasets/clustering_progress.csv
deleted file mode 100644
index 0887d8c..0000000
--- a/datasets/clustering_progress.csv
+++ /dev/null
@@ -1,1667 +0,0 @@
-sim_param,alg_id,alg_name,nclusters,jobs_done,jobs_total,elapsed,delta
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-0.1,2,bin_aggzeros,583,490001,583247,4.259,0.087
-0.3,3,hex_lev,111,190001,395075,1.451,0.074
-0.1,2,bin_aggzeros,583,500001,583247,4.344,0.085
-0.5,1,bin_all,1,1,583247,0.013,0.0
-0.3,3,hex_lev,112,200001,395075,1.523,0.071
-0.3,2,bin_aggzeros,1608,50001,583247,2.124,0.459
-0.3,1,bin_all,2270,140001,583247,2.328,0.177
-0.1,2,bin_aggzeros,586,510001,583247,4.432,0.087
-0.3,3,hex_lev,112,210001,395075,1.595,0.071
-0.1,2,bin_aggzeros,587,520001,583247,4.514,0.082
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-0.5,2,bin_aggzeros,1,1,583247,0.009,0.0
-0.3,3,hex_lev,116,230001,395075,1.745,0.071
-0.1,2,bin_aggzeros,587,530001,583247,4.596,0.081
-0.3,1,bin_all,2357,150001,583247,2.526,0.198
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-0.1,2,bin_aggzeros,588,540001,583247,4.682,0.086
-0.5,1,bin_all,1385,10001,583247,0.391,0.377
-0.3,3,hex_lev,117,250001,395075,1.895,0.073
-0.1,2,bin_aggzeros,590,550001,583247,4.77,0.087
-0.3,1,bin_all,2446,160001,583247,2.731,0.204
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-0.3,2,bin_aggzeros,1734,60001,583247,2.596,0.471
-0.1,2,bin_aggzeros,594,560001,583247,4.863,0.093
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-0.1,2,bin_aggzeros,594,570001,583247,4.95,0.087
-0.3,3,hex_lev,123,280001,395075,2.124,0.076
-0.1,4,hex_phases,33,80001,395075,3.028,1.089
-0.1,2,bin_aggzeros,594,580001,583247,5.035,0.084
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-0.5,3,hex_lev,1,1,395075,0.009,0.0
-0.3,3,hex_lev,125,300001,395075,2.277,0.075
-0.1,4,hex_phases,34,90001,395075,3.198,0.17
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-0.3,1,bin_all,2593,180001,583247,3.149,0.191
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-0.5,3,hex_lev,179,10001,395075,0.189,0.18
-0.5,1,bin_all,2148,20001,583247,1.001,0.61
-0.3,2,bin_aggzeros,1855,70001,583247,3.079,0.483
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-0.3,3,hex_lev,134,340001,395075,2.587,0.078
-0.5,3,hex_lev,249,20001,395075,0.386,0.196
-0.5,2,bin_aggzeros,1516,10001,583247,0.985,0.975
-0.3,3,hex_lev,134,350001,395075,2.664,0.077
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-0.3,1,bin_all,2720,200001,583247,3.553,0.202
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-0.5,3,hex_lev,303,30001,395075,0.598,0.212
-0.3,3,hex_lev,136,380001,395075,2.894,0.073
-0.5,5,hex_native,1,1,395075,0.009,0.0
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-0.3,3,hex_lev,137,390001,395075,2.968,0.074
-0.5,5,hex_native,20,20001,395075,0.069,0.029
-0.3,2,bin_aggzeros,1974,80001,583247,3.58,0.5
-0.3,1,bin_all,2789,210001,583247,3.762,0.209
-0.5,5,hex_native,21,30001,395075,0.1,0.031
-0.1,4,hex_phases,35,100001,395075,3.943,0.744
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-0.5,3,hex_lev,342,40001,395075,0.807,0.208
-0.5,5,hex_native,24,50001,395075,0.159,0.028
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-0.3,1,bin_all,2854,220001,583247,3.959,0.197
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-0.5,5,hex_native,27,100001,395075,0.303,0.027
-0.5,5,hex_native,27,110001,395075,0.332,0.029
-0.5,3,hex_lev,384,50001,395075,1.011,0.203
-0.5,1,bin_all,2836,30001,583247,1.788,0.786
-0.5,5,hex_native,28,120001,395075,0.36,0.027
-0.5,5,hex_native,28,130001,395075,0.39,0.029
-0.3,4,hex_phases,161,10001,395075,2.041,2.035
-0.5,5,hex_native,28,140001,395075,0.418,0.027
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-0.5,3,hex_lev,411,60001,395075,1.205,0.194
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-0.3,2,bin_aggzeros,2080,90001,583247,4.053,0.473
-0.5,5,hex_native,29,190001,395075,0.577,0.03
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-0.5,5,hex_native,30,250001,395075,0.753,0.028
-0.1,4,hex_phases,36,110001,395075,4.587,0.644
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-0.5,2,bin_aggzeros,2368,20001,583247,2.588,1.603
-0.1,4,hex_phases,37,140001,395075,5.169,0.163
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-0.7,5,hex_native,118,180001,395075,1.126,0.059
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-0.5,2,bin_aggzeros,3117,30001,583247,4.617,2.028
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-0.3,2,bin_aggzeros,2635,150001,583247,7.201,0.564
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-0.3,2,bin_aggzeros,2815,170001,583247,8.367,0.618
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-0.3,2,bin_aggzeros,3030,200001,583247,10.076,0.581
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-0.3,1,bin_all,4316,520001,583247,10.53,0.217
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-0.3,1,bin_all,4357,530001,583247,10.755,0.224
-0.3,2,bin_aggzeros,3098,210001,583247,10.662,0.585
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-0.5,3,hex_lev,1065,370001,395075,8.15,0.239
-0.95,4,hex_phases,1,1,395075,0.006,0.0
-0.3,1,bin_all,4438,550001,583247,11.222,0.223
-0.9,5,hex_native,1150,40001,395075,3.113,1.214
-0.99,1,bin_all,1,1,583247,0.009,0.0
-0.5,3,hex_lev,1078,380001,395075,8.38,0.23
-0.3,2,bin_aggzeros,3158,220001,583247,11.235,0.572
-0.5,1,bin_all,6137,100001,583247,9.237,1.208
-0.3,1,bin_all,4473,560001,583247,11.532,0.31
-0.99,2,bin_aggzeros,1,1,583247,0.01,0.0
-0.5,3,hex_lev,1102,390001,395075,8.628,0.247
-0.9,2,bin_aggzeros,4127,10001,583247,4.836,4.825
-0.3,1,bin_all,4520,570001,583247,11.898,0.366
-0.3,2,bin_aggzeros,3234,230001,583247,11.815,0.579
-0.9,5,hex_native,1297,50001,395075,3.819,0.706
-0.99,3,hex_lev,1,1,395075,0.006,0.0
-0.3,1,bin_all,4552,580001,583247,12.249,0.35
-0.95,1,bin_all,4393,10001,583247,3.34,3.326
-0.3,2,bin_aggzeros,3296,240001,583247,12.368,0.553
-0.5,1,bin_all,6528,110001,583247,10.52,1.282
-0.99,5,hex_native,1,1,395075,0.006,0.0
-0.95,5,hex_native,1241,10001,395075,2.331,2.325
-0.5,2,bin_aggzeros,4378,50001,583247,10.626,3.727
-0.3,2,bin_aggzeros,3351,250001,583247,12.984,0.616
-0.9,5,hex_native,1416,60001,395075,5.059,1.24
-0.7,3,hex_lev,2072,60001,395075,8.232,2.342
-0.99,4,hex_phases,1,1,395075,0.005,0.0
-0.3,2,bin_aggzeros,3412,260001,583247,13.545,0.56
-0.3,4,hex_phases,242,40001,395075,11.94,4.127
-0.7,1,bin_all,7624,30001,583247,9.635,5.077
-0.9,3,hex_lev,2503,10001,395075,6.561,6.555
-0.3,2,bin_aggzeros,3471,270001,583247,14.154,0.609
-0.5,1,bin_all,6920,120001,583247,12.237,1.717
-0.9,5,hex_native,1540,70001,395075,6.317,1.258
-0.3,2,bin_aggzeros,3537,280001,583247,15.043,0.888
-0.7,3,hex_lev,2278,70001,395075,10.103,1.87
-0.9,5,hex_native,1660,80001,395075,7.205,0.887
-0.7,2,bin_aggzeros,5789,20001,583247,10.855,7.608
-0.5,2,bin_aggzeros,4959,60001,583247,13.606,2.979
-0.3,2,bin_aggzeros,3609,290001,583247,16.11,1.066
-0.9,5,hex_native,1759,90001,395075,8.135,0.93
-0.5,1,bin_all,7302,130001,583247,14.266,2.028
-0.95,5,hex_native,1936,20001,395075,6.115,3.783
-0.99,2,bin_aggzeros,4180,10001,583247,5.143,5.133
-0.99,1,bin_all,4425,10001,583247,5.394,5.384
-0.3,2,bin_aggzeros,3672,300001,583247,16.736,0.625
-0.95,2,bin_aggzeros,4176,10001,583247,8.171,8.161
-0.9,1,bin_all,7659,20001,583247,10.618,7.477
-0.3,2,bin_aggzeros,3733,310001,583247,17.376,0.64
-0.7,3,hex_lev,2493,80001,395075,12.437,2.333
-0.9,5,hex_native,1853,100001,395075,9.546,1.411
-0.3,4,hex_phases,256,50001,395075,15.749,3.808
-0.3,2,bin_aggzeros,3787,320001,583247,17.996,0.62
-0.5,1,bin_all,7638,140001,583247,16.209,1.943
-0.3,2,bin_aggzeros,3835,330001,583247,18.622,0.625
-0.9,5,hex_native,1955,110001,395075,10.578,1.031
-0.5,2,bin_aggzeros,5471,70001,583247,16.543,2.936
-0.7,1,bin_all,9599,40001,583247,14.859,5.223
-0.3,2,bin_aggzeros,3889,340001,583247,19.266,0.643
-0.9,5,hex_native,2050,120001,395075,11.47,0.891
-0.7,3,hex_lev,2694,90001,395075,14.559,2.122
-0.3,4,hex_phases,266,60001,395075,17.81,2.06
-0.5,1,bin_all,7999,150001,583247,17.809,1.599
-0.3,2,bin_aggzeros,3945,350001,583247,20.0,0.734
-0.95,1,bin_all,7911,20001,583247,11.538,8.197
-0.9,5,hex_native,2129,130001,395075,12.383,0.913
-0.5,4,hex_phases,908,20001,395075,16.543,11.189
-0.3,2,bin_aggzeros,4009,360001,583247,20.698,0.697
-0.95,5,hex_native,2544,30001,395075,10.86,4.744
-0.3,2,bin_aggzeros,4059,370001,583247,21.362,0.663
-0.7,3,hex_lev,2855,100001,395075,16.36,1.8
-0.9,5,hex_native,2215,140001,395075,13.45,1.067
-0.5,1,bin_all,8361,160001,583247,19.59,1.78
-0.99,5,hex_native,3560,10001,395075,9.198,9.191
-0.3,2,bin_aggzeros,4109,380001,583247,22.001,0.639
-0.5,2,bin_aggzeros,5946,80001,583247,19.853,3.309
-0.9,5,hex_native,2298,150001,395075,14.688,1.237
-0.3,2,bin_aggzeros,4162,390001,583247,22.754,0.752
-0.7,3,hex_lev,3031,110001,395075,18.523,2.163
-0.95,3,hex_lev,3197,10001,395075,14.064,14.058
-0.3,2,bin_aggzeros,4216,400001,583247,23.765,1.01
-0.9,5,hex_native,2379,160001,395075,15.934,1.246
-0.3,4,hex_phases,279,70001,395075,22.204,4.394
-0.5,1,bin_all,8729,170001,583247,22.031,2.441
-0.7,1,bin_all,11457,50001,583247,20.509,5.649
-0.3,2,bin_aggzeros,4266,410001,583247,25.025,1.26
-0.9,5,hex_native,2436,170001,395075,16.966,1.031
-0.7,3,hex_lev,3211,120001,395075,20.384,1.861
-0.9,5,hex_native,2509,180001,395075,17.918,0.951
-0.9,2,bin_aggzeros,7378,20001,583247,19.289,14.453
-0.3,2,bin_aggzeros,4313,420001,583247,26.101,1.075
-0.5,1,bin_all,9021,180001,583247,24.121,2.089
-0.5,2,bin_aggzeros,6430,90001,583247,24.254,4.401
-0.95,5,hex_native,3068,40001,395075,16.416,5.556
-0.3,2,bin_aggzeros,4356,430001,583247,26.86,0.759
-0.7,2,bin_aggzeros,8042,30001,583247,22.517,11.661
-0.9,5,hex_native,2588,190001,395075,19.14,1.222
-0.7,3,hex_lev,3354,130001,395075,22.267,1.882
-0.99,1,bin_all,8000,20001,583247,16.244,10.85
-0.9,3,hex_lev,4251,20001,395075,20.048,13.486
-0.3,2,bin_aggzeros,4419,440001,583247,27.577,0.716
-0.99,2,bin_aggzeros,7507,20001,583247,16.777,11.633
-0.5,1,bin_all,9360,190001,583247,26.17,2.048
-0.3,2,bin_aggzeros,4472,450001,583247,28.278,0.701
-0.9,1,bin_all,10859,30001,583247,21.783,11.164
-0.9,5,hex_native,2653,200001,395075,20.714,1.574
-0.3,2,bin_aggzeros,4526,460001,583247,28.973,0.694
-0.3,2,bin_aggzeros,4568,470001,583247,29.634,0.661
-0.7,3,hex_lev,3514,140001,395075,24.649,2.381
-0.5,1,bin_all,9661,200001,583247,28.12,1.95
-0.3,2,bin_aggzeros,4615,480001,583247,30.301,0.667
-0.9,5,hex_native,2709,210001,395075,22.264,1.549
-0.3,4,hex_phases,288,80001,395075,28.478,6.273
-0.5,2,bin_aggzeros,6856,100001,583247,28.131,3.877
-0.95,5,hex_native,3523,50001,395075,20.086,3.669
-0.7,4,hex_phases,1768,10001,395075,24.585,24.579
-0.3,2,bin_aggzeros,4666,490001,583247,31.126,0.824
-0.7,1,bin_all,13247,60001,583247,27.216,6.707
-0.9,5,hex_native,2776,220001,395075,23.52,1.256
-0.3,2,bin_aggzeros,4713,500001,583247,31.794,0.667
-0.5,1,bin_all,9978,210001,583247,29.731,1.61
-0.3,2,bin_aggzeros,4763,510001,583247,32.444,0.65
-0.3,4,hex_phases,297,90001,395075,30.651,2.173
-0.7,3,hex_lev,3657,150001,395075,27.567,2.918
-0.95,1,bin_all,11259,30001,583247,23.793,12.255
-0.9,5,hex_native,2836,230001,395075,24.633,1.113
-0.3,2,bin_aggzeros,4807,520001,583247,33.144,0.7
-0.5,1,bin_all,10283,220001,583247,31.213,1.482
-0.3,2,bin_aggzeros,4851,530001,583247,33.834,0.69
-0.9,5,hex_native,2896,240001,395075,26.111,1.477
-0.3,2,bin_aggzeros,4900,540001,583247,34.581,0.746
-0.95,5,hex_native,3950,60001,395075,24.313,4.227
-0.5,2,bin_aggzeros,7296,110001,583247,32.527,4.395
-0.5,4,hex_phases,1135,30001,395075,31.044,14.5
-0.3,2,bin_aggzeros,4940,550001,583247,35.251,0.67
-0.9,5,hex_native,2949,250001,395075,27.217,1.106
-0.5,1,bin_all,10603,230001,583247,33.283,2.069
-0.7,3,hex_lev,3803,160001,395075,30.668,3.101
-0.99,5,hex_native,6095,20001,395075,23.39,14.192
-0.3,2,bin_aggzeros,4982,560001,583247,36.237,0.986
-0.9,5,hex_native,3004,260001,395075,28.426,1.208
-0.5,1,bin_all,10879,240001,583247,35.179,1.896
-0.3,2,bin_aggzeros,5033,570001,583247,37.299,1.061
-0.9,5,hex_native,3062,270001,395075,29.644,1.217
-0.3,2,bin_aggzeros,5067,580001,583247,37.973,0.673
-0.7,3,hex_lev,3926,170001,395075,33.042,2.373
-0.7,1,bin_all,14936,70001,583247,34.275,7.058
-0.5,2,bin_aggzeros,7711,120001,583247,36.384,3.857
-0.9,5,hex_native,3125,280001,395075,30.818,1.174
-0.95,2,bin_aggzeros,7490,20001,583247,30.414,22.242
-0.95,5,hex_native,4336,70001,395075,29.575,5.261
-0.9,5,hex_native,3172,290001,395075,31.919,1.101
-0.5,1,bin_all,11200,250001,583247,37.92,2.74
-0.7,2,bin_aggzeros,10156,40001,583247,35.769,13.251
-0.7,3,hex_lev,4069,180001,395075,35.571,2.528
-0.9,5,hex_native,3228,300001,395075,32.976,1.057
-0.5,1,bin_all,11493,260001,583247,39.638,1.717
-0.9,5,hex_native,3280,310001,395075,34.164,1.188
-0.9,1,bin_all,13902,40001,583247,35.951,14.167
-0.7,3,hex_lev,4196,190001,395075,37.958,2.387
-0.9,5,hex_native,3321,320001,395075,35.239,1.074
-0.5,1,bin_all,11763,270001,583247,41.704,2.066
-0.5,2,bin_aggzeros,8107,130001,583247,41.699,5.315
-0.99,3,hex_lev,4247,10001,395075,32.429,32.423
-0.9,5,hex_native,3388,330001,395075,36.574,1.335
-0.95,5,hex_native,4739,80001,395075,34.446,4.871
-0.7,3,hex_lev,4306,200001,395075,39.987,2.028
-0.99,1,bin_all,11404,30001,583247,34.406,18.162
-0.5,1,bin_all,12037,280001,583247,43.959,2.254
-0.9,5,hex_native,3445,340001,395075,38.045,1.47
-0.7,1,bin_all,16582,80001,583247,42.266,7.991
-0.9,2,bin_aggzeros,10491,30001,583247,39.89,20.6
-0.9,3,hex_lev,5788,30001,395075,39.589,19.541
-0.99,2,bin_aggzeros,10694,30001,583247,35.725,18.947
-0.7,3,hex_lev,4416,210001,395075,42.256,2.268
-0.9,5,hex_native,3499,350001,395075,39.389,1.344
-0.5,1,bin_all,12304,290001,583247,45.691,1.732
-0.5,2,bin_aggzeros,8477,140001,583247,45.799,4.099
-0.95,1,bin_all,14433,40001,583247,40.183,16.39
-0.9,5,hex_native,3564,360001,395075,41.3,1.91
-0.95,5,hex_native,5106,90001,395075,39.367,4.92
-0.5,1,bin_all,12583,300001,583247,47.671,1.98
-0.9,5,hex_native,3608,370001,395075,42.418,1.118
-0.7,3,hex_lev,4551,220001,395075,46.008,3.752
-0.95,3,hex_lev,5511,20001,395075,41.668,27.603
-0.5,4,hex_phases,1305,40001,395075,47.258,16.214
-0.9,5,hex_native,3656,380001,395075,43.916,1.497
-0.5,1,bin_all,12875,310001,583247,49.937,2.266
-0.95,4,hex_phases,3145,10001,395075,41.751,41.745
-0.9,5,hex_native,3713,390001,395075,45.157,1.241
-0.5,2,bin_aggzeros,8888,150001,583247,51.183,5.384
-0.9,4,hex_phases,2960,10001,395075,45.982,45.975
-0.7,3,hex_lev,4702,230001,395075,49.729,3.72
-0.5,1,bin_all,13142,320001,583247,52.769,2.831
-0.95,5,hex_native,5402,100001,395075,44.794,5.427
-0.7,1,bin_all,18215,90001,583247,51.145,8.879
-0.7,2,bin_aggzeros,12134,50001,583247,52.694,16.925
-0.7,3,hex_lev,4831,240001,395075,52.59,2.861
-0.99,5,hex_native,8350,30001,395075,45.154,21.763
-0.5,1,bin_all,13376,330001,583247,55.738,2.969
-0.99,4,hex_phases,3199,10001,395075,45.109,45.104
-0.9,1,bin_all,16796,50001,583247,52.749,16.798
-0.5,2,bin_aggzeros,9280,160001,583247,57.417,6.233
-0.7,3,hex_lev,4945,250001,395075,55.099,2.508
-0.5,1,bin_all,13600,340001,583247,58.352,2.614
-0.95,5,hex_native,5727,110001,395075,50.158,5.363
-0.7,3,hex_lev,5070,260001,395075,57.914,2.815
-0.5,1,bin_all,13864,350001,583247,61.031,2.678
-0.99,1,bin_all,14627,40001,583247,53.254,18.847
-0.5,2,bin_aggzeros,9704,170001,583247,62.566,5.149
-0.7,1,bin_all,19797,100001,583247,60.588,9.442
-0.5,1,bin_all,14168,360001,583247,63.148,2.117
-0.95,2,bin_aggzeros,10665,30001,583247,57.715,27.301
-0.7,3,hex_lev,5186,270001,395075,61.882,3.967
-0.95,5,hex_native,6016,120001,395075,56.557,6.398
-0.7,4,hex_phases,2750,20001,395075,60.527,35.942
-0.5,4,hex_phases,1452,50001,395075,63.413,16.154
-0.5,1,bin_all,14421,370001,583247,65.489,2.34
-0.95,1,bin_all,17466,50001,583247,59.527,19.343
-0.5,2,bin_aggzeros,10041,180001,583247,67.005,4.438
-0.5,1,bin_all,14692,380001,583247,68.313,2.824
-0.7,3,hex_lev,5319,280001,395075,65.43,3.548
-0.9,2,bin_aggzeros,13447,40001,583247,64.162,24.272
-0.95,5,hex_native,6321,130001,395075,62.064,5.507
-0.5,1,bin_all,14931,390001,583247,70.512,2.199
-0.99,2,bin_aggzeros,13718,40001,583247,61.621,25.896
-0.7,3,hex_lev,5428,290001,395075,68.219,2.789
-0.9,3,hex_lev,7172,40001,395075,66.112,26.523
-0.7,2,bin_aggzeros,14057,60001,583247,70.386,17.692
-0.7,1,bin_all,21332,110001,583247,70.818,10.229
-0.5,1,bin_all,15173,400001,583247,73.177,2.664
-0.5,2,bin_aggzeros,10432,190001,583247,73.305,6.3
-0.7,3,hex_lev,5531,300001,395075,70.737,2.517
-0.5,4,hex_phases,1576,60001,395075,72.96,9.547
-0.95,5,hex_native,6609,140001,395075,67.829,5.765
-0.5,1,bin_all,15405,410001,583247,76.347,3.169
-0.7,3,hex_lev,5644,310001,395075,73.452,2.715
-0.7,3,hex_lev,5731,320001,395075,75.752,2.299
-0.9,1,bin_all,19745,60001,583247,74.362,21.612
-0.5,1,bin_all,15618,420001,583247,79.813,3.466
-0.95,3,hex_lev,7605,30001,395075,73.824,32.156
-0.7,3,hex_lev,5870,330001,395075,78.899,3.147
-0.5,2,bin_aggzeros,10773,200001,583247,82.076,8.771
-0.5,1,bin_all,15836,430001,583247,82.563,2.75
-0.95,5,hex_native,6923,150001,395075,74.866,7.036
-0.7,1,bin_all,22907,120001,583247,81.642,10.823
-0.99,1,bin_all,17716,50001,583247,75.55,22.296
-0.7,3,hex_lev,5983,340001,395075,81.785,2.885
-0.99,5,hex_native,10442,40001,395075,74.548,29.393
-0.5,1,bin_all,16084,440001,583247,85.595,3.031
-0.7,3,hex_lev,6102,350001,395075,84.657,2.871
-0.5,1,bin_all,16334,450001,583247,88.139,2.543
-0.5,2,bin_aggzeros,11128,210001,583247,88.365,6.288
-0.95,5,hex_native,7222,160001,395075,81.592,6.725
-0.5,1,bin_all,16554,460001,583247,90.747,2.607
-0.7,3,hex_lev,6218,360001,395075,88.288,3.631
-0.95,1,bin_all,20573,60001,583247,84.857,25.329
-0.7,2,bin_aggzeros,15900,70001,583247,89.572,19.185
-0.5,1,bin_all,16824,470001,583247,93.823,3.076
-0.95,2,bin_aggzeros,13678,40001,583247,87.263,29.547
-0.7,3,hex_lev,6324,370001,395075,91.548,3.26
-0.5,2,bin_aggzeros,11474,220001,583247,95.377,7.011
-0.95,5,hex_native,7462,170001,395075,87.309,5.717
-0.7,1,bin_all,24380,130001,583247,93.423,11.78
-0.5,1,bin_all,17058,480001,583247,96.17,2.347
-0.7,3,hex_lev,6430,380001,395075,94.203,2.654
-0.9,2,bin_aggzeros,16248,50001,583247,93.028,28.866
-0.9,3,hex_lev,8432,50001,395075,92.421,26.308
-0.99,3,hex_lev,7474,20001,395075,88.107,55.677
-0.5,4,hex_phases,1677,70001,395075,96.249,23.289
-0.5,1,bin_all,17276,490001,583247,98.627,2.456
-0.7,3,hex_lev,6547,390001,395075,97.091,2.887
-0.5,1,bin_all,17519,500001,583247,101.333,2.706
-0.95,5,hex_native,7737,180001,395075,93.434,6.124
-0.9,1,bin_all,22542,70001,583247,98.36,23.997
-0.5,2,bin_aggzeros,11811,230001,583247,103.43,8.052
-0.5,1,bin_all,17746,510001,583247,104.018,2.684
-0.99,2,bin_aggzeros,16606,50001,583247,95.021,33.4
-0.5,1,bin_all,17993,520001,583247,106.539,2.521
-0.7,1,bin_all,25808,140001,583247,105.543,12.12
-0.95,5,hex_native,8006,190001,395075,100.071,6.636
-0.5,2,bin_aggzeros,12131,240001,583247,108.438,5.007
-0.5,1,bin_all,18215,530001,583247,109.151,2.611
-0.5,1,bin_all,18450,540001,583247,111.722,2.571
-0.7,2,bin_aggzeros,17702,80001,583247,110.333,20.761
-0.99,1,bin_all,20882,60001,583247,104.914,29.364
-0.7,4,hex_phases,3626,30001,395075,109.768,49.24
-0.5,1,bin_all,18655,550001,583247,114.065,2.342
-0.5,2,bin_aggzeros,12484,250001,583247,113.958,5.519
-0.95,5,hex_native,8253,200001,395075,106.479,6.408
-0.5,1,bin_all,18871,560001,583247,116.826,2.761
-0.99,5,hex_native,12374,50001,395075,108.002,33.454
-0.5,1,bin_all,19098,570001,583247,119.411,2.584
-0.5,2,bin_aggzeros,12830,260001,583247,119.593,5.635
-0.95,1,bin_all,23507,70001,583247,113.39,28.533
-0.95,5,hex_native,8489,210001,395075,113.327,6.847
-0.5,1,bin_all,19298,580001,583247,122.003,2.592
-0.9,3,hex_lev,9581,60001,395075,116.852,24.431
-0.95,2,bin_aggzeros,16553,50001,583247,115.894,28.63
-0.95,3,hex_lev,9557,40001,395075,115.796,41.971
-0.7,1,bin_all,27313,150001,583247,121.377,15.833
-0.5,2,bin_aggzeros,13147,270001,583247,124.906,5.313
-0.95,5,hex_native,8754,220001,395075,120.043,6.716
-0.5,4,hex_phases,1817,80001,395075,126.879,30.63
-0.9,1,bin_all,25282,80001,583247,124.769,26.409
-0.5,2,bin_aggzeros,13476,280001,583247,130.442,5.535
-0.9,2,bin_aggzeros,19122,60001,583247,126.697,33.669
-0.95,5,hex_native,8999,230001,395075,126.557,6.513
-0.7,2,bin_aggzeros,19457,90001,583247,133.051,22.717
-0.5,2,bin_aggzeros,13771,290001,583247,135.776,5.333
-0.7,1,bin_all,28687,160001,583247,136.581,15.204
-0.5,4,hex_phases,1926,90001,395075,138.841,11.961
-0.5,2,bin_aggzeros,14086,300001,583247,141.369,5.592
-0.99,2,bin_aggzeros,19578,60001,583247,132.294,37.272
-0.95,5,hex_native,9230,240001,395075,133.408,6.851
-0.99,1,bin_all,23879,70001,583247,136.401,31.487
-0.5,2,bin_aggzeros,14386,310001,583247,147.174,5.804
-0.95,5,hex_native,9431,250001,395075,139.884,6.476
-0.9,3,hex_lev,10729,70001,395075,142.948,26.096
-0.95,1,bin_all,26407,80001,583247,145.3,31.91
-0.5,2,bin_aggzeros,14692,320001,583247,153.282,6.108
-0.9,4,hex_phases,5035,20001,395075,147.125,101.143
-0.95,5,hex_native,9630,260001,395075,146.098,6.214
-0.99,5,hex_native,14191,60001,395075,144.9,36.898
-0.7,1,bin_all,30128,170001,583247,153.33,16.748
-0.95,2,bin_aggzeros,19504,60001,583247,151.4,35.506
-0.5,2,bin_aggzeros,14964,330001,583247,158.718,5.435
-0.9,1,bin_all,28026,90001,583247,154.95,30.18
-0.95,4,hex_phases,5447,20001,395075,150.835,109.084
-0.7,2,bin_aggzeros,21190,100001,583247,158.357,25.306
-0.95,5,hex_native,9858,270001,395075,153.342,7.243
-0.5,2,bin_aggzeros,15221,340001,583247,164.32,5.602
-0.1,4,hex_phases,41,250001,395075,167.001,159.249
-0.1,4,hex_phases,41,260001,395075,167.26,0.258
-0.1,4,hex_phases,42,270001,395075,167.448,0.188
-0.1,4,hex_phases,42,280001,395075,167.612,0.164
-0.1,4,hex_phases,42,290001,395075,167.783,0.17
-0.1,4,hex_phases,42,300001,395075,167.955,0.171
-0.1,4,hex_phases,42,310001,395075,168.123,0.168
-0.7,4,hex_phases,4374,40001,395075,161.48,51.711
-0.1,4,hex_phases,42,320001,395075,168.401,0.277
-0.1,4,hex_phases,42,330001,395075,168.568,0.167
-0.1,4,hex_phases,42,340001,395075,168.751,0.182
-0.1,4,hex_phases,42,350001,395075,168.959,0.208
-0.1,4,hex_phases,42,360001,395075,169.131,0.172
-0.1,4,hex_phases,42,370001,395075,169.303,0.171
-0.1,4,hex_phases,42,380001,395075,169.481,0.178
-0.1,4,hex_phases,42,390001,395075,169.661,0.179
-0.95,3,hex_lev,11370,50001,395075,160.06,44.263
-0.9,2,bin_aggzeros,21845,70001,583247,163.196,36.498
-0.95,5,hex_native,10088,280001,395075,160.394,7.051
-0.5,2,bin_aggzeros,15503,350001,583247,170.373,6.052
-0.7,1,bin_all,31465,180001,583247,169.927,16.597
-0.99,3,hex_lev,10462,30001,395075,164.097,75.99
-0.95,5,hex_native,10325,290001,395075,167.931,7.537
-0.5,2,bin_aggzeros,15812,360001,583247,177.127,6.754
-0.99,4,hex_phases,5585,20001,395075,166.112,121.002
-0.9,3,hex_lev,11850,80001,395075,173.118,30.169
-0.99,1,bin_all,26835,80001,583247,171.029,34.627
-0.99,2,bin_aggzeros,22370,70001,583247,174.216,41.922
-0.95,5,hex_native,10532,300001,395075,175.45,7.519
-0.5,2,bin_aggzeros,16100,370001,583247,183.982,6.855
-0.7,2,bin_aggzeros,22833,110001,583247,184.58,26.223
-0.95,1,bin_all,29310,90001,583247,182.436,37.135
-0.7,1,bin_all,32849,190001,583247,188.346,18.418
-0.5,2,bin_aggzeros,16416,380001,583247,191.21,7.227
-0.95,5,hex_native,10760,310001,395075,183.198,7.748
-0.9,1,bin_all,30664,100001,583247,188.39,33.44
-0.5,2,bin_aggzeros,16686,390001,583247,197.838,6.628
-0.95,2,bin_aggzeros,22283,70001,583247,191.359,39.958
-0.95,5,hex_native,10944,320001,395075,190.059,6.86
-0.99,5,hex_native,15960,70001,395075,188.192,43.291
-0.5,2,bin_aggzeros,16942,400001,583247,204.545,6.706
-0.95,5,hex_native,11179,330001,395075,198.289,8.23
-0.7,1,bin_all,34188,200001,583247,205.619,17.273
-0.9,3,hex_lev,12932,90001,395075,205.045,31.927
-0.9,2,bin_aggzeros,24507,80001,583247,206.031,42.834
-0.5,2,bin_aggzeros,17178,410001,583247,211.093,6.548
-0.95,5,hex_native,11388,340001,395075,206.6,8.31
-0.7,2,bin_aggzeros,24525,120001,583247,212.55,27.969
-0.5,2,bin_aggzeros,17422,420001,583247,217.684,6.59
-0.99,1,bin_all,29797,90001,583247,210.574,39.545
-0.95,3,hex_lev,13043,60001,395075,213.033,52.973
-0.95,5,hex_native,11610,350001,395075,214.34,7.74
-0.5,2,bin_aggzeros,17690,430001,583247,224.656,6.972
-0.7,1,bin_all,35474,210001,583247,223.284,17.664
-0.9,1,bin_all,33260,110001,583247,222.791,34.401
-0.95,1,bin_all,32107,100001,583247,220.862,38.426
-0.99,2,bin_aggzeros,25118,80001,583247,219.0,44.784
-0.7,4,hex_phases,5064,50001,395075,226.634,65.154
-0.95,5,hex_native,11858,360001,395075,223.372,9.032
-0.5,2,bin_aggzeros,17961,440001,583247,231.89,7.234
-0.5,2,bin_aggzeros,18231,450001,583247,239.046,7.155
-0.95,5,hex_native,12067,370001,395075,231.585,8.212
-0.9,3,hex_lev,13880,100001,395075,236.401,31.356
-0.95,2,bin_aggzeros,25015,80001,583247,236.186,44.827
-0.7,2,bin_aggzeros,26132,130001,583247,241.847,29.297
-0.7,1,bin_all,36811,220001,583247,242.143,18.859
-0.5,2,bin_aggzeros,18482,460001,583247,246.054,7.008
-0.99,5,hex_native,17712,80001,395075,236.684,48.492
-0.95,5,hex_native,12266,380001,395075,239.514,7.929
-0.5,2,bin_aggzeros,18775,470001,583247,253.951,7.896
-0.9,2,bin_aggzeros,27162,90001,583247,251.437,45.406
-0.95,5,hex_native,12497,390001,395075,248.106,8.591
-0.5,2,bin_aggzeros,19044,480001,583247,261.359,7.408
-0.99,1,bin_all,32659,100001,583247,253.896,43.321
-0.7,1,bin_all,38101,230001,583247,261.836,19.692
-0.9,1,bin_all,35959,120001,583247,261.225,38.434
-0.95,1,bin_all,34850,110001,583247,261.573,40.71
-0.5,2,bin_aggzeros,19305,490001,583247,268.798,7.438
-0.7,2,bin_aggzeros,27669,140001,583247,272.586,30.738
-0.99,3,hex_lev,13252,40001,395075,265.534,101.436
-0.9,3,hex_lev,14852,110001,395075,270.526,34.124
-0.5,2,bin_aggzeros,19552,500001,583247,276.11,7.312
-0.99,2,bin_aggzeros,27870,90001,583247,268.436,49.435
-0.95,3,hex_lev,14689,70001,395075,273.644,60.61
-0.7,4,hex_phases,5664,60001,395075,277.124,50.489
-0.7,1,bin_all,39385,240001,583247,281.566,19.73
-0.5,2,bin_aggzeros,19823,510001,583247,283.932,7.822
-0.5,2,bin_aggzeros,20073,520001,583247,291.342,7.41
-0.95,2,bin_aggzeros,27747,90001,583247,284.951,48.764
-0.99,5,hex_native,19379,90001,395075,288.102,51.418
-0.5,2,bin_aggzeros,20328,530001,583247,299.072,7.729
-0.7,1,bin_all,40698,250001,583247,302.362,20.796
-0.9,4,hex_phases,6921,30001,395075,299.098,151.972
-0.5,2,bin_aggzeros,20595,540001,583247,306.935,7.863
-0.9,1,bin_all,38529,130001,583247,303.46,42.234
-0.9,2,bin_aggzeros,29737,100001,583247,304.206,52.769
-0.7,2,bin_aggzeros,29277,150001,583247,306.729,34.143
-0.99,1,bin_all,35474,110001,583247,300.665,46.768
-0.9,3,hex_lev,15851,120001,395075,305.729,35.203
-0.95,1,bin_all,37684,120001,583247,305.827,44.254
-0.5,2,bin_aggzeros,20822,550001,583247,313.911,6.975
-0.5,2,bin_aggzeros,21065,560001,583247,321.836,7.925
-0.7,1,bin_all,42029,260001,583247,323.625,21.262
-0.5,2,bin_aggzeros,21318,570001,583247,329.68,7.843
-0.99,2,bin_aggzeros,30546,100001,583247,322.169,53.733
-0.95,4,hex_phases,7576,30001,395075,328.005,177.169
-0.5,2,bin_aggzeros,21554,580001,583247,337.664,7.984
-0.7,2,bin_aggzeros,30794,160001,583247,341.186,34.457
-0.95,2,bin_aggzeros,30403,100001,583247,338.576,53.625
-0.9,3,hex_lev,16775,130001,395075,341.519,35.79
-0.95,3,hex_lev,16318,80001,395075,339.427,65.782
-0.7,1,bin_all,43289,270001,583247,345.106,21.48
-0.99,5,hex_native,20876,100001,395075,339.774,51.671
-0.9,1,bin_all,41060,140001,583247,348.847,45.386
-0.7,4,hex_phases,6299,70001,395075,352.313,75.188
-0.95,1,bin_all,40415,130001,583247,354.574,48.746
-0.99,1,bin_all,38374,120001,583247,352.471,51.806
-0.9,2,bin_aggzeros,32258,110001,583247,357.226,53.02
-0.7,1,bin_all,44577,280001,583247,367.484,22.378
-0.99,4,hex_phases,7792,30001,395075,362.864,196.752
-0.7,2,bin_aggzeros,32341,170001,583247,377.788,36.601
-0.9,3,hex_lev,17707,140001,395075,379.645,38.126
-0.99,2,bin_aggzeros,33159,110001,583247,380.256,58.086
-0.7,1,bin_all,45850,290001,583247,390.044,22.56
-0.99,3,hex_lev,15914,50001,395075,382.858,117.323
-0.95,2,bin_aggzeros,32992,110001,583247,395.66,57.083
-0.9,1,bin_all,43651,150001,583247,398.107,49.259
-0.99,5,hex_native,22411,110001,395075,399.709,59.934
-0.95,1,bin_all,43107,140001,583247,406.961,52.386
-0.7,2,bin_aggzeros,33794,180001,583247,413.349,35.561
-0.7,1,bin_all,47167,300001,583247,414.326,24.282
-0.99,1,bin_all,41165,130001,583247,408.075,55.604
-0.95,3,hex_lev,17914,90001,395075,410.416,70.988
-0.9,2,bin_aggzeros,34871,120001,583247,415.736,58.51
-0.9,3,hex_lev,18637,150001,395075,422.934,43.288
-0.7,1,bin_all,48372,310001,583247,438.429,24.102
-0.9,1,bin_all,46135,160001,583247,445.593,47.486
-0.7,4,hex_phases,6920,80001,395075,449.675,97.362
-0.99,2,bin_aggzeros,35856,120001,583247,447.876,67.62
-0.7,2,bin_aggzeros,35280,190001,583247,455.032,41.682
-0.7,1,bin_all,49583,320001,583247,463.405,24.976
-0.95,2,bin_aggzeros,35667,120001,583247,459.326,63.666
-0.95,1,bin_all,45855,150001,583247,464.855,57.894
-0.99,5,hex_native,23960,120001,395075,461.257,61.548
-0.9,3,hex_lev,19510,160001,395075,466.777,43.842
-0.99,1,bin_all,43935,140001,583247,467.986,59.911
-0.9,2,bin_aggzeros,37374,130001,583247,477.737,62.0
-0.95,3,hex_lev,19335,100001,395075,481.485,71.069
-0.9,4,hex_phases,8663,40001,395075,482.875,183.777
-0.7,1,bin_all,50745,330001,583247,488.302,24.897
-0.7,2,bin_aggzeros,36730,200001,583247,497.26,42.228
-0.9,1,bin_all,48632,170001,583247,496.623,51.029
-0.7,1,bin_all,51931,340001,583247,514.092,25.789
-0.9,3,hex_lev,20353,170001,395075,511.548,44.771
-0.99,3,hex_lev,18345,60001,395075,515.074,132.215
-0.99,2,bin_aggzeros,38449,130001,583247,518.94,71.064
-0.95,1,bin_all,48469,160001,583247,522.834,57.979
-0.95,2,bin_aggzeros,38241,130001,583247,525.72,66.393
-0.99,5,hex_native,25405,130001,395075,523.925,62.668
-0.7,4,hex_phases,7522,90001,395075,532.641,82.966
-0.7,2,bin_aggzeros,38138,210001,583247,540.332,43.072
-0.7,1,bin_all,53137,350001,583247,542.056,27.963
-0.99,1,bin_all,46740,150001,583247,535.362,67.375
-0.9,2,bin_aggzeros,39829,140001,583247,544.665,66.928
-0.9,1,bin_all,51011,180001,583247,548.404,51.781
-0.9,3,hex_lev,21162,180001,395075,556.234,44.686
-0.95,3,hex_lev,20751,110001,395075,558.503,77.018
-0.3,4,hex_phases,300,100001,395075,569.713,539.061
-0.7,1,bin_all,54352,360001,583247,569.121,27.064
-0.3,4,hex_phases,307,110001,395075,574.612,4.898
-0.3,4,hex_phases,315,120001,395075,578.269,3.656
-0.3,4,hex_phases,320,130001,395075,581.236,2.967
-0.7,2,bin_aggzeros,39587,220001,583247,587.296,46.963
-0.3,4,hex_phases,324,140001,395075,590.448,9.211
-0.95,1,bin_all,51113,170001,583247,585.278,62.443
-0.3,4,hex_phases,328,150001,395075,593.167,2.719
-0.3,4,hex_phases,336,160001,395075,597.032,3.865
-0.99,5,hex_native,26851,140001,395075,589.869,65.943
-0.7,1,bin_all,55545,370001,583247,598.284,29.163
-0.3,4,hex_phases,347,170001,395075,601.178,4.145
-0.95,2,bin_aggzeros,40773,140001,583247,595.374,69.653
-0.99,2,bin_aggzeros,41006,140001,583247,593.712,74.771
-0.3,4,hex_phases,354,180001,395075,603.581,2.403
-0.3,4,hex_phases,355,190001,395075,607.101,3.519
-0.9,3,hex_lev,21961,190001,395075,602.154,45.919
-0.9,1,bin_all,53422,190001,583247,603.716,55.311
-0.3,4,hex_phases,360,200001,395075,610.479,3.378
-0.99,1,bin_all,49414,160001,583247,602.826,67.463
-0.3,4,hex_phases,362,210001,395075,613.535,3.055
-0.3,4,hex_phases,364,220001,395075,616.162,2.627
-0.9,2,bin_aggzeros,42345,150001,583247,617.778,73.112
-0.95,4,hex_phases,9546,40001,395075,619.858,291.853
-0.7,1,bin_all,56761,380001,583247,627.103,28.818
-0.7,2,bin_aggzeros,40989,230001,583247,632.315,45.018
-0.95,3,hex_lev,22233,120001,395075,640.999,82.495
-0.9,3,hex_lev,22743,200001,395075,647.013,44.858
-0.95,1,bin_all,53646,180001,583247,647.808,62.529
-0.7,1,bin_all,57909,390001,583247,655.626,28.523
-0.9,1,bin_all,55831,200001,583247,661.459,57.742
-0.99,5,hex_native,28344,150001,395075,664.854,74.984
-0.95,2,bin_aggzeros,43361,150001,583247,671.969,76.595
-0.99,3,hex_lev,20791,70001,395075,670.15,155.076
-0.7,2,bin_aggzeros,42354,240001,583247,678.363,46.048
-0.99,1,bin_all,52117,170001,583247,676.096,73.27
-0.7,1,bin_all,59076,400001,583247,684.854,29.227
-0.99,2,bin_aggzeros,43616,150001,583247,679.484,85.772
-0.9,2,bin_aggzeros,44741,160001,583247,690.221,72.443
-0.99,4,hex_phases,9845,40001,395075,685.787,322.922
-0.9,3,hex_lev,23516,210001,395075,695.237,48.224
-0.9,4,hex_phases,10295,50001,395075,704.693,221.818
-0.7,1,bin_all,60225,410001,583247,713.778,28.923
-0.95,1,bin_all,56224,190001,583247,714.882,67.074
-0.9,1,bin_all,58191,210001,583247,721.991,60.532
-0.7,2,bin_aggzeros,43768,250001,583247,726.411,48.048
-0.95,3,hex_lev,23585,130001,395075,726.518,85.519
-0.7,1,bin_all,61348,420001,583247,743.203,29.425
-0.99,5,hex_native,29751,160001,395075,740.903,76.049
-0.9,3,hex_lev,24364,220001,395075,748.812,53.575
-0.95,2,bin_aggzeros,45830,160001,583247,749.455,77.486
-0.99,1,bin_all,54719,180001,583247,749.68,73.583
-0.9,2,bin_aggzeros,47173,170001,583247,767.129,76.908
-0.99,2,bin_aggzeros,46109,160001,583247,763.292,83.808
-0.7,1,bin_all,62513,430001,583247,775.186,31.983
-0.7,2,bin_aggzeros,45227,260001,583247,778.154,51.742
-0.9,1,bin_all,60609,220001,583247,785.984,63.993
-0.95,1,bin_all,58776,200001,583247,784.041,69.158
-0.9,3,hex_lev,25170,230001,395075,801.027,52.214
-0.5,4,hex_phases,2016,100001,395075,805.308,666.466
-0.7,1,bin_all,63681,440001,583247,807.253,32.066
-0.99,5,hex_native,31118,170001,395075,817.899,76.996
-0.95,3,hex_lev,24952,140001,395075,821.23,94.711
-0.7,2,bin_aggzeros,46600,270001,583247,830.733,52.579
-0.99,1,bin_all,57363,190001,583247,828.304,78.624
-0.95,2,bin_aggzeros,48334,170001,583247,832.474,83.018
-0.7,1,bin_all,64804,450001,583247,840.729,33.476
-0.9,2,bin_aggzeros,49497,180001,583247,844.688,77.558
-0.9,1,bin_all,62944,230001,583247,850.836,64.852
-0.9,3,hex_lev,25979,240001,395075,854.719,53.692
-0.95,1,bin_all,61286,210001,583247,856.89,72.849
-0.99,2,bin_aggzeros,48633,170001,583247,856.302,93.009
-0.5,4,hex_phases,2122,110001,395075,867.172,61.864
-0.99,3,hex_lev,23209,80001,395075,859.849,189.698
-0.7,1,bin_all,65889,460001,583247,870.705,29.976
-0.9,4,hex_phases,11788,60001,395075,874.961,170.267
-0.7,2,bin_aggzeros,47992,280001,583247,881.499,50.766
-0.7,1,bin_all,67017,470001,583247,904.792,34.086
-0.99,5,hex_native,32429,180001,395075,899.555,81.655
-0.9,3,hex_lev,26726,250001,395075,906.666,51.946
-0.5,4,hex_phases,2200,120001,395075,912.698,45.525
-0.99,1,bin_all,59979,200001,583247,910.925,82.62
-0.9,1,bin_all,65254,240001,583247,917.493,66.656
-0.95,2,bin_aggzeros,50734,180001,583247,918.545,86.071
-0.5,4,hex_phases,2283,130001,395075,930.744,18.046
-0.7,2,bin_aggzeros,49378,290001,583247,932.403,50.903
-0.9,2,bin_aggzeros,51870,190001,583247,930.952,86.263
-0.95,3,hex_lev,26373,150001,395075,930.707,109.476
-0.7,1,bin_all,68139,480001,583247,937.578,32.785
-0.95,1,bin_all,63847,220001,583247,935.66,78.769
-0.99,2,bin_aggzeros,51050,180001,583247,945.278,88.975
-0.9,3,hex_lev,27476,260001,395075,960.121,53.454
-0.7,1,bin_all,69252,490001,583247,972.193,34.614
-0.95,4,hex_phases,11410,50001,395075,977.223,357.364
-0.7,2,bin_aggzeros,50801,300001,583247,985.089,52.685
-0.5,4,hex_phases,2355,140001,395075,987.269,56.525
-0.99,5,hex_native,33713,190001,395075,981.181,81.625
-0.9,1,bin_all,67634,250001,583247,987.804,70.311
-0.99,1,bin_all,62549,210001,583247,995.143,84.218
-0.7,1,bin_all,70383,500001,583247,1006.63,34.436
-0.95,2,bin_aggzeros,53176,190001,583247,1008.667,90.121
-0.9,3,hex_lev,28256,270001,395075,1016.58,56.459
-0.95,1,bin_all,66350,230001,583247,1016.352,80.691
-0.9,2,bin_aggzeros,54232,200001,583247,1025.374,94.422
-0.7,2,bin_aggzeros,52102,310001,583247,1036.297,51.208
-0.7,1,bin_all,71514,510001,583247,1040.292,33.662
-0.99,2,bin_aggzeros,53512,190001,583247,1037.552,92.273
-0.95,3,hex_lev,27723,160001,395075,1043.548,112.841
-0.5,4,hex_phases,2441,150001,395075,1052.795,65.525
-0.9,1,bin_all,70022,260001,583247,1058.585,70.78
-0.5,4,hex_phases,2518,160001,395075,1069.881,17.086
-0.7,1,bin_all,72634,520001,583247,1073.469,33.176
-0.99,5,hex_native,35011,200001,395075,1065.608,84.427
-0.99,3,hex_lev,25576,90001,395075,1068.3,208.451
-0.9,3,hex_lev,29053,280001,395075,1076.03,59.449
-0.3,4,hex_phases,368,230001,395075,1093.138,476.975
-0.99,1,bin_all,65179,220001,583247,1086.382,91.239
-0.7,2,bin_aggzeros,53432,320001,583247,1093.966,57.668
-0.3,4,hex_phases,372,240001,395075,1098.1,4.961
-0.3,4,hex_phases,373,250001,395075,1103.266,5.166
-0.5,4,hex_phases,2613,170001,395075,1101.493,31.611
-0.95,1,bin_all,68815,240001,583247,1099.372,83.019
-0.7,1,bin_all,73720,530001,583247,1107.095,33.625
-0.99,4,hex_phases,11789,50001,395075,1101.977,416.189
-0.95,2,bin_aggzeros,55623,200001,583247,1112.439,103.771
-0.3,4,hex_phases,375,260001,395075,1123.317,20.051
-0.9,4,hex_phases,13256,70001,395075,1117.479,242.517
-0.9,2,bin_aggzeros,56502,210001,583247,1120.542,95.167
-0.3,4,hex_phases,379,270001,395075,1128.89,5.573
-0.3,4,hex_phases,381,280001,395075,1131.468,2.577
-0.3,4,hex_phases,385,290001,395075,1135.518,4.05
-0.3,4,hex_phases,385,300001,395075,1138.508,2.99
-0.7,1,bin_all,74807,540001,583247,1138.797,31.701
-0.9,1,bin_all,72316,270001,583247,1138.42,79.835
-0.9,3,hex_lev,29818,290001,395075,1142.928,66.898
-0.99,2,bin_aggzeros,55985,200001,583247,1144.332,106.78
-0.7,2,bin_aggzeros,54691,330001,583247,1153.259,59.293
-0.99,5,hex_native,36292,210001,395075,1150.548,84.94
-0.95,3,hex_lev,29016,170001,395075,1157.244,113.695
-0.7,1,bin_all,75824,550001,583247,1172.101,33.304
-0.5,4,hex_phases,2691,180001,395075,1172.535,71.042
-0.3,4,hex_phases,388,310001,395075,1175.251,36.743
-0.3,4,hex_phases,390,320001,395075,1179.693,4.441
-0.3,4,hex_phases,393,330001,395075,1183.486,3.793
-0.3,4,hex_phases,394,340001,395075,1186.754,3.267
-0.5,4,hex_phases,2763,190001,395075,1189.025,16.489
-0.99,1,bin_all,67755,230001,583247,1183.034,96.651
-0.95,1,bin_all,71346,250001,583247,1198.997,99.625
-0.7,1,bin_all,76905,560001,583247,1210.793,38.692
-0.9,3,hex_lev,30537,300001,395075,1211.831,68.902
-0.5,4,hex_phases,2825,200001,395075,1217.964,28.939
-0.7,2,bin_aggzeros,55980,340001,583247,1222.584,69.325
-0.9,1,bin_all,74609,280001,583247,1220.717,82.297
-0.95,2,bin_aggzeros,57963,210001,583247,1221.467,109.027
-0.95,4,hex_phases,13134,60001,395075,1229.49,252.266
-0.9,2,bin_aggzeros,58848,220001,583247,1233.882,113.34
-0.7,1,bin_all,78003,570001,583247,1242.217,31.423
-0.99,2,bin_aggzeros,58345,210001,583247,1252.665,108.333
-0.99,5,hex_native,37619,220001,395075,1251.445,100.896
-0.5,4,hex_phases,2883,210001,395075,1264.345,46.38
-0.7,1,bin_all,79059,580001,583247,1273.74,31.523
-0.95,3,hex_lev,30266,180001,395075,1270.359,113.115
-0.7,2,bin_aggzeros,57342,350001,583247,1283.597,61.012
-0.9,3,hex_lev,31289,310001,395075,1280.81,68.979
-0.99,1,bin_all,70280,240001,583247,1277.707,94.673
-0.95,1,bin_all,73889,260001,583247,1285.481,86.483
-0.99,3,hex_lev,27754,100001,395075,1282.392,214.091
-0.9,1,bin_all,76973,290001,583247,1298.286,77.568
-0.9,2,bin_aggzeros,61130,230001,583247,1329.541,95.659
-0.95,2,bin_aggzeros,60393,220001,583247,1327.398,105.93
-0.7,2,bin_aggzeros,58675,360001,583247,1340.663,57.066
-0.9,3,hex_lev,31995,320001,395075,1348.105,67.294
-0.99,5,hex_native,38905,230001,395075,1343.78,92.335
-0.99,2,bin_aggzeros,60801,220001,583247,1359.586,106.92
-0.9,1,bin_all,79303,300001,583247,1378.157,79.871
-0.99,1,bin_all,72870,250001,583247,1373.663,95.955
-0.95,1,bin_all,76358,270001,583247,1376.404,90.923
-0.95,3,hex_lev,31498,190001,395075,1377.489,107.13
-0.99,4,hex_phases,13599,60001,395075,1387.018,285.041
-0.7,2,bin_aggzeros,59989,370001,583247,1399.715,59.051
-0.9,3,hex_lev,32716,330001,395075,1416.098,67.993
-0.9,2,bin_aggzeros,63398,240001,583247,1428.624,99.083
-0.95,2,bin_aggzeros,62764,230001,583247,1433.534,106.136
-0.99,5,hex_native,40225,240001,395075,1439.291,95.51
-0.7,2,bin_aggzeros,61332,380001,583247,1461.56,61.845
-0.9,1,bin_all,81587,310001,583247,1460.059,81.901
-0.95,1,bin_all,78769,280001,583247,1465.27,88.865
-0.9,4,hex_phases,14739,80001,395075,1469.423,351.944
-0.99,1,bin_all,75471,260001,583247,1470.438,96.774
-0.3,4,hex_phases,397,350001,395075,1484.609,297.854
-0.99,2,bin_aggzeros,63200,230001,583247,1475.724,116.138
-0.3,4,hex_phases,400,360001,395075,1490.123,5.514
-0.95,3,hex_lev,32685,200001,395075,1484.912,107.422
-0.3,4,hex_phases,401,370001,395075,1493.484,3.361
-0.9,3,hex_lev,33507,340001,395075,1490.949,74.85
-0.3,4,hex_phases,404,380001,395075,1505.818,12.333
-0.99,3,hex_lev,29962,110001,395075,1509.645,227.253
-0.7,2,bin_aggzeros,62589,390001,583247,1520.749,59.188
-0.9,2,bin_aggzeros,65720,250001,583247,1533.38,104.755
-0.99,5,hex_native,41464,250001,395075,1533.447,94.156
-0.95,2,bin_aggzeros,65096,240001,583247,1541.074,107.539
-0.9,1,bin_all,83849,320001,583247,1544.069,84.01
-0.7,4,hex_phases,8021,100001,395075,1549.851,1017.209
-0.9,3,hex_lev,34219,350001,395075,1560.578,69.629
-0.95,1,bin_all,81284,290001,583247,1561.312,96.042
-0.95,4,hex_phases,14841,70001,395075,1560.347,330.857
-0.7,2,bin_aggzeros,63845,400001,583247,1580.175,59.426
-0.99,1,bin_all,78006,270001,583247,1573.676,103.238
-0.99,2,bin_aggzeros,65547,240001,583247,1595.081,119.357
-0.95,3,hex_lev,33895,210001,395075,1600.95,116.038
-0.9,1,bin_all,86073,330001,583247,1630.399,86.33
-0.99,5,hex_native,42644,260001,395075,1628.22,94.772
-0.9,3,hex_lev,34961,360001,395075,1638.147,77.568
-0.7,2,bin_aggzeros,65107,410001,583247,1641.47,61.294
-0.9,2,bin_aggzeros,68036,260001,583247,1639.571,106.191
-0.95,2,bin_aggzeros,67493,250001,583247,1654.941,113.867
-0.95,1,bin_all,83784,300001,583247,1662.224,100.911
-0.99,1,bin_all,80484,280001,583247,1675.839,102.163
-0.7,2,bin_aggzeros,66318,420001,583247,1704.072,62.601
-0.9,3,hex_lev,35661,370001,395075,1712.534,74.386
-0.9,1,bin_all,88328,340001,583247,1719.879,89.48
-0.99,2,bin_aggzeros,67965,250001,583247,1718.282,123.201
-0.3,4,hex_phases,406,390001,395075,1733.993,228.175
-0.5,4,hex_phases,2947,220001,395075,1734.342,469.997
-0.95,3,hex_lev,35185,220001,395075,1733.57,132.619
-0.99,5,hex_native,43898,270001,395075,1732.69,104.47
-0.99,3,hex_lev,32147,120001,395075,1744.163,234.518
-0.9,2,bin_aggzeros,70299,270001,583247,1752.185,112.614
-0.7,2,bin_aggzeros,67589,430001,583247,1770.977,66.905
-0.95,1,bin_all,86208,310001,583247,1769.913,107.689
-0.95,2,bin_aggzeros,69877,260001,583247,1774.702,119.76
-0.9,3,hex_lev,36319,380001,395075,1781.016,68.482
-0.9,4,hex_phases,16201,90001,395075,1783.698,314.275
-0.99,1,bin_all,83058,290001,583247,1787.642,111.803
-0.9,1,bin_all,90627,350001,583247,1820.429,100.549
-0.99,4,hex_phases,15405,70001,395075,1824.281,437.263
-0.7,2,bin_aggzeros,68836,440001,583247,1838.527,67.55
-0.99,2,bin_aggzeros,70369,260001,583247,1840.465,122.182
-0.99,5,hex_native,45228,280001,395075,1840.0,107.31
-0.9,3,hex_lev,37050,390001,395075,1851.744,70.728
-0.95,3,hex_lev,36409,230001,395075,1861.477,127.907
-0.9,2,bin_aggzeros,72548,280001,583247,1864.716,112.531
-0.95,1,bin_all,88630,320001,583247,1879.811,109.897
-0.95,2,bin_aggzeros,72218,270001,583247,1894.731,120.028
-0.7,2,bin_aggzeros,70065,450001,583247,1907.307,68.779
-0.99,1,bin_all,85637,300001,583247,1901.189,113.546
-0.9,1,bin_all,92866,360001,583247,1915.47,95.041
-0.99,5,hex_native,46475,290001,395075,1948.206,108.205
-0.99,2,bin_aggzeros,72736,270001,583247,1964.019,123.553
-0.7,2,bin_aggzeros,71258,460001,583247,1977.327,70.02
-0.9,2,bin_aggzeros,74856,290001,583247,1983.356,118.64
-0.99,3,hex_lev,34254,130001,395075,1981.221,237.057
-0.95,1,bin_all,91015,330001,583247,1993.493,113.682
-0.95,3,hex_lev,37680,240001,395075,1996.226,134.748
-0.9,1,bin_all,95096,370001,583247,2016.444,100.973
-0.99,1,bin_all,88132,310001,583247,2016.52,115.331
-0.95,2,bin_aggzeros,74533,280001,583247,2025.147,130.416
-0.7,2,bin_aggzeros,72515,470001,583247,2048.576,71.248
-0.95,4,hex_phases,16537,80001,395075,2058.409,498.061
-0.99,5,hex_native,47643,300001,395075,2057.904,109.698
-0.99,2,bin_aggzeros,75072,280001,583247,2091.143,127.124
-0.9,2,bin_aggzeros,77134,300001,583247,2104.989,121.632
-0.95,1,bin_all,93434,340001,583247,2108.006,114.512
-0.7,2,bin_aggzeros,73743,480001,583247,2117.47,68.894
-0.7,4,hex_phases,8541,110001,395075,2122.059,572.208
-0.9,1,bin_all,97397,380001,583247,2123.194,106.749
-0.95,3,hex_lev,38863,250001,395075,2128.262,132.035
-0.99,1,bin_all,90603,320001,583247,2135.295,118.775
-0.95,2,bin_aggzeros,76922,290001,583247,2166.587,141.44
-0.99,5,hex_native,48836,310001,395075,2171.797,113.892
-0.7,2,bin_aggzeros,74962,490001,583247,2187.996,70.525
-0.9,1,bin_all,99581,390001,583247,2222.688,99.494
-0.5,4,hex_phases,3026,230001,395075,2230.671,496.328
-0.99,2,bin_aggzeros,77484,290001,583247,2226.842,135.699
-0.9,2,bin_aggzeros,79371,310001,583247,2232.207,127.218
-0.95,1,bin_all,95902,350001,583247,2231.079,123.073
-0.99,3,hex_lev,36307,140001,395075,2235.438,254.217
-0.5,4,hex_phases,3090,240001,395075,2253.991,23.32
-0.7,4,hex_phases,9040,120001,395075,2256.609,134.549
-0.7,2,bin_aggzeros,76195,500001,583247,2259.33,71.334
-0.99,1,bin_all,93051,330001,583247,2258.138,122.843
-0.5,4,hex_phases,3146,250001,395075,2271.741,17.75
-0.95,3,hex_lev,40016,260001,395075,2266.301,138.039
-0.99,5,hex_native,49989,320001,395075,2287.585,115.787
-0.95,2,bin_aggzeros,79284,300001,583247,2305.102,138.514
-0.9,1,bin_all,101770,400001,583247,2319.437,96.748
-0.7,2,bin_aggzeros,77408,510001,583247,2330.105,70.774
-0.7,4,hex_phases,9475,130001,395075,2346.146,89.536
-0.95,1,bin_all,98277,360001,583247,2353.962,122.883
-0.9,2,bin_aggzeros,81595,320001,583247,2377.109,144.902
-0.99,2,bin_aggzeros,79879,300001,583247,2388.536,161.693
-0.99,1,bin_all,95530,340001,583247,2407.774,149.635
-0.99,5,hex_native,51171,330001,395075,2438.452,150.866
-0.99,4,hex_phases,17196,80001,395075,2443.445,619.164
-0.7,2,bin_aggzeros,78629,520001,583247,2455.114,125.008
-0.95,3,hex_lev,41234,270001,395075,2459.082,192.78
-0.9,1,bin_all,104010,410001,583247,2473.804,154.366
-0.95,2,bin_aggzeros,81585,310001,583247,2508.33,203.228
-0.95,1,bin_all,100652,370001,583247,2529.241,175.279
-0.7,2,bin_aggzeros,79810,530001,583247,2565.879,110.765
-0.7,4,hex_phases,9942,140001,395075,2566.484,220.338
-0.95,4,hex_phases,18231,90001,395075,2575.304,516.894
-0.9,2,bin_aggzeros,83766,330001,583247,2583.135,206.026
-0.99,1,bin_all,98064,350001,583247,2591.805,184.031
-0.99,5,hex_native,52411,340001,395075,2590.689,152.237
-0.9,1,bin_all,106167,420001,583247,2607.187,133.383
-0.99,3,hex_lev,38439,150001,395075,2603.34,367.902
-0.99,2,bin_aggzeros,82211,310001,583247,2605.549,217.013
-0.95,3,hex_lev,42487,280001,395075,2641.268,182.186
-0.7,2,bin_aggzeros,80991,540001,583247,2649.19,83.31
-0.95,1,bin_all,103103,380001,583247,2674.928,145.686
-0.95,2,bin_aggzeros,83886,320001,583247,2677.936,169.605
-0.99,5,hex_native,53545,350001,395075,2700.63,109.941
-0.5,4,hex_phases,3188,260001,395075,2719.873,448.131
-0.9,1,bin_all,108403,430001,583247,2718.304,111.116
-0.7,2,bin_aggzeros,82097,550001,583247,2721.16,71.969
-0.9,2,bin_aggzeros,86005,340001,583247,2721.005,137.869
-0.99,1,bin_all,100507,360001,583247,2725.613,133.808
-0.7,4,hex_phases,10433,150001,395075,2747.865,181.38
-0.99,2,bin_aggzeros,84533,320001,583247,2755.13,149.58
-0.7,2,bin_aggzeros,83286,560001,583247,2798.856,77.696
-0.95,1,bin_all,105447,390001,583247,2796.414,121.486
-0.95,3,hex_lev,43696,290001,395075,2797.67,156.402
-0.99,5,hex_native,54728,360001,395075,2818.272,117.642
-0.95,2,bin_aggzeros,86136,330001,583247,2824.46,146.523
-0.9,1,bin_all,110560,440001,583247,2827.402,109.098
-0.9,2,bin_aggzeros,88266,350001,583247,2862.13,141.124
-0.99,1,bin_all,102958,370001,583247,2864.786,139.172
-0.7,4,hex_phases,10907,160001,395075,2875.778,127.912
-0.7,2,bin_aggzeros,84490,570001,583247,2877.75,78.893
-0.99,3,hex_lev,40486,160001,395075,2894.104,290.764
-0.99,2,bin_aggzeros,86803,330001,583247,2901.284,146.154
-0.95,1,bin_all,107776,400001,583247,2917.046,120.631
-0.9,1,bin_all,112655,450001,583247,2932.905,105.503
-0.99,5,hex_native,55875,370001,395075,2934.124,115.851
-0.95,3,hex_lev,44795,300001,395075,2947.501,149.83
-0.7,2,bin_aggzeros,85638,580001,583247,2955.329,77.579
-0.95,2,bin_aggzeros,88442,340001,583247,2980.688,156.228
-0.99,4,hex_phases,18990,90001,395075,2989.511,546.065
-0.9,2,bin_aggzeros,90437,360001,583247,2999.063,136.933
-0.7,4,hex_phases,11335,170001,395075,3005.51,129.732
-0.99,1,bin_all,105472,380001,583247,3004.987,140.2
-0.9,1,bin_all,114815,460001,583247,3047.97,115.064
-0.95,1,bin_all,110177,410001,583247,3048.401,131.354
-0.99,5,hex_native,56966,380001,395075,3048.499,114.374
-0.99,2,bin_aggzeros,89130,340001,583247,3052.806,151.521
-0.95,3,hex_lev,45953,310001,395075,3102.603,155.101
-0.5,4,hex_phases,3250,270001,395075,3115.676,395.802
-0.95,2,bin_aggzeros,90779,350001,583247,3139.151,158.462
-0.9,2,bin_aggzeros,92625,370001,583247,3141.935,142.871
-0.99,1,bin_all,107893,390001,583247,3143.814,138.826
-0.9,1,bin_all,117063,470001,583247,3172.454,124.484
-0.99,5,hex_native,58145,390001,395075,3169.427,120.927
-0.95,1,bin_all,112481,420001,583247,3173.939,125.538
-0.7,4,hex_phases,11771,180001,395075,3204.395,198.884
-0.99,3,hex_lev,42547,170001,395075,3202.835,308.73
-0.99,2,bin_aggzeros,91486,350001,583247,3210.275,157.469
-0.95,3,hex_lev,47073,320001,395075,3263.569,160.966
-0.99,1,bin_all,110276,400001,583247,3278.535,134.721
-0.9,2,bin_aggzeros,94881,380001,583247,3293.781,151.846
-0.9,1,bin_all,119170,480001,583247,3297.151,124.696
-0.95,2,bin_aggzeros,93014,360001,583247,3295.894,156.742
-0.7,4,hex_phases,12154,190001,395075,3301.286,96.89
-0.95,1,bin_all,114899,430001,583247,3313.05,139.111
-0.5,4,hex_phases,3311,280001,395075,3353.716,238.04
-0.99,2,bin_aggzeros,93743,360001,583247,3364.337,154.061
-0.5,4,hex_phases,3370,290001,395075,3377.849,24.133
-0.9,4,hex_phases,17457,100001,395075,3388.331,1604.632
-0.5,4,hex_phases,3420,300001,395075,3398.421,20.572
-0.9,1,bin_all,121279,490001,583247,3420.791,123.64
-0.7,4,hex_phases,12555,200001,395075,3424.533,123.247
-0.95,3,hex_lev,48221,330001,395075,3425.312,161.743
-0.99,1,bin_all,112739,410001,583247,3427.587,149.051
-0.9,2,bin_aggzeros,97026,390001,583247,3442.264,148.482
-0.95,1,bin_all,117198,440001,583247,3454.401,141.35
-0.95,2,bin_aggzeros,95271,370001,583247,3457.164,161.27
-0.99,3,hex_lev,44485,180001,395075,3515.47,312.635
-0.99,2,bin_aggzeros,96027,370001,583247,3529.496,165.159
-0.9,1,bin_all,123409,500001,583247,3543.07,122.279
-0.99,1,bin_all,115115,420001,583247,3573.429,145.842
-0.7,4,hex_phases,12942,210001,395075,3583.073,158.54
-0.9,2,bin_aggzeros,99169,400001,583247,3588.753,146.489
-0.95,1,bin_all,119452,450001,583247,3592.932,138.531
-0.95,3,hex_lev,49435,340001,395075,3597.372,172.06
-0.95,2,bin_aggzeros,97602,380001,583247,3622.83,165.666
-0.9,1,bin_all,125553,510001,583247,3671.746,128.676
-0.99,2,bin_aggzeros,98378,380001,583247,3700.093,170.596
-0.99,1,bin_all,117599,430001,583247,3732.415,158.986
-0.95,1,bin_all,121761,460001,583247,3741.344,148.411
-0.9,2,bin_aggzeros,101335,410001,583247,3745.51,156.756
-0.95,3,hex_lev,50515,350001,395075,3761.547,164.174
-0.95,2,bin_aggzeros,99823,390001,583247,3783.759,160.929
-0.9,1,bin_all,127653,520001,583247,3798.703,126.956
-0.99,3,hex_lev,46444,190001,395075,3843.256,327.785
-0.99,2,bin_aggzeros,100630,390001,583247,3872.081,171.988
-0.99,1,bin_all,119976,440001,583247,3893.121,160.705
-0.9,2,bin_aggzeros,103449,420001,583247,3902.499,156.989
-0.95,1,bin_all,124165,470001,583247,3905.088,163.744
-0.9,1,bin_all,129804,530001,583247,3929.807,131.103
-0.95,3,hex_lev,51650,360001,395075,3949.266,187.719
-0.95,2,bin_aggzeros,102038,400001,583247,3954.462,170.702
-0.99,2,bin_aggzeros,102861,400001,583247,4046.14,174.058
-0.99,1,bin_all,122287,450001,583247,4049.646,156.524
-0.9,1,bin_all,131929,540001,583247,4059.831,130.024
-0.95,1,bin_all,126429,480001,583247,4061.029,155.94
-0.9,2,bin_aggzeros,105633,430001,583247,4066.815,164.315
-0.7,4,hex_phases,13340,220001,395075,4136.611,553.538
-0.95,3,hex_lev,52767,370001,395075,4142.11,192.843
-0.95,2,bin_aggzeros,104291,410001,583247,4147.298,192.835
-0.99,3,hex_lev,48397,200001,395075,4181.823,338.567
-0.9,1,bin_all,133963,550001,583247,4187.269,127.438
-0.95,1,bin_all,128692,490001,583247,4223.14,162.111
-0.99,1,bin_all,124658,460001,583247,4221.065,171.419
-0.9,2,bin_aggzeros,107760,440001,583247,4237.75,170.935
-0.99,2,bin_aggzeros,105139,410001,583247,4233.156,187.016
-0.9,4,hex_phases,18751,110001,395075,4240.055,851.724
-0.9,1,bin_all,136018,560001,583247,4325.355,138.086
-0.95,2,bin_aggzeros,106483,420001,583247,4326.445,179.146
-0.95,3,hex_lev,53845,380001,395075,4333.269,191.159
-0.5,4,hex_phases,3476,310001,395075,4368.515,970.093
-0.95,4,hex_phases,19697,100001,395075,4365.965,1790.661
-0.95,1,bin_all,130983,500001,583247,4384.543,161.403
-0.9,2,bin_aggzeros,109805,450001,583247,4406.405,168.654
-0.99,1,bin_all,127123,470001,583247,4405.964,184.899
-0.99,2,bin_aggzeros,107354,420001,583247,4415.099,181.942
-0.5,4,hex_phases,3538,320001,395075,4435.105,66.59
-0.9,1,bin_all,138060,570001,583247,4461.767,136.412
-0.5,4,hex_phases,3598,330001,395075,4472.517,37.411
-0.95,2,bin_aggzeros,108759,430001,583247,4506.253,179.808
-0.95,3,hex_lev,54984,390001,395075,4527.384,194.114
-0.95,1,bin_all,133280,510001,583247,4546.852,162.308
-0.99,3,hex_lev,50336,210001,395075,4548.926,367.103
-0.99,1,bin_all,129460,480001,583247,4581.104,175.139
-0.9,2,bin_aggzeros,111893,460001,583247,4586.563,180.158
-0.9,1,bin_all,140106,580001,583247,4604.026,142.258
-0.99,2,bin_aggzeros,109659,430001,583247,4612.314,197.215
-0.95,2,bin_aggzeros,110961,440001,583247,4684.93,178.676
-0.95,1,bin_all,135527,520001,583247,4708.059,161.207
-0.7,4,hex_phases,13741,230001,395075,4764.871,628.259
-0.99,1,bin_all,131787,490001,583247,4761.595,180.49
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-0.99,2,bin_aggzeros,111886,440001,583247,4812.085,199.771
-0.9,4,hex_phases,20043,120001,395075,4843.855,603.8
-0.99,4,hex_phases,20560,100001,395075,4841.435,1851.924
-0.95,2,bin_aggzeros,113087,450001,583247,4857.989,173.059
-0.95,1,bin_all,137830,530001,583247,4871.203,163.144
-0.7,4,hex_phases,14147,240001,395075,4912.634,147.762
-0.99,3,hex_lev,52309,220001,395075,4940.551,391.625
-0.99,1,bin_all,134151,500001,583247,4943.205,181.609
-0.9,2,bin_aggzeros,116129,480001,583247,4959.479,182.86
-0.99,2,bin_aggzeros,114031,450001,583247,5001.045,188.959
-0.95,1,bin_all,140107,540001,583247,5035.041,163.837
-0.95,2,bin_aggzeros,115260,460001,583247,5043.84,185.85
-0.7,4,hex_phases,14501,250001,395075,5054.442,141.807
-0.99,1,bin_all,136521,510001,583247,5129.255,186.05
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-0.95,1,bin_all,142281,550001,583247,5193.911,158.87
-0.99,2,bin_aggzeros,116228,460001,583247,5206.549,205.504
-0.95,2,bin_aggzeros,117518,470001,583247,5241.87,198.03
-0.9,4,hex_phases,21276,130001,395075,5263.514,419.659
-0.99,1,bin_all,138838,520001,583247,5311.933,182.677
-0.9,2,bin_aggzeros,120321,500001,583247,5341.344,191.95
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-0.95,1,bin_all,144509,560001,583247,5371.441,177.529
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-0.99,2,bin_aggzeros,118514,470001,583247,5417.677,211.128
-0.95,2,bin_aggzeros,119655,480001,583247,5439.074,197.204
-0.99,1,bin_all,141197,530001,583247,5500.574,188.641
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-0.95,1,bin_all,146716,570001,583247,5543.604,172.162
-0.99,2,bin_aggzeros,120670,480001,583247,5613.688,196.01
-0.95,2,bin_aggzeros,121816,490001,583247,5644.604,205.529
-0.7,4,hex_phases,14859,260001,395075,5657.407,602.965
-0.9,4,hex_phases,22497,140001,395075,5672.599,409.084
-0.99,1,bin_all,143541,540001,583247,5693.822,193.248
-0.9,2,bin_aggzeros,124461,520001,583247,5707.764,183.989
-0.95,1,bin_all,148929,580001,583247,5717.101,173.497
-0.99,3,hex_lev,56214,240001,395075,5755.492,416.963
-0.99,2,bin_aggzeros,122845,490001,583247,5816.746,203.057
-0.95,2,bin_aggzeros,124019,500001,583247,5855.326,210.721
-0.99,1,bin_all,145786,550001,583247,5882.556,188.734
-0.9,2,bin_aggzeros,126551,530001,583247,5898.319,190.554
-0.99,4,hex_phases,22163,110001,395075,5938.964,1097.529
-0.99,2,bin_aggzeros,125073,500001,583247,6026.958,210.212
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-0.99,1,bin_all,148070,560001,583247,6089.541,206.984
-0.9,2,bin_aggzeros,128617,540001,583247,6094.719,196.4
-0.9,4,hex_phases,23778,150001,395075,6111.738,439.139
-0.95,4,hex_phases,22724,120001,395075,6128.349,748.795
-0.99,3,hex_lev,58070,250001,395075,6159.591,404.098
-0.7,4,hex_phases,15239,270001,395075,6202.126,544.719
-0.99,2,bin_aggzeros,127262,510001,583247,6236.836,209.878
-0.95,2,bin_aggzeros,128315,520001,583247,6280.434,214.946
-0.99,1,bin_all,150342,570001,583247,6288.222,198.681
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-0.99,2,bin_aggzeros,129429,520001,583247,6459.913,223.076
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-0.7,4,hex_phases,15627,280001,395075,6537.625,335.498
-0.9,4,hex_phases,24954,160001,395075,6537.222,425.483
-0.99,3,hex_lev,59889,260001,395075,6597.268,437.677
-0.95,4,hex_phases,24145,130001,395075,6668.185,539.835
-0.99,2,bin_aggzeros,131613,530001,583247,6676.655,216.741
-0.7,4,hex_phases,16030,290001,395075,6695.196,157.571
-0.95,2,bin_aggzeros,132631,540001,583247,6701.736,214.114
-0.9,2,bin_aggzeros,134640,570001,583247,6712.978,205.37
-0.7,4,hex_phases,16364,300001,395075,6811.928,116.731
-0.99,2,bin_aggzeros,133789,540001,583247,6904.075,227.419
-0.95,2,bin_aggzeros,134676,550001,583247,6908.748,207.012
-0.99,4,hex_phases,23775,120001,395075,6916.059,977.094
-0.9,2,bin_aggzeros,136647,580001,583247,6923.17,210.192
-0.99,3,hex_lev,61785,270001,395075,7046.941,449.672
-0.99,2,bin_aggzeros,135860,550001,583247,7123.252,219.177
-0.95,2,bin_aggzeros,136797,560001,583247,7125.902,217.153
-0.9,4,hex_phases,26133,170001,395075,7146.345,609.123
-0.95,4,hex_phases,25560,140001,395075,7209.806,541.621
-0.95,2,bin_aggzeros,138891,570001,583247,7349.332,223.429
-0.99,2,bin_aggzeros,138004,560001,583247,7356.271,233.018
-0.99,3,hex_lev,63745,280001,395075,7503.23,456.288
-0.99,4,hex_phases,25268,130001,395075,7548.463,632.403
-0.95,2,bin_aggzeros,140976,580001,583247,7580.05,230.717
-0.99,2,bin_aggzeros,140123,570001,583247,7582.946,226.674
-0.9,4,hex_phases,27242,180001,395075,7710.173,563.827
-0.99,2,bin_aggzeros,142231,580001,583247,7811.309,228.362
-0.95,4,hex_phases,27058,150001,395075,7955.705,745.898
-0.99,3,hex_lev,65639,290001,395075,7967.025,463.794
-0.7,4,hex_phases,16721,310001,395075,7983.85,1171.922
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@@ -1,2352 +0,0 @@
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-3,5,hex_native,314775,395075,852,26
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-4,5,hex_native,259700,395075,661,24
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-4,5,hex_native,289700,395075,734,24
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-4,5,hex_native,309700,395075,785,25
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-4,5,hex_native,349700,395075,888,25
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-4,5,hex_native,369700,395075,937,24
-4,5,hex_native,379700,395075,963,25
-4,5,hex_native,389700,395075,989,25
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-5,5,hex_native,44625,395075,120,27
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-5,5,hex_native,124625,395075,355,44
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-5,5,hex_native,164625,395075,465,26
-5,5,hex_native,174625,395075,492,27
-5,5,hex_native,184625,395075,519,27
-5,5,hex_native,194625,395075,547,27
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-5,5,hex_native,214625,395075,602,27
-5,5,hex_native,224625,395075,629,27
-5,5,hex_native,234625,395075,658,28
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-5,5,hex_native,254625,395075,713,27
-5,5,hex_native,264625,395075,741,27
-5,5,hex_native,274625,395075,768,27
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-5,5,hex_native,344625,395075,959,26
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-5,5,hex_native,364625,395075,1013,27
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-5,5,hex_native,384625,395075,1067,26
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-6,5,hex_native,229550,395075,630,28
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-6,5,hex_native,329550,395075,909,27
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-7,5,hex_native,284475,395075,783,27
-7,5,hex_native,294475,395075,811,27
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-7,5,hex_native,314475,395075,866,27
-7,5,hex_native,324475,395075,894,27
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-8,5,hex_native,59400,395075,165,27
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-8,5,hex_native,79400,395075,220,27
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-8,5,hex_native,99400,395075,276,27
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-8,5,hex_native,119400,395075,331,27
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-8,5,hex_native,139400,395075,387,28
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-8,5,hex_native,189400,395075,526,27
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-8,5,hex_native,229400,395075,638,28
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-8,5,hex_native,249400,395075,694,27
-8,5,hex_native,259400,395075,721,27
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-8,5,hex_native,379400,395075,1055,28
-8,5,hex_native,389400,395075,1083,27
-9,5,hex_native,4325,395075,11,11
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-9,5,hex_native,104325,395075,291,27
-9,5,hex_native,114325,395075,319,27
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-0,3,hex_lev,80000,395075,300,34
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-0,3,hex_lev,130000,395075,473,34
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-0,3,hex_lev,160000,395075,579,35
-0,3,hex_lev,170000,395075,614,34
-0,3,hex_lev,180000,395075,648,33
-0,3,hex_lev,190000,395075,682,34
-0,3,hex_lev,200000,395075,716,33
-0,3,hex_lev,210000,395075,749,33
-0,3,hex_lev,220000,395075,782,33
-0,3,hex_lev,230000,395075,817,35
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-0,3,hex_lev,250000,395075,886,34
-0,3,hex_lev,260000,395075,920,33
-0,3,hex_lev,270000,395075,954,34
-0,3,hex_lev,280000,395075,988,33
-0,3,hex_lev,290000,395075,1021,33
-0,3,hex_lev,300000,395075,1055,33
-0,3,hex_lev,310000,395075,1088,33
-0,3,hex_lev,320000,395075,1121,33
-0,3,hex_lev,330000,395075,1155,33
-0,3,hex_lev,340000,395075,1190,34
-0,3,hex_lev,350000,395075,1223,33
-0,3,hex_lev,360000,395075,1259,35
-0,3,hex_lev,370000,395075,1293,33
-0,3,hex_lev,380000,395075,1328,35
-0,3,hex_lev,390000,395075,1362,33
-1,3,hex_lev,4925,395075,17,17
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-1,3,hex_lev,24925,395075,89,36
-1,3,hex_lev,34925,395075,125,35
-1,3,hex_lev,44925,395075,159,33
-1,3,hex_lev,54925,395075,191,31
-1,3,hex_lev,64925,395075,222,31
-1,3,hex_lev,74925,395075,254,31
-1,3,hex_lev,84925,395075,289,34
-1,3,hex_lev,94925,395075,326,37
-1,3,hex_lev,104925,395075,362,36
-1,3,hex_lev,114925,395075,399,36
-1,3,hex_lev,124925,395075,433,34
-1,3,hex_lev,134925,395075,471,38
-1,3,hex_lev,144925,395075,506,35
-1,3,hex_lev,154925,395075,542,36
-1,3,hex_lev,164925,395075,579,36
-1,3,hex_lev,174925,395075,614,34
-1,3,hex_lev,184925,395075,648,34
-1,3,hex_lev,194925,395075,684,35
-1,3,hex_lev,204925,395075,718,34
-1,3,hex_lev,214925,395075,752,33
-1,3,hex_lev,224925,395075,785,33
-1,3,hex_lev,234925,395075,819,34
-1,3,hex_lev,244925,395075,854,34
-1,3,hex_lev,254925,395075,887,33
-1,3,hex_lev,264925,395075,921,33
-1,3,hex_lev,274925,395075,955,34
-1,3,hex_lev,284925,395075,988,32
-1,3,hex_lev,294925,395075,1022,33
-1,3,hex_lev,304925,395075,1055,33
-1,3,hex_lev,314925,395075,1088,32
-1,3,hex_lev,324925,395075,1122,33
-1,3,hex_lev,334925,395075,1156,34
-1,3,hex_lev,344925,395075,1188,32
-1,3,hex_lev,354925,395075,1222,33
-1,3,hex_lev,364925,395075,1256,34
-1,3,hex_lev,374925,395075,1290,33
-1,3,hex_lev,384925,395075,1326,36
-1,3,hex_lev,394925,395075,1362,36
-2,3,hex_lev,9850,395075,35,35
-2,3,hex_lev,19850,395075,71,35
-2,3,hex_lev,29850,395075,107,35
-2,3,hex_lev,39850,395075,143,36
-2,3,hex_lev,49850,395075,179,36
-2,3,hex_lev,59850,395075,212,33
-2,3,hex_lev,69850,395075,244,31
-2,3,hex_lev,79850,395075,275,31
-2,3,hex_lev,89850,395075,308,32
-2,3,hex_lev,99850,395075,340,32
-2,3,hex_lev,109850,395075,372,32
-2,3,hex_lev,119850,395075,404,31
-2,3,hex_lev,129850,395075,436,31
-2,3,hex_lev,139850,395075,467,31
-2,3,hex_lev,149850,395075,499,31
-2,3,hex_lev,159850,395075,532,32
-2,3,hex_lev,169850,395075,564,32
-2,3,hex_lev,179850,395075,595,30
-2,3,hex_lev,189850,395075,627,31
-2,3,hex_lev,199850,395075,659,32
-2,3,hex_lev,209850,395075,690,31
-2,3,hex_lev,219850,395075,724,33
-2,3,hex_lev,229850,395075,761,36
-2,3,hex_lev,239850,395075,798,36
-2,3,hex_lev,249850,395075,834,35
-2,3,hex_lev,259850,395075,877,43
-2,3,hex_lev,269850,395075,914,36
-2,3,hex_lev,279850,395075,947,33
-2,3,hex_lev,289850,395075,979,31
-2,3,hex_lev,299850,395075,1012,32
-2,3,hex_lev,309850,395075,1043,31
-2,3,hex_lev,319850,395075,1074,31
-2,3,hex_lev,329850,395075,1107,32
-2,3,hex_lev,339850,395075,1139,32
-2,3,hex_lev,349850,395075,1171,32
-2,3,hex_lev,359850,395075,1204,33
-2,3,hex_lev,369850,395075,1236,32
-2,3,hex_lev,379850,395075,1269,33
-2,3,hex_lev,389850,395075,1302,32
-3,3,hex_lev,4775,395075,15,15
-3,3,hex_lev,14775,395075,48,32
-3,3,hex_lev,24775,395075,81,33
-3,3,hex_lev,34775,395075,113,32
-3,3,hex_lev,44775,395075,145,32
-3,3,hex_lev,54775,395075,178,32
-3,3,hex_lev,64775,395075,210,31
-3,3,hex_lev,74775,395075,241,31
-3,3,hex_lev,84775,395075,275,33
-3,3,hex_lev,94775,395075,308,32
-3,3,hex_lev,104775,395075,340,32
-3,3,hex_lev,114775,395075,372,31
-3,3,hex_lev,124775,395075,403,31
-3,3,hex_lev,134775,395075,435,32
-3,3,hex_lev,144775,395075,467,31
-3,3,hex_lev,154775,395075,499,32
-3,3,hex_lev,164775,395075,532,32
-3,3,hex_lev,174775,395075,564,31
-3,3,hex_lev,184775,395075,596,31
-3,3,hex_lev,194775,395075,628,31
-3,3,hex_lev,204775,395075,659,31
-3,3,hex_lev,214775,395075,691,31
-3,3,hex_lev,224775,395075,722,31
-3,3,hex_lev,234775,395075,755,32
-3,3,hex_lev,244775,395075,789,33
-3,3,hex_lev,254775,395075,823,33
-3,3,hex_lev,264775,395075,855,32
-3,3,hex_lev,274775,395075,887,32
-3,3,hex_lev,284775,395075,918,31
-3,3,hex_lev,294775,395075,951,32
-3,3,hex_lev,304775,395075,983,32
-3,3,hex_lev,314775,395075,1014,31
-3,3,hex_lev,324775,395075,1046,31
-3,3,hex_lev,334775,395075,1078,32
-3,3,hex_lev,344775,395075,1110,31
-3,3,hex_lev,354775,395075,1142,32
-3,3,hex_lev,364775,395075,1175,33
-3,3,hex_lev,374775,395075,1208,32
-3,3,hex_lev,384775,395075,1241,33
-3,3,hex_lev,394775,395075,1274,32
-4,3,hex_lev,9700,395075,31,31
-4,3,hex_lev,19700,395075,64,33
-4,3,hex_lev,29700,395075,97,32
-4,3,hex_lev,39700,395075,130,33
-4,3,hex_lev,49700,395075,162,32
-4,3,hex_lev,59700,395075,194,32
-4,3,hex_lev,69700,395075,225,31
-4,3,hex_lev,79700,395075,257,31
-4,3,hex_lev,89700,395075,290,32
-4,3,hex_lev,99700,395075,323,32
-4,3,hex_lev,109700,395075,355,32
-4,3,hex_lev,119700,395075,387,31
-4,3,hex_lev,129700,395075,418,31
-4,3,hex_lev,139700,395075,450,31
-4,3,hex_lev,149700,395075,482,32
-4,3,hex_lev,159700,395075,515,32
-4,3,hex_lev,169700,395075,547,32
-4,3,hex_lev,179700,395075,580,32
-4,3,hex_lev,189700,395075,616,35
-4,3,hex_lev,199700,395075,651,35
-4,3,hex_lev,209700,395075,687,35
-4,3,hex_lev,219700,395075,721,34
-4,3,hex_lev,229700,395075,758,36
-4,3,hex_lev,239700,395075,795,36
-4,3,hex_lev,249700,395075,830,35
-4,3,hex_lev,259700,395075,866,35
-4,3,hex_lev,269700,395075,902,36
-4,3,hex_lev,279700,395075,937,34
-4,3,hex_lev,289700,395075,972,35
-4,3,hex_lev,299700,395075,1008,36
-4,3,hex_lev,309700,395075,1044,35
-4,3,hex_lev,319700,395075,1080,36
-4,3,hex_lev,329700,395075,1116,36
-4,3,hex_lev,339700,395075,1153,36
-4,3,hex_lev,349700,395075,1189,35
-4,3,hex_lev,359700,395075,1227,37
-4,3,hex_lev,369700,395075,1263,36
-4,3,hex_lev,379700,395075,1301,37
-4,3,hex_lev,389700,395075,1338,36
-5,3,hex_lev,4625,395075,16,16
-5,3,hex_lev,14625,395075,52,36
-5,3,hex_lev,24625,395075,90,37
-5,3,hex_lev,34625,395075,126,36
-5,3,hex_lev,44625,395075,163,36
-5,3,hex_lev,54625,395075,199,36
-5,3,hex_lev,64625,395075,235,35
-5,3,hex_lev,74625,395075,271,36
-5,3,hex_lev,84625,395075,307,36
-5,3,hex_lev,94625,395075,344,36
-5,3,hex_lev,104625,395075,380,36
-5,3,hex_lev,114625,395075,416,35
-5,3,hex_lev,124625,395075,469,52
-5,3,hex_lev,134625,395075,505,36
-5,3,hex_lev,144625,395075,541,35
-5,3,hex_lev,154625,395075,577,36
-5,3,hex_lev,164625,395075,613,36
-5,3,hex_lev,174625,395075,650,36
-5,3,hex_lev,184625,395075,686,35
-5,3,hex_lev,194625,395075,721,35
-5,3,hex_lev,204625,395075,757,35
-5,3,hex_lev,214625,395075,793,36
-5,3,hex_lev,224625,395075,829,35
-5,3,hex_lev,234625,395075,866,37
-5,3,hex_lev,244625,395075,903,37
-5,3,hex_lev,254625,395075,938,35
-5,3,hex_lev,264625,395075,974,35
-5,3,hex_lev,274625,395075,1011,36
-5,3,hex_lev,284625,395075,1046,34
-5,3,hex_lev,294625,395075,1082,36
-5,3,hex_lev,304625,395075,1119,36
-5,3,hex_lev,314625,395075,1154,35
-5,3,hex_lev,324625,395075,1190,36
-5,3,hex_lev,334625,395075,1227,37
-5,3,hex_lev,344625,395075,1262,35
-5,3,hex_lev,354625,395075,1299,36
-5,3,hex_lev,364625,395075,1336,36
-5,3,hex_lev,374625,395075,1372,36
-5,3,hex_lev,384625,395075,1409,36
-5,3,hex_lev,394625,395075,1445,36
-6,3,hex_lev,9550,395075,34,34
-6,3,hex_lev,19550,395075,71,36
-6,3,hex_lev,29550,395075,108,37
-6,3,hex_lev,39550,395075,145,37
-6,3,hex_lev,49550,395075,182,36
-6,3,hex_lev,59550,395075,218,36
-6,3,hex_lev,69550,395075,254,35
-6,3,hex_lev,79550,395075,290,35
-6,3,hex_lev,89550,395075,326,36
-6,3,hex_lev,99550,395075,363,36
-6,3,hex_lev,109550,395075,399,35
-6,3,hex_lev,119550,395075,435,36
-6,3,hex_lev,129550,395075,470,35
-6,3,hex_lev,139550,395075,506,35
-6,3,hex_lev,149550,395075,543,36
-6,3,hex_lev,159550,395075,580,37
-6,3,hex_lev,169550,395075,616,35
-6,3,hex_lev,179550,395075,651,35
-6,3,hex_lev,189550,395075,687,36
-6,3,hex_lev,199550,395075,723,35
-6,3,hex_lev,209550,395075,758,34
-6,3,hex_lev,219550,395075,793,34
-6,3,hex_lev,229550,395075,829,36
-6,3,hex_lev,239550,395075,866,36
-6,3,hex_lev,249550,395075,902,35
-6,3,hex_lev,259550,395075,937,35
-6,3,hex_lev,269550,395075,974,36
-6,3,hex_lev,279550,395075,1009,35
-6,3,hex_lev,289550,395075,1045,35
-6,3,hex_lev,299550,395075,1081,36
-6,3,hex_lev,309550,395075,1117,35
-6,3,hex_lev,319550,395075,1152,35
-6,3,hex_lev,329550,395075,1188,35
-6,3,hex_lev,339550,395075,1224,36
-6,3,hex_lev,349550,395075,1261,36
-6,3,hex_lev,359550,395075,1298,37
-6,3,hex_lev,369550,395075,1335,36
-6,3,hex_lev,379550,395075,1374,39
-6,3,hex_lev,389550,395075,1413,38
-7,3,hex_lev,4475,395075,16,16
-7,3,hex_lev,14475,395075,54,37
-7,3,hex_lev,24475,395075,92,38
-7,3,hex_lev,34475,395075,128,36
-7,3,hex_lev,44475,395075,165,36
-7,3,hex_lev,54475,395075,202,36
-7,3,hex_lev,64475,395075,237,35
-7,3,hex_lev,74475,395075,273,35
-7,3,hex_lev,84475,395075,309,35
-7,3,hex_lev,94475,395075,345,36
-7,3,hex_lev,104475,395075,382,36
-7,3,hex_lev,114475,395075,417,35
-7,3,hex_lev,124475,395075,453,35
-7,3,hex_lev,134475,395075,488,35
-7,3,hex_lev,144475,395075,525,36
-7,3,hex_lev,154475,395075,561,36
-7,3,hex_lev,164475,395075,598,36
-7,3,hex_lev,174475,395075,633,35
-7,3,hex_lev,184475,395075,668,35
-7,3,hex_lev,194475,395075,704,35
-7,3,hex_lev,204475,395075,739,35
-7,3,hex_lev,214475,395075,775,35
-7,3,hex_lev,224475,395075,810,35
-7,3,hex_lev,234475,395075,847,36
-7,3,hex_lev,244475,395075,884,36
-7,3,hex_lev,254475,395075,919,35
-7,3,hex_lev,264475,395075,954,35
-7,3,hex_lev,274475,395075,990,36
-7,3,hex_lev,284475,395075,1025,34
-7,3,hex_lev,294475,395075,1061,35
-7,3,hex_lev,304475,395075,1097,36
-7,3,hex_lev,314475,395075,1131,34
-7,3,hex_lev,324475,395075,1167,35
-7,3,hex_lev,334475,395075,1204,36
-7,3,hex_lev,344475,395075,1239,35
-7,3,hex_lev,354475,395075,1276,36
-7,3,hex_lev,364475,395075,1312,36
-7,3,hex_lev,374475,395075,1349,36
-7,3,hex_lev,384475,395075,1386,37
-7,3,hex_lev,394475,395075,1422,36
-8,3,hex_lev,9400,395075,34,34
-8,3,hex_lev,19400,395075,71,37
-8,3,hex_lev,29400,395075,108,36
-8,3,hex_lev,39400,395075,145,37
-8,3,hex_lev,49400,395075,182,36
-8,3,hex_lev,59400,395075,219,36
-8,3,hex_lev,69400,395075,254,35
-8,3,hex_lev,79400,395075,290,36
-8,3,hex_lev,89400,395075,328,37
-8,3,hex_lev,99400,395075,365,36
-8,3,hex_lev,109400,395075,401,36
-8,3,hex_lev,119400,395075,439,37
-8,3,hex_lev,129400,395075,475,36
-8,3,hex_lev,139400,395075,511,36
-8,3,hex_lev,149400,395075,549,37
-8,3,hex_lev,159400,395075,586,37
-8,3,hex_lev,169400,395075,623,36
-8,3,hex_lev,179400,395075,658,35
-8,3,hex_lev,189400,395075,694,36
-8,3,hex_lev,199400,395075,731,36
-8,3,hex_lev,209400,395075,766,34
-8,3,hex_lev,219400,395075,799,33
-8,3,hex_lev,229400,395075,832,32
-8,3,hex_lev,239400,395075,865,33
-8,3,hex_lev,249400,395075,896,31
-8,3,hex_lev,259400,395075,928,31
-8,3,hex_lev,269400,395075,960,32
-8,3,hex_lev,279400,395075,992,31
-8,3,hex_lev,289400,395075,1023,31
-8,3,hex_lev,299400,395075,1056,32
-8,3,hex_lev,309400,395075,1088,31
-8,3,hex_lev,319400,395075,1122,34
-8,3,hex_lev,329400,395075,1154,32
-8,3,hex_lev,339400,395075,1187,32
-8,3,hex_lev,349400,395075,1218,31
-8,3,hex_lev,359400,395075,1252,33
-8,3,hex_lev,369400,395075,1284,32
-8,3,hex_lev,379400,395075,1317,33
-8,3,hex_lev,389400,395075,1350,32
-9,3,hex_lev,4325,395075,13,13
-9,3,hex_lev,14325,395075,46,32
-9,3,hex_lev,24325,395075,80,33
-9,3,hex_lev,34325,395075,112,32
-9,3,hex_lev,44325,395075,144,32
-9,3,hex_lev,54325,395075,178,33
-9,3,hex_lev,64325,395075,210,32
-9,3,hex_lev,74325,395075,242,31
-9,3,hex_lev,84325,395075,274,32
-9,3,hex_lev,94325,395075,307,32
-9,3,hex_lev,104325,395075,340,33
-9,3,hex_lev,114325,395075,374,33
-9,3,hex_lev,124325,395075,406,32
-9,3,hex_lev,134325,395075,438,32
-9,3,hex_lev,144325,395075,470,32
-9,3,hex_lev,154325,395075,504,34
-9,3,hex_lev,164325,395075,539,34
-9,3,hex_lev,174325,395075,572,32
-9,3,hex_lev,184325,395075,604,32
-9,3,hex_lev,194325,395075,636,31
-9,3,hex_lev,204325,395075,668,32
-9,3,hex_lev,214325,395075,701,32
-9,3,hex_lev,224325,395075,733,32
-9,3,hex_lev,234325,395075,766,33
-9,3,hex_lev,244325,395075,799,33
-9,3,hex_lev,254325,395075,832,33
-9,3,hex_lev,264325,395075,866,34
-9,3,hex_lev,274325,395075,901,34
-9,3,hex_lev,284325,395075,935,33
-9,3,hex_lev,294325,395075,970,34
-9,3,hex_lev,304325,395075,1003,33
-9,3,hex_lev,314325,395075,1035,31
-9,3,hex_lev,324325,395075,1066,31
-9,3,hex_lev,334325,395075,1098,32
-9,3,hex_lev,344325,395075,1131,32
-9,3,hex_lev,354325,395075,1166,35
-9,3,hex_lev,364325,395075,1199,33
-9,3,hex_lev,374325,395075,1232,33
-9,3,hex_lev,384325,395075,1265,33
-9,3,hex_lev,394325,395075,1298,32
-0,4,hex_phases,10000,395075,142,142
-0,4,hex_phases,20000,395075,259,116
-0,4,hex_phases,30000,395075,377,117
-0,4,hex_phases,40000,395075,496,118
-0,4,hex_phases,50000,395075,612,116
-0,4,hex_phases,60000,395075,730,118
-0,4,hex_phases,70000,395075,843,112
-0,4,hex_phases,80000,395075,958,114
-0,4,hex_phases,90000,395075,1070,111
-0,4,hex_phases,100000,395075,1189,119
-0,4,hex_phases,110000,395075,1301,111
-0,4,hex_phases,120000,395075,1416,115
-0,4,hex_phases,130000,395075,1531,115
-0,4,hex_phases,140000,395075,1646,114
-0,4,hex_phases,150000,395075,1762,115
-0,4,hex_phases,160000,395075,1876,114
-0,4,hex_phases,170000,395075,1990,114
-0,4,hex_phases,180000,395075,2099,109
-0,4,hex_phases,190000,395075,2222,122
-0,4,hex_phases,200000,395075,2340,118
-0,4,hex_phases,210000,395075,2457,116
-0,4,hex_phases,220000,395075,2571,113
-0,4,hex_phases,230000,395075,2686,115
-0,4,hex_phases,240000,395075,2808,121
-0,4,hex_phases,250000,395075,2921,113
-0,4,hex_phases,260000,395075,3042,120
-0,4,hex_phases,270000,395075,3158,116
-0,4,hex_phases,280000,395075,3273,115
-0,4,hex_phases,290000,395075,3391,117
-0,4,hex_phases,300000,395075,3504,113
-0,4,hex_phases,310000,395075,3630,125
-0,4,hex_phases,320000,395075,3746,116
-0,4,hex_phases,330000,395075,3862,115
-0,4,hex_phases,340000,395075,3969,107
-0,4,hex_phases,350000,395075,4074,104
-0,4,hex_phases,360000,395075,4180,106
-0,4,hex_phases,370000,395075,4284,104
-0,4,hex_phases,380000,395075,4391,106
-0,4,hex_phases,390000,395075,4498,107
-1,4,hex_phases,4925,395075,53,53
-1,4,hex_phases,14925,395075,166,113
-1,4,hex_phases,24925,395075,285,119
-1,4,hex_phases,34925,395075,406,120
-1,4,hex_phases,44925,395075,529,123
-1,4,hex_phases,54925,395075,652,123
-1,4,hex_phases,64925,395075,778,125
-1,4,hex_phases,74925,395075,902,123
-1,4,hex_phases,84925,395075,1022,120
-1,4,hex_phases,94925,395075,1135,112
-1,4,hex_phases,104925,395075,1254,118
-1,4,hex_phases,114925,395075,1366,111
-1,4,hex_phases,124925,395075,1484,118
-1,4,hex_phases,134925,395075,1615,130
-1,4,hex_phases,144925,395075,1744,129
-1,4,hex_phases,154925,395075,1870,125
-1,4,hex_phases,164925,395075,1987,117
-1,4,hex_phases,174925,395075,2112,125
-1,4,hex_phases,184925,395075,2232,119
-1,4,hex_phases,194925,395075,2353,121
-1,4,hex_phases,204925,395075,2476,123
-1,4,hex_phases,214925,395075,2623,147
-1,4,hex_phases,224925,395075,2789,165
-1,4,hex_phases,234925,395075,2910,120
-1,4,hex_phases,244925,395075,3027,117
-1,4,hex_phases,254925,395075,3151,123
-1,4,hex_phases,264925,395075,3315,164
-1,4,hex_phases,274925,395075,3434,118
-1,4,hex_phases,284925,395075,3558,123
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-1,4,hex_phases,304925,395075,3814,128
-1,4,hex_phases,314925,395075,3945,131
-1,4,hex_phases,324925,395075,4072,126
-1,4,hex_phases,334925,395075,4201,129
-1,4,hex_phases,344925,395075,4331,130
-1,4,hex_phases,354925,395075,4452,121
-1,4,hex_phases,364925,395075,4581,128
-1,4,hex_phases,374925,395075,4709,127
-1,4,hex_phases,384925,395075,4833,124
-1,4,hex_phases,394925,395075,4960,126
-2,4,hex_phases,9850,395075,128,128
-2,4,hex_phases,19850,395075,250,122
-2,4,hex_phases,29850,395075,374,123
-2,4,hex_phases,39850,395075,493,119
-2,4,hex_phases,49850,395075,615,122
-2,4,hex_phases,59850,395075,735,119
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-2,4,hex_phases,89850,395075,1080,109
-2,4,hex_phases,99850,395075,1191,110
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-2,4,hex_phases,119850,395075,1407,109
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-2,4,hex_phases,139850,395075,1630,112
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-2,4,hex_phases,159850,395075,1844,103
-2,4,hex_phases,169850,395075,1948,103
-2,4,hex_phases,179850,395075,2051,103
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-2,4,hex_phases,259850,395075,2929,118
-2,4,hex_phases,269850,395075,3044,114
-2,4,hex_phases,279850,395075,3159,115
-2,4,hex_phases,289850,395075,3272,112
-2,4,hex_phases,299850,395075,3388,116
-2,4,hex_phases,309850,395075,3493,104
-2,4,hex_phases,319850,395075,3643,150
-2,4,hex_phases,329850,395075,3747,103
-2,4,hex_phases,339850,395075,3849,101
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-2,4,hex_phases,359850,395075,4064,104
-2,4,hex_phases,369850,395075,4170,106
-2,4,hex_phases,379850,395075,4274,104
-2,4,hex_phases,389850,395075,4380,105
-3,4,hex_phases,4775,395075,48,48
-3,4,hex_phases,14775,395075,155,106
-3,4,hex_phases,24775,395075,254,98
-3,4,hex_phases,34775,395075,362,108
-3,4,hex_phases,44775,395075,464,101
-3,4,hex_phases,54775,395075,568,104
-3,4,hex_phases,64775,395075,667,99
-3,4,hex_phases,74775,395075,771,103
-3,4,hex_phases,84775,395075,872,101
-3,4,hex_phases,94775,395075,977,104
-3,4,hex_phases,104775,395075,1076,99
-3,4,hex_phases,114775,395075,1181,105
-3,4,hex_phases,124775,395075,1287,105
-3,4,hex_phases,134775,395075,1399,111
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-3,4,hex_phases,154775,395075,1606,106
-3,4,hex_phases,164775,395075,1705,98
-3,4,hex_phases,174775,395075,1812,107
-3,4,hex_phases,184775,395075,1912,100
-3,4,hex_phases,194775,395075,2020,107
-3,4,hex_phases,204775,395075,2128,108
-3,4,hex_phases,214775,395075,2236,107
-3,4,hex_phases,224775,395075,2341,104
-3,4,hex_phases,234775,395075,2471,129
-3,4,hex_phases,244775,395075,2596,124
-3,4,hex_phases,254775,395075,2699,103
-3,4,hex_phases,264775,395075,2802,103
-3,4,hex_phases,274775,395075,2906,104
-3,4,hex_phases,284775,395075,3010,103
-3,4,hex_phases,294775,395075,3110,99
-3,4,hex_phases,304775,395075,3218,108
-3,4,hex_phases,314775,395075,3320,101
-3,4,hex_phases,324775,395075,3424,104
-3,4,hex_phases,334775,395075,3524,100
-3,4,hex_phases,344775,395075,3628,103
-3,4,hex_phases,354775,395075,3727,99
-3,4,hex_phases,364775,395075,3834,106
-3,4,hex_phases,374775,395075,3940,105
-3,4,hex_phases,384775,395075,4044,103
-3,4,hex_phases,394775,395075,4144,100
-4,4,hex_phases,9700,395075,100,100
-4,4,hex_phases,19700,395075,202,101
-4,4,hex_phases,29700,395075,309,107
-4,4,hex_phases,39700,395075,415,106
-4,4,hex_phases,49700,395075,529,113
-4,4,hex_phases,59700,395075,642,113
-4,4,hex_phases,69700,395075,743,100
-4,4,hex_phases,79700,395075,850,107
-4,4,hex_phases,89700,395075,956,105
-4,4,hex_phases,99700,395075,1067,110
-4,4,hex_phases,109700,395075,1171,104
-4,4,hex_phases,119700,395075,1281,110
-4,4,hex_phases,129700,395075,1388,106
-4,4,hex_phases,139700,395075,1498,110
-4,4,hex_phases,149700,395075,1625,126
-4,4,hex_phases,159700,395075,1752,127
-4,4,hex_phases,169700,395075,1863,110
-4,4,hex_phases,179700,395075,1972,108
-4,4,hex_phases,189700,395075,2084,111
-4,4,hex_phases,199700,395075,2185,101
-4,4,hex_phases,209700,395075,2305,119
-4,4,hex_phases,219700,395075,2408,102
-4,4,hex_phases,229700,395075,2516,108
-4,4,hex_phases,239700,395075,2619,102
-4,4,hex_phases,249700,395075,2727,108
-4,4,hex_phases,259700,395075,2826,99
-4,4,hex_phases,269700,395075,2933,106
-4,4,hex_phases,279700,395075,3034,101
-4,4,hex_phases,289700,395075,3152,117
-4,4,hex_phases,299700,395075,3269,116
-4,4,hex_phases,309700,395075,3374,105
-4,4,hex_phases,319700,395075,3484,110
-4,4,hex_phases,329700,395075,3589,104
-4,4,hex_phases,339700,395075,3698,109
-4,4,hex_phases,349700,395075,3798,99
-4,4,hex_phases,359700,395075,3907,109
-4,4,hex_phases,369700,395075,4018,110
-4,4,hex_phases,379700,395075,4131,112
-4,4,hex_phases,389700,395075,4236,104
-5,4,hex_phases,4625,395075,51,51
-5,4,hex_phases,14625,395075,153,102
-5,4,hex_phases,24625,395075,259,106
-5,4,hex_phases,34625,395075,361,101
-5,4,hex_phases,44625,395075,467,105
-5,4,hex_phases,54625,395075,570,103
-5,4,hex_phases,64625,395075,676,105
-5,4,hex_phases,74625,395075,777,101
-5,4,hex_phases,84625,395075,881,104
-5,4,hex_phases,94625,395075,999,117
-5,4,hex_phases,104625,395075,1106,107
-5,4,hex_phases,114625,395075,1214,107
-5,4,hex_phases,124625,395075,1334,120
-5,4,hex_phases,134625,395075,1470,135
-5,4,hex_phases,144625,395075,1572,101
-5,4,hex_phases,154625,395075,1683,110
-5,4,hex_phases,164625,395075,1784,101
-5,4,hex_phases,174625,395075,1895,111
-5,4,hex_phases,184625,395075,1998,102
-5,4,hex_phases,194625,395075,2105,107
-5,4,hex_phases,204625,395075,2205,99
-5,4,hex_phases,214625,395075,2312,106
-5,4,hex_phases,224625,395075,2411,99
-5,4,hex_phases,234625,395075,2515,104
-5,4,hex_phases,244625,395075,2616,100
-5,4,hex_phases,254625,395075,2724,108
-5,4,hex_phases,264625,395075,2829,105
-5,4,hex_phases,274625,395075,2943,113
-5,4,hex_phases,284625,395075,3045,101
-5,4,hex_phases,294625,395075,3150,105
-5,4,hex_phases,304625,395075,3258,107
-5,4,hex_phases,314625,395075,3362,104
-5,4,hex_phases,324625,395075,3465,103
-5,4,hex_phases,334625,395075,3565,99
-5,4,hex_phases,344625,395075,3670,104
-5,4,hex_phases,354625,395075,3776,106
-5,4,hex_phases,364625,395075,3881,105
-5,4,hex_phases,374625,395075,3984,103
-5,4,hex_phases,384625,395075,4091,106
-5,4,hex_phases,394625,395075,4192,100
-6,4,hex_phases,9550,395075,105,105
-6,4,hex_phases,19550,395075,208,102
-6,4,hex_phases,29550,395075,318,110
-6,4,hex_phases,39550,395075,423,104
-6,4,hex_phases,49550,395075,534,111
-6,4,hex_phases,59550,395075,641,106
-6,4,hex_phases,69550,395075,751,110
-6,4,hex_phases,79550,395075,861,109
-6,4,hex_phases,89550,395075,969,108
-6,4,hex_phases,99550,395075,1074,104
-6,4,hex_phases,109550,395075,1178,103
-6,4,hex_phases,119550,395075,1284,105
-6,4,hex_phases,129550,395075,1386,102
-6,4,hex_phases,139550,395075,1494,108
-6,4,hex_phases,149550,395075,1596,102
-6,4,hex_phases,159550,395075,1708,111
-6,4,hex_phases,169550,395075,1817,109
-6,4,hex_phases,179550,395075,1929,112
-6,4,hex_phases,189550,395075,2032,102
-6,4,hex_phases,199550,395075,2138,105
-6,4,hex_phases,209550,395075,2240,102
-6,4,hex_phases,219550,395075,2343,103
-6,4,hex_phases,229550,395075,2443,99
-6,4,hex_phases,239550,395075,2550,107
-6,4,hex_phases,249550,395075,2649,99
-6,4,hex_phases,259550,395075,2754,104
-6,4,hex_phases,269550,395075,2856,102
-6,4,hex_phases,279550,395075,2964,107
-6,4,hex_phases,289550,395075,3065,101
-6,4,hex_phases,299550,395075,3173,108
-6,4,hex_phases,309550,395075,3276,102
-6,4,hex_phases,319550,395075,3384,108
-6,4,hex_phases,329550,395075,3491,107
-6,4,hex_phases,339550,395075,3608,116
-6,4,hex_phases,349550,395075,3739,130
-6,4,hex_phases,359550,395075,3839,100
-6,4,hex_phases,369550,395075,3953,113
-6,4,hex_phases,379550,395075,4053,99
-6,4,hex_phases,389550,395075,4159,106
-7,4,hex_phases,4475,395075,44,44
-7,4,hex_phases,14475,395075,152,108
-7,4,hex_phases,24475,395075,251,99
-7,4,hex_phases,34475,395075,359,107
-7,4,hex_phases,44475,395075,461,101
-7,4,hex_phases,54475,395075,569,108
-7,4,hex_phases,64475,395075,673,103
-7,4,hex_phases,74475,395075,779,106
-7,4,hex_phases,84475,395075,880,100
-7,4,hex_phases,94475,395075,986,106
-7,4,hex_phases,104475,395075,1086,99
-7,4,hex_phases,114475,395075,1189,103
-7,4,hex_phases,124475,395075,1292,102
-7,4,hex_phases,134475,395075,1397,104
-7,4,hex_phases,144475,395075,1499,102
-7,4,hex_phases,154475,395075,1604,105
-7,4,hex_phases,164475,395075,1706,102
-7,4,hex_phases,174475,395075,1813,106
-7,4,hex_phases,184475,395075,1916,102
-7,4,hex_phases,194475,395075,2018,102
-7,4,hex_phases,204475,395075,2121,103
-7,4,hex_phases,214475,395075,2222,101
-7,4,hex_phases,224475,395075,2325,102
-7,4,hex_phases,234475,395075,2427,101
-7,4,hex_phases,244475,395075,2531,104
-7,4,hex_phases,254475,395075,2633,102
-7,4,hex_phases,264475,395075,2737,103
-7,4,hex_phases,274475,395075,2848,111
-7,4,hex_phases,284475,395075,2953,105
-7,4,hex_phases,294475,395075,3057,103
-7,4,hex_phases,304475,395075,3163,106
-7,4,hex_phases,314475,395075,3263,100
-7,4,hex_phases,324475,395075,3368,104
-7,4,hex_phases,334475,395075,3470,101
-7,4,hex_phases,344475,395075,3575,105
-7,4,hex_phases,354475,395075,3675,100
-7,4,hex_phases,364475,395075,3785,109
-7,4,hex_phases,374475,395075,3885,100
-7,4,hex_phases,384475,395075,3991,105
-7,4,hex_phases,394475,395075,4090,98
-8,4,hex_phases,9400,395075,99,99
-8,4,hex_phases,19400,395075,199,100
-8,4,hex_phases,29400,395075,304,104
-8,4,hex_phases,39400,395075,405,101
-8,4,hex_phases,49400,395075,517,112
-8,4,hex_phases,59400,395075,617,100
-8,4,hex_phases,69400,395075,723,105
-8,4,hex_phases,79400,395075,821,98
-8,4,hex_phases,89400,395075,926,104
-8,4,hex_phases,99400,395075,1025,99
-8,4,hex_phases,109400,395075,1130,104
-8,4,hex_phases,119400,395075,1229,98
-8,4,hex_phases,129400,395075,1341,112
-8,4,hex_phases,139400,395075,1440,98
-8,4,hex_phases,149400,395075,1548,107
-8,4,hex_phases,159400,395075,1649,100
-8,4,hex_phases,169400,395075,1758,109
-8,4,hex_phases,179400,395075,1864,105
-8,4,hex_phases,189400,395075,1980,115
-8,4,hex_phases,199400,395075,2097,117
-8,4,hex_phases,209400,395075,2215,118
-8,4,hex_phases,219400,395075,2338,122
-8,4,hex_phases,229400,395075,2450,112
-8,4,hex_phases,239400,395075,2589,138
-8,4,hex_phases,249400,395075,2706,116
-8,4,hex_phases,259400,395075,2819,113
-8,4,hex_phases,269400,395075,2928,109
-8,4,hex_phases,279400,395075,3029,100
-8,4,hex_phases,289400,395075,3137,108
-8,4,hex_phases,299400,395075,3245,107
-8,4,hex_phases,309400,395075,3353,107
-8,4,hex_phases,319400,395075,3453,100
-8,4,hex_phases,329400,395075,3559,105
-8,4,hex_phases,339400,395075,3664,104
-8,4,hex_phases,349400,395075,3776,112
-8,4,hex_phases,359400,395075,3883,106
-8,4,hex_phases,369400,395075,3989,106
-8,4,hex_phases,379400,395075,4089,100
-8,4,hex_phases,389400,395075,4194,105
-9,4,hex_phases,4325,395075,42,42
-9,4,hex_phases,14325,395075,149,106
-9,4,hex_phases,24325,395075,248,99
-9,4,hex_phases,34325,395075,355,106
-9,4,hex_phases,44325,395075,455,100
-9,4,hex_phases,54325,395075,562,106
-9,4,hex_phases,64325,395075,661,99
-9,4,hex_phases,74325,395075,765,103
-9,4,hex_phases,84325,395075,865,99
-9,4,hex_phases,94325,395075,969,104
-9,4,hex_phases,104325,395075,1069,99
-9,4,hex_phases,114325,395075,1173,103
-9,4,hex_phases,124325,395075,1272,99
-9,4,hex_phases,134325,395075,1382,109
-9,4,hex_phases,144325,395075,1486,104
-9,4,hex_phases,154325,395075,1592,105
-9,4,hex_phases,164325,395075,1693,100
-9,4,hex_phases,174325,395075,1796,103
-9,4,hex_phases,184325,395075,1898,101
-9,4,hex_phases,194325,395075,2002,104
-9,4,hex_phases,204325,395075,2103,101
-9,4,hex_phases,214325,395075,2210,106
-9,4,hex_phases,224325,395075,2311,101
-9,4,hex_phases,234325,395075,2415,104
-9,4,hex_phases,244325,395075,2517,102
-9,4,hex_phases,254325,395075,2622,104
-9,4,hex_phases,264325,395075,2722,100
-9,4,hex_phases,274325,395075,2823,101
-9,4,hex_phases,284325,395075,2924,100
-9,4,hex_phases,294325,395075,3027,103
-9,4,hex_phases,304325,395075,3132,104
-9,4,hex_phases,314325,395075,3237,105
-9,4,hex_phases,324325,395075,3338,101
-9,4,hex_phases,334325,395075,3440,101
-9,4,hex_phases,344325,395075,3545,104
-9,4,hex_phases,354325,395075,3646,101
-9,4,hex_phases,364325,395075,3750,104
-9,4,hex_phases,374325,395075,3857,107
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-9,4,hex_phases,394325,395075,4061,100
diff --git a/datasets/progress_5024292.csv b/datasets/progress_5024292.csv
deleted file mode 100644
index 7df79de..0000000
--- a/datasets/progress_5024292.csv
+++ /dev/null
@@ -1,2352 +0,0 @@
-iteration,alg_id,alg_name,jobs_done,jobs_total,elapsed,delta
-0,1,bin_all,10000,583247,6,6
-0,1,bin_all,20000,583247,13,6
-0,1,bin_all,30000,583247,20,6
-0,1,bin_all,40000,583247,26,6
-0,1,bin_all,50000,583247,33,6
-0,1,bin_all,60000,583247,39,6
-0,1,bin_all,70000,583247,46,6
-0,1,bin_all,80000,583247,52,6
-0,1,bin_all,90000,583247,59,6
-0,1,bin_all,100000,583247,66,6
-0,1,bin_all,110000,583247,73,6
-0,1,bin_all,120000,583247,80,6
-0,1,bin_all,130000,583247,87,6
-0,1,bin_all,140000,583247,94,7
-0,1,bin_all,150000,583247,101,6
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-8,5,hex_native,39400,395075,91,23
-8,5,hex_native,49400,395075,114,23
-8,5,hex_native,59400,395075,137,23
-8,5,hex_native,69400,395075,160,23
-8,5,hex_native,79400,395075,184,23
-8,5,hex_native,89400,395075,207,23
-8,5,hex_native,99400,395075,230,22
-8,5,hex_native,109400,395075,253,23
-8,5,hex_native,119400,395075,277,23
-8,5,hex_native,129400,395075,300,23
-8,5,hex_native,139400,395075,324,23
-8,5,hex_native,149400,395075,347,23
-8,5,hex_native,159400,395075,370,22
-8,5,hex_native,169400,395075,393,23
-8,5,hex_native,179400,395075,416,23
-8,5,hex_native,189400,395075,439,22
-8,5,hex_native,199400,395075,462,23
-8,5,hex_native,209400,395075,486,23
-8,5,hex_native,219400,395075,510,23
-8,5,hex_native,229400,395075,534,23
-8,5,hex_native,239400,395075,557,23
-8,5,hex_native,249400,395075,582,24
-8,5,hex_native,259400,395075,606,24
-8,5,hex_native,269400,395075,630,24
-8,5,hex_native,279400,395075,653,23
-8,5,hex_native,289400,395075,676,23
-8,5,hex_native,299400,395075,700,23
-8,5,hex_native,309400,395075,724,23
-8,5,hex_native,319400,395075,747,22
-8,5,hex_native,329400,395075,770,23
-8,5,hex_native,339400,395075,793,22
-8,5,hex_native,349400,395075,815,22
-8,5,hex_native,359400,395075,838,23
-8,5,hex_native,369400,395075,861,22
-8,5,hex_native,379400,395075,884,22
-8,5,hex_native,389400,395075,906,22
-9,5,hex_native,4325,395075,9,9
-9,5,hex_native,14325,395075,32,22
-9,5,hex_native,24325,395075,55,22
-9,5,hex_native,34325,395075,78,23
-9,5,hex_native,44325,395075,101,22
-9,5,hex_native,54325,395075,124,23
-9,5,hex_native,64325,395075,147,22
-9,5,hex_native,74325,395075,169,22
-9,5,hex_native,84325,395075,192,22
-9,5,hex_native,94325,395075,215,22
-9,5,hex_native,104325,395075,237,22
-9,5,hex_native,114325,395075,260,22
-9,5,hex_native,124325,395075,283,22
-9,5,hex_native,134325,395075,306,22
-9,5,hex_native,144325,395075,328,22
-9,5,hex_native,154325,395075,351,22
-9,5,hex_native,164325,395075,374,22
-9,5,hex_native,174325,395075,397,22
-9,5,hex_native,184325,395075,420,22
-9,5,hex_native,194325,395075,442,22
-9,5,hex_native,204325,395075,465,22
-9,5,hex_native,214325,395075,487,22
-9,5,hex_native,224325,395075,510,22
-9,5,hex_native,234325,395075,533,23
-9,5,hex_native,244325,395075,556,22
-9,5,hex_native,254325,395075,579,22
-9,5,hex_native,264325,395075,602,22
-9,5,hex_native,274325,395075,624,22
-9,5,hex_native,284325,395075,647,22
-9,5,hex_native,294325,395075,670,22
-9,5,hex_native,304325,395075,693,22
-9,5,hex_native,314325,395075,716,22
-9,5,hex_native,324325,395075,739,23
-9,5,hex_native,334325,395075,762,23
-9,5,hex_native,344325,395075,784,22
-9,5,hex_native,354325,395075,807,22
-9,5,hex_native,364325,395075,830,22
-9,5,hex_native,374325,395075,852,22
-9,5,hex_native,384325,395075,875,22
-9,5,hex_native,394325,395075,898,23
-0,3,hex_lev,10000,395075,78,78
-0,3,hex_lev,20000,395075,152,74
-0,3,hex_lev,30000,395075,227,74
-0,3,hex_lev,40000,395075,300,72
-0,3,hex_lev,50000,395075,373,73
-0,3,hex_lev,60000,395075,448,74
-0,3,hex_lev,70000,395075,521,73
-0,3,hex_lev,80000,395075,595,74
-0,3,hex_lev,90000,395075,666,70
-0,3,hex_lev,100000,395075,729,62
-0,3,hex_lev,110000,395075,794,64
-0,3,hex_lev,120000,395075,857,63
-0,3,hex_lev,130000,395075,916,59
-0,3,hex_lev,140000,395075,976,60
-0,3,hex_lev,150000,395075,1038,61
-0,3,hex_lev,160000,395075,1098,59
-0,3,hex_lev,170000,395075,1158,59
-0,3,hex_lev,180000,395075,1216,58
-0,3,hex_lev,190000,395075,1275,58
-0,3,hex_lev,200000,395075,1336,60
-0,3,hex_lev,210000,395075,1394,58
-0,3,hex_lev,220000,395075,1456,61
-0,3,hex_lev,230000,395075,1519,62
-0,3,hex_lev,240000,395075,1580,61
-0,3,hex_lev,250000,395075,1641,60
-0,3,hex_lev,260000,395075,1704,62
-0,3,hex_lev,270000,395075,1765,60
-0,3,hex_lev,280000,395075,1827,61
-0,3,hex_lev,290000,395075,1889,61
-0,3,hex_lev,300000,395075,1951,62
-0,3,hex_lev,310000,395075,2013,61
-0,3,hex_lev,320000,395075,2074,61
-0,3,hex_lev,330000,395075,2137,63
-0,3,hex_lev,340000,395075,2199,61
-0,3,hex_lev,350000,395075,2263,63
-0,3,hex_lev,360000,395075,2324,61
-0,3,hex_lev,370000,395075,2385,60
-0,3,hex_lev,380000,395075,2445,60
-0,3,hex_lev,390000,395075,2507,61
-1,3,hex_lev,4925,395075,30,30
-1,3,hex_lev,14925,395075,92,62
-1,3,hex_lev,24925,395075,152,60
-1,3,hex_lev,34925,395075,213,60
-1,3,hex_lev,44925,395075,273,60
-1,3,hex_lev,54925,395075,334,60
-1,3,hex_lev,64925,395075,395,61
-1,3,hex_lev,74925,395075,455,60
-1,3,hex_lev,84925,395075,515,59
-1,3,hex_lev,94925,395075,576,60
-1,3,hex_lev,104925,395075,636,60
-1,3,hex_lev,114925,395075,697,61
-1,3,hex_lev,124925,395075,759,61
-1,3,hex_lev,134925,395075,824,65
-1,3,hex_lev,144925,395075,885,61
-1,3,hex_lev,154925,395075,947,61
-1,3,hex_lev,164925,395075,1010,62
-1,3,hex_lev,174925,395075,1072,62
-1,3,hex_lev,184925,395075,1134,61
-1,3,hex_lev,194925,395075,1195,61
-1,3,hex_lev,204925,395075,1256,61
-1,3,hex_lev,214925,395075,1318,61
-1,3,hex_lev,224925,395075,1379,61
-1,3,hex_lev,234925,395075,1440,60
-1,3,hex_lev,244925,395075,1501,61
-1,3,hex_lev,254925,395075,1561,60
-1,3,hex_lev,264925,395075,1623,61
-1,3,hex_lev,274925,395075,1684,61
-1,3,hex_lev,284925,395075,1747,62
-1,3,hex_lev,294925,395075,1807,60
-1,3,hex_lev,304925,395075,1869,62
-1,3,hex_lev,314925,395075,1931,61
-1,3,hex_lev,324925,395075,1994,63
-1,3,hex_lev,334925,395075,2054,59
-1,3,hex_lev,344925,395075,2116,62
-1,3,hex_lev,354925,395075,2177,61
-1,3,hex_lev,364925,395075,2239,61
-1,3,hex_lev,374925,395075,2300,61
-1,3,hex_lev,384925,395075,2362,61
-1,3,hex_lev,394925,395075,2425,62
-2,3,hex_lev,9850,395075,61,61
-2,3,hex_lev,19850,395075,123,62
-2,3,hex_lev,29850,395075,184,60
-2,3,hex_lev,39850,395075,244,59
-2,3,hex_lev,49850,395075,303,59
-2,3,hex_lev,59850,395075,365,61
-2,3,hex_lev,69850,395075,423,57
-2,3,hex_lev,79850,395075,480,57
-2,3,hex_lev,89850,395075,538,57
-2,3,hex_lev,99850,395075,596,58
-2,3,hex_lev,109850,395075,655,58
-2,3,hex_lev,119850,395075,714,58
-2,3,hex_lev,129850,395075,772,58
-2,3,hex_lev,139850,395075,832,59
-2,3,hex_lev,149850,395075,891,59
-2,3,hex_lev,159850,395075,950,58
-2,3,hex_lev,169850,395075,1009,58
-2,3,hex_lev,179850,395075,1070,61
-2,3,hex_lev,189850,395075,1133,63
-2,3,hex_lev,199850,395075,1197,64
-2,3,hex_lev,209850,395075,1259,62
-2,3,hex_lev,219850,395075,1323,64
-2,3,hex_lev,229850,395075,1387,64
-2,3,hex_lev,239850,395075,1450,63
-2,3,hex_lev,249850,395075,1513,62
-2,3,hex_lev,259850,395075,1585,72
-2,3,hex_lev,269850,395075,1647,61
-2,3,hex_lev,279850,395075,1711,63
-2,3,hex_lev,289850,395075,1774,62
-2,3,hex_lev,299850,395075,1837,63
-2,3,hex_lev,309850,395075,1899,61
-2,3,hex_lev,319850,395075,1961,61
-2,3,hex_lev,329850,395075,2024,62
-2,3,hex_lev,339850,395075,2085,61
-2,3,hex_lev,349850,395075,2146,60
-2,3,hex_lev,359850,395075,2207,60
-2,3,hex_lev,369850,395075,2267,60
-2,3,hex_lev,379850,395075,2328,61
-2,3,hex_lev,389850,395075,2389,61
-3,3,hex_lev,4775,395075,28,28
-3,3,hex_lev,14775,395075,88,59
-3,3,hex_lev,24775,395075,146,58
-3,3,hex_lev,34775,395075,206,59
-3,3,hex_lev,44775,395075,264,57
-3,3,hex_lev,54775,395075,321,57
-3,3,hex_lev,64775,395075,381,59
-3,3,hex_lev,74775,395075,440,59
-3,3,hex_lev,84775,395075,500,59
-3,3,hex_lev,94775,395075,559,58
-3,3,hex_lev,104775,395075,617,58
-3,3,hex_lev,114775,395075,675,57
-3,3,hex_lev,124775,395075,732,57
-3,3,hex_lev,134775,395075,792,59
-3,3,hex_lev,144775,395075,852,59
-3,3,hex_lev,154775,395075,910,58
-3,3,hex_lev,164775,395075,970,59
-3,3,hex_lev,174775,395075,1031,60
-3,3,hex_lev,184775,395075,1088,57
-3,3,hex_lev,194775,395075,1146,57
-3,3,hex_lev,204775,395075,1206,60
-3,3,hex_lev,214775,395075,1267,60
-3,3,hex_lev,224775,395075,1325,58
-3,3,hex_lev,234775,395075,1386,60
-3,3,hex_lev,244775,395075,1445,58
-3,3,hex_lev,254775,395075,1503,58
-3,3,hex_lev,264775,395075,1562,59
-3,3,hex_lev,274775,395075,1622,59
-3,3,hex_lev,284775,395075,1684,61
-3,3,hex_lev,294775,395075,1740,56
-3,3,hex_lev,304775,395075,1800,59
-3,3,hex_lev,314775,395075,1856,56
-3,3,hex_lev,324775,395075,1914,57
-3,3,hex_lev,334775,395075,1971,56
-3,3,hex_lev,344775,395075,2028,57
-3,3,hex_lev,354775,395075,2084,56
-3,3,hex_lev,364775,395075,2141,56
-3,3,hex_lev,374775,395075,2199,58
-3,3,hex_lev,384775,395075,2258,59
-3,3,hex_lev,394775,395075,2316,57
-4,3,hex_lev,9700,395075,55,55
-4,3,hex_lev,19700,395075,115,59
-4,3,hex_lev,29700,395075,174,59
-4,3,hex_lev,39700,395075,230,55
-4,3,hex_lev,49700,395075,288,58
-4,3,hex_lev,59700,395075,348,60
-4,3,hex_lev,69700,395075,404,56
-4,3,hex_lev,79700,395075,462,57
-4,3,hex_lev,89700,395075,520,58
-4,3,hex_lev,99700,395075,577,57
-4,3,hex_lev,109700,395075,635,57
-4,3,hex_lev,119700,395075,695,59
-4,3,hex_lev,129700,395075,751,56
-4,3,hex_lev,139700,395075,809,57
-4,3,hex_lev,149700,395075,868,59
-4,3,hex_lev,159700,395075,926,57
-4,3,hex_lev,169700,395075,986,59
-4,3,hex_lev,179700,395075,1044,57
-4,3,hex_lev,189700,395075,1103,59
-4,3,hex_lev,199700,395075,1160,56
-4,3,hex_lev,209700,395075,1217,57
-4,3,hex_lev,219700,395075,1277,59
-4,3,hex_lev,229700,395075,1335,58
-4,3,hex_lev,239700,395075,1393,57
-4,3,hex_lev,249700,395075,1450,57
-4,3,hex_lev,259700,395075,1509,59
-4,3,hex_lev,269700,395075,1566,56
-4,3,hex_lev,279700,395075,1625,59
-4,3,hex_lev,289700,395075,1684,58
-4,3,hex_lev,299700,395075,1745,61
-4,3,hex_lev,309700,395075,1803,58
-4,3,hex_lev,319700,395075,1861,57
-4,3,hex_lev,329700,395075,1921,60
-4,3,hex_lev,339700,395075,1980,59
-4,3,hex_lev,349700,395075,2042,61
-4,3,hex_lev,359700,395075,2104,62
-4,3,hex_lev,369700,395075,2165,60
-4,3,hex_lev,379700,395075,2224,59
-4,3,hex_lev,389700,395075,2282,57
-5,3,hex_lev,4625,395075,27,27
-5,3,hex_lev,14625,395075,87,60
-5,3,hex_lev,24625,395075,144,57
-5,3,hex_lev,34625,395075,203,59
-5,3,hex_lev,44625,395075,260,56
-5,3,hex_lev,54625,395075,317,56
-5,3,hex_lev,64625,395075,375,58
-5,3,hex_lev,74625,395075,435,59
-5,3,hex_lev,84625,395075,493,58
-5,3,hex_lev,94625,395075,555,62
-5,3,hex_lev,104625,395075,618,63
-5,3,hex_lev,114625,395075,681,63
-5,3,hex_lev,124625,395075,760,78
-5,3,hex_lev,134625,395075,823,63
-5,3,hex_lev,144625,395075,886,63
-5,3,hex_lev,154625,395075,949,62
-5,3,hex_lev,164625,395075,1012,62
-5,3,hex_lev,174625,395075,1073,61
-5,3,hex_lev,184625,395075,1138,64
-5,3,hex_lev,194625,395075,1200,62
-5,3,hex_lev,204625,395075,1262,61
-5,3,hex_lev,214625,395075,1325,62
-5,3,hex_lev,224625,395075,1388,63
-5,3,hex_lev,234625,395075,1451,62
-5,3,hex_lev,244625,395075,1513,62
-5,3,hex_lev,254625,395075,1572,58
-5,3,hex_lev,264625,395075,1631,59
-5,3,hex_lev,274625,395075,1689,57
-5,3,hex_lev,284625,395075,1749,59
-5,3,hex_lev,294625,395075,1810,61
-5,3,hex_lev,304625,395075,1874,63
-5,3,hex_lev,314625,395075,1931,56
-5,3,hex_lev,324625,395075,1991,59
-5,3,hex_lev,334625,395075,2051,60
-5,3,hex_lev,344625,395075,2110,59
-5,3,hex_lev,354625,395075,2168,58
-5,3,hex_lev,364625,395075,2230,61
-5,3,hex_lev,374625,395075,2291,61
-5,3,hex_lev,384625,395075,2349,57
-5,3,hex_lev,394625,395075,2411,61
-6,3,hex_lev,9550,395075,58,58
-6,3,hex_lev,19550,395075,120,61
-6,3,hex_lev,29550,395075,182,62
-6,3,hex_lev,39550,395075,244,61
-6,3,hex_lev,49550,395075,306,62
-6,3,hex_lev,59550,395075,371,65
-6,3,hex_lev,69550,395075,433,62
-6,3,hex_lev,79550,395075,496,63
-6,3,hex_lev,89550,395075,555,58
-6,3,hex_lev,99550,395075,616,60
-6,3,hex_lev,109550,395075,679,62
-6,3,hex_lev,119550,395075,742,63
-6,3,hex_lev,129550,395075,803,60
-6,3,hex_lev,139550,395075,865,61
-6,3,hex_lev,149550,395075,926,61
-6,3,hex_lev,159550,395075,986,59
-6,3,hex_lev,169550,395075,1047,61
-6,3,hex_lev,179550,395075,1107,60
-6,3,hex_lev,189550,395075,1167,59
-6,3,hex_lev,199550,395075,1228,61
-6,3,hex_lev,209550,395075,1290,62
-6,3,hex_lev,219550,395075,1350,60
-6,3,hex_lev,229550,395075,1413,62
-6,3,hex_lev,239550,395075,1473,60
-6,3,hex_lev,249550,395075,1534,60
-6,3,hex_lev,259550,395075,1596,62
-6,3,hex_lev,269550,395075,1658,61
-6,3,hex_lev,279550,395075,1721,62
-6,3,hex_lev,289550,395075,1783,62
-6,3,hex_lev,299550,395075,1847,63
-6,3,hex_lev,309550,395075,1909,62
-6,3,hex_lev,319550,395075,1970,61
-6,3,hex_lev,329550,395075,2034,63
-6,3,hex_lev,339550,395075,2095,61
-6,3,hex_lev,349550,395075,2158,62
-6,3,hex_lev,359550,395075,2220,62
-6,3,hex_lev,369550,395075,2282,61
-6,3,hex_lev,379550,395075,2344,62
-6,3,hex_lev,389550,395075,2406,61
-7,3,hex_lev,4475,395075,27,27
-7,3,hex_lev,14475,395075,91,63
-7,3,hex_lev,24475,395075,152,61
-7,3,hex_lev,34475,395075,215,62
-7,3,hex_lev,44475,395075,276,60
-7,3,hex_lev,54475,395075,337,61
-7,3,hex_lev,64475,395075,399,61
-7,3,hex_lev,74475,395075,459,60
-7,3,hex_lev,84475,395075,519,59
-7,3,hex_lev,94475,395075,579,59
-7,3,hex_lev,104475,395075,641,61
-7,3,hex_lev,114475,395075,702,61
-7,3,hex_lev,124475,395075,762,60
-7,3,hex_lev,134475,395075,825,62
-7,3,hex_lev,144475,395075,886,60
-7,3,hex_lev,154475,395075,947,61
-7,3,hex_lev,164475,395075,1009,61
-7,3,hex_lev,174475,395075,1071,62
-7,3,hex_lev,184475,395075,1133,61
-7,3,hex_lev,194475,395075,1194,60
-7,3,hex_lev,204475,395075,1255,61
-7,3,hex_lev,214475,395075,1314,59
-7,3,hex_lev,224475,395075,1376,61
-7,3,hex_lev,234475,395075,1439,62
-7,3,hex_lev,244475,395075,1501,62
-7,3,hex_lev,254475,395075,1561,60
-7,3,hex_lev,264475,395075,1623,62
-7,3,hex_lev,274475,395075,1684,60
-7,3,hex_lev,284475,395075,1746,61
-7,3,hex_lev,294475,395075,1807,61
-7,3,hex_lev,304475,395075,1870,62
-7,3,hex_lev,314475,395075,1931,60
-7,3,hex_lev,324475,395075,1992,61
-7,3,hex_lev,334475,395075,2053,61
-7,3,hex_lev,344475,395075,2115,61
-7,3,hex_lev,354475,395075,2175,59
-7,3,hex_lev,364475,395075,2236,61
-7,3,hex_lev,374475,395075,2300,63
-7,3,hex_lev,384475,395075,2362,62
-7,3,hex_lev,394475,395075,2426,63
-8,3,hex_lev,9400,395075,60,60
-8,3,hex_lev,19400,395075,123,63
-8,3,hex_lev,29400,395075,186,62
-8,3,hex_lev,39400,395075,247,61
-8,3,hex_lev,49400,395075,306,58
-8,3,hex_lev,59400,395075,368,62
-8,3,hex_lev,69400,395075,430,62
-8,3,hex_lev,79400,395075,493,62
-8,3,hex_lev,89400,395075,555,62
-8,3,hex_lev,99400,395075,617,62
-8,3,hex_lev,109400,395075,679,61
-8,3,hex_lev,119400,395075,739,59
-8,3,hex_lev,129400,395075,798,59
-8,3,hex_lev,139400,395075,859,61
-8,3,hex_lev,149400,395075,917,57
-8,3,hex_lev,159400,395075,973,56
-8,3,hex_lev,169400,395075,1030,57
-8,3,hex_lev,179400,395075,1089,58
-8,3,hex_lev,189400,395075,1146,56
-8,3,hex_lev,199400,395075,1203,57
-8,3,hex_lev,209400,395075,1261,57
-8,3,hex_lev,219400,395075,1320,58
-8,3,hex_lev,229400,395075,1380,60
-8,3,hex_lev,239400,395075,1439,58
-8,3,hex_lev,249400,395075,1498,59
-8,3,hex_lev,259400,395075,1556,57
-8,3,hex_lev,269400,395075,1612,55
-8,3,hex_lev,279400,395075,1671,59
-8,3,hex_lev,289400,395075,1749,77
-8,3,hex_lev,299400,395075,1823,74
-8,3,hex_lev,309400,395075,1896,73
-8,3,hex_lev,319400,395075,1968,71
-8,3,hex_lev,329400,395075,2042,73
-8,3,hex_lev,339400,395075,2099,56
-8,3,hex_lev,349400,395075,2155,56
-8,3,hex_lev,359400,395075,2211,55
-8,3,hex_lev,369400,395075,2266,55
-8,3,hex_lev,379400,395075,2321,55
-8,3,hex_lev,389400,395075,2375,54
-9,3,hex_lev,4325,395075,23,23
-9,3,hex_lev,14325,395075,80,56
-9,3,hex_lev,24325,395075,135,54
-9,3,hex_lev,34325,395075,191,56
-9,3,hex_lev,44325,395075,246,54
-9,3,hex_lev,54325,395075,301,55
-9,3,hex_lev,64325,395075,356,54
-9,3,hex_lev,74325,395075,411,54
-9,3,hex_lev,84325,395075,466,55
-9,3,hex_lev,94325,395075,521,55
-9,3,hex_lev,104325,395075,576,55
-9,3,hex_lev,114325,395075,632,55
-9,3,hex_lev,124325,395075,687,55
-9,3,hex_lev,134325,395075,743,55
-9,3,hex_lev,144325,395075,798,55
-9,3,hex_lev,154325,395075,853,55
-9,3,hex_lev,164325,395075,909,55
-9,3,hex_lev,174325,395075,964,55
-9,3,hex_lev,184325,395075,1019,55
-9,3,hex_lev,194325,395075,1074,54
-9,3,hex_lev,204325,395075,1129,54
-9,3,hex_lev,214325,395075,1184,55
-9,3,hex_lev,224325,395075,1240,55
-9,3,hex_lev,234325,395075,1296,56
-9,3,hex_lev,244325,395075,1352,55
-9,3,hex_lev,254325,395075,1406,54
-9,3,hex_lev,264325,395075,1462,55
-9,3,hex_lev,274325,395075,1518,55
-9,3,hex_lev,284325,395075,1575,56
-9,3,hex_lev,294325,395075,1629,54
-9,3,hex_lev,304325,395075,1686,56
-9,3,hex_lev,314325,395075,1741,54
-9,3,hex_lev,324325,395075,1797,56
-9,3,hex_lev,334325,395075,1854,56
-9,3,hex_lev,344325,395075,1910,56
-9,3,hex_lev,354325,395075,1965,55
-9,3,hex_lev,364325,395075,2020,54
-9,3,hex_lev,374325,395075,2076,55
-9,3,hex_lev,384325,395075,2131,55
-9,3,hex_lev,394325,395075,2187,56
-0,4,hex_phases,10000,395075,80,80
-0,4,hex_phases,20000,395075,152,71
-0,4,hex_phases,30000,395075,230,78
-0,4,hex_phases,40000,395075,300,69
-0,4,hex_phases,50000,395075,363,63
-0,4,hex_phases,60000,395075,425,61
-0,4,hex_phases,70000,395075,485,60
-0,4,hex_phases,80000,395075,546,60
-0,4,hex_phases,90000,395075,606,60
-0,4,hex_phases,100000,395075,667,60
-0,4,hex_phases,110000,395075,729,62
-0,4,hex_phases,120000,395075,789,60
-0,4,hex_phases,130000,395075,850,61
-0,4,hex_phases,140000,395075,912,61
-0,4,hex_phases,150000,395075,972,60
-0,4,hex_phases,160000,395075,1032,59
-0,4,hex_phases,170000,395075,1091,58
-0,4,hex_phases,180000,395075,1150,58
-0,4,hex_phases,190000,395075,1209,59
-0,4,hex_phases,200000,395075,1269,60
-0,4,hex_phases,210000,395075,1328,58
-0,4,hex_phases,220000,395075,1387,58
-0,4,hex_phases,230000,395075,1445,58
-0,4,hex_phases,240000,395075,1504,58
-0,4,hex_phases,250000,395075,1563,58
-0,4,hex_phases,260000,395075,1622,59
-0,4,hex_phases,270000,395075,1681,58
-0,4,hex_phases,280000,395075,1739,58
-0,4,hex_phases,290000,395075,1798,58
-0,4,hex_phases,300000,395075,1857,58
-0,4,hex_phases,310000,395075,1915,58
-0,4,hex_phases,320000,395075,1976,60
-0,4,hex_phases,330000,395075,2035,59
-0,4,hex_phases,340000,395075,2094,58
-0,4,hex_phases,350000,395075,2154,59
-0,4,hex_phases,360000,395075,2214,60
-0,4,hex_phases,370000,395075,2275,60
-0,4,hex_phases,380000,395075,2335,60
-0,4,hex_phases,390000,395075,2395,60
-1,4,hex_phases,4925,395075,30,30
-1,4,hex_phases,14925,395075,89,59
-1,4,hex_phases,24925,395075,148,59
-1,4,hex_phases,34925,395075,207,58
-1,4,hex_phases,44925,395075,265,58
-1,4,hex_phases,54925,395075,325,59
-1,4,hex_phases,64925,395075,385,59
-1,4,hex_phases,74925,395075,444,59
-1,4,hex_phases,84925,395075,503,59
-1,4,hex_phases,94925,395075,562,59
-1,4,hex_phases,104925,395075,621,59
-1,4,hex_phases,114925,395075,680,58
-1,4,hex_phases,124925,395075,740,59
-1,4,hex_phases,134925,395075,804,64
-1,4,hex_phases,144925,395075,863,58
-1,4,hex_phases,154925,395075,922,58
-1,4,hex_phases,164925,395075,981,58
-1,4,hex_phases,174925,395075,1040,59
-1,4,hex_phases,184925,395075,1100,59
-1,4,hex_phases,194925,395075,1160,60
-1,4,hex_phases,204925,395075,1220,59
-1,4,hex_phases,214925,395075,1280,59
-1,4,hex_phases,224925,395075,1339,59
-1,4,hex_phases,234925,395075,1398,59
-1,4,hex_phases,244925,395075,1456,57
-1,4,hex_phases,254925,395075,1514,58
-1,4,hex_phases,264925,395075,1573,59
-1,4,hex_phases,274925,395075,1631,57
-1,4,hex_phases,284925,395075,1686,55
-1,4,hex_phases,294925,395075,1742,55
-1,4,hex_phases,304925,395075,1798,55
-1,4,hex_phases,314925,395075,1854,56
-1,4,hex_phases,324925,395075,1911,57
-1,4,hex_phases,334925,395075,1969,57
-1,4,hex_phases,344925,395075,2026,57
-1,4,hex_phases,354925,395075,2084,57
-1,4,hex_phases,364925,395075,2141,56
-1,4,hex_phases,374925,395075,2198,57
-1,4,hex_phases,384925,395075,2254,56
-1,4,hex_phases,394925,395075,2312,58
-2,4,hex_phases,9850,395075,59,59
-2,4,hex_phases,19850,395075,119,60
-2,4,hex_phases,29850,395075,180,60
-2,4,hex_phases,39850,395075,239,59
-2,4,hex_phases,49850,395075,300,60
-2,4,hex_phases,59850,395075,361,61
-2,4,hex_phases,69850,395075,421,60
-2,4,hex_phases,79850,395075,482,60
-2,4,hex_phases,89850,395075,543,60
-2,4,hex_phases,99850,395075,604,61
-2,4,hex_phases,109850,395075,666,61
-2,4,hex_phases,119850,395075,727,60
-2,4,hex_phases,129850,395075,787,60
-2,4,hex_phases,139850,395075,846,59
-2,4,hex_phases,149850,395075,907,60
-2,4,hex_phases,159850,395075,967,60
-2,4,hex_phases,169850,395075,1027,59
-2,4,hex_phases,179850,395075,1085,57
-2,4,hex_phases,189850,395075,1145,60
-2,4,hex_phases,199850,395075,1205,60
-2,4,hex_phases,209850,395075,1265,59
-2,4,hex_phases,219850,395075,1326,60
-2,4,hex_phases,229850,395075,1385,59
-2,4,hex_phases,239850,395075,1442,57
-2,4,hex_phases,249850,395075,1499,57
-2,4,hex_phases,259850,395075,1566,66
-2,4,hex_phases,269850,395075,1623,56
-2,4,hex_phases,279850,395075,1677,54
-2,4,hex_phases,289850,395075,1736,58
-2,4,hex_phases,299850,395075,1794,57
-2,4,hex_phases,309850,395075,1851,57
-2,4,hex_phases,319850,395075,1909,57
-2,4,hex_phases,329850,395075,1966,56
-2,4,hex_phases,339850,395075,2022,56
-2,4,hex_phases,349850,395075,2077,54
-2,4,hex_phases,359850,395075,2135,57
-2,4,hex_phases,369850,395075,2192,57
-2,4,hex_phases,379850,395075,2248,56
-2,4,hex_phases,389850,395075,2306,57
-3,4,hex_phases,4775,395075,27,27
-3,4,hex_phases,14775,395075,84,56
-3,4,hex_phases,24775,395075,139,55
-3,4,hex_phases,34775,395075,197,58
-3,4,hex_phases,44775,395075,257,59
-3,4,hex_phases,54775,395075,315,58
-3,4,hex_phases,64775,395075,372,57
-3,4,hex_phases,74775,395075,430,58
-3,4,hex_phases,84775,395075,488,57
-3,4,hex_phases,94775,395075,545,57
-3,4,hex_phases,104775,395075,604,58
-3,4,hex_phases,114775,395075,663,58
-3,4,hex_phases,124775,395075,719,56
-3,4,hex_phases,134775,395075,773,54
-3,4,hex_phases,144775,395075,829,55
-3,4,hex_phases,154775,395075,884,54
-3,4,hex_phases,164775,395075,938,53
-3,4,hex_phases,174775,395075,993,55
-3,4,hex_phases,184775,395075,1047,54
-3,4,hex_phases,194775,395075,1102,54
-3,4,hex_phases,204775,395075,1155,53
-3,4,hex_phases,214775,395075,1211,55
-3,4,hex_phases,224775,395075,1268,57
-3,4,hex_phases,234775,395075,1322,54
-3,4,hex_phases,244775,395075,1376,54
-3,4,hex_phases,254775,395075,1433,56
-3,4,hex_phases,264775,395075,1490,56
-3,4,hex_phases,274775,395075,1544,54
-3,4,hex_phases,284775,395075,1600,56
-3,4,hex_phases,294775,395075,1658,57
-3,4,hex_phases,304775,395075,1713,55
-3,4,hex_phases,314775,395075,1768,54
-3,4,hex_phases,324775,395075,1826,57
-3,4,hex_phases,334775,395075,1881,55
-3,4,hex_phases,344775,395075,1937,55
-3,4,hex_phases,354775,395075,1993,56
-3,4,hex_phases,364775,395075,2050,57
-3,4,hex_phases,374775,395075,2106,55
-3,4,hex_phases,384775,395075,2162,55
-3,4,hex_phases,394775,395075,2219,56
-4,4,hex_phases,9700,395075,55,55
-4,4,hex_phases,19700,395075,112,56
-4,4,hex_phases,29700,395075,169,56
-4,4,hex_phases,39700,395075,226,57
-4,4,hex_phases,49700,395075,282,55
-4,4,hex_phases,59700,395075,337,55
-4,4,hex_phases,69700,395075,396,58
-4,4,hex_phases,79700,395075,452,55
-4,4,hex_phases,89700,395075,507,55
-4,4,hex_phases,99700,395075,564,56
-4,4,hex_phases,109700,395075,622,58
-4,4,hex_phases,119700,395075,678,56
-4,4,hex_phases,129700,395075,735,56
-4,4,hex_phases,139700,395075,792,57
-4,4,hex_phases,149700,395075,850,57
-4,4,hex_phases,159700,395075,906,56
-4,4,hex_phases,169700,395075,963,56
-4,4,hex_phases,179700,395075,1021,58
-4,4,hex_phases,189700,395075,1079,57
-4,4,hex_phases,199700,395075,1139,60
-4,4,hex_phases,209700,395075,1200,60
-4,4,hex_phases,219700,395075,1261,60
-4,4,hex_phases,229700,395075,1319,58
-4,4,hex_phases,239700,395075,1376,57
-4,4,hex_phases,249700,395075,1434,58
-4,4,hex_phases,259700,395075,1493,58
-4,4,hex_phases,269700,395075,1548,55
-4,4,hex_phases,279700,395075,1606,57
-4,4,hex_phases,289700,395075,1662,56
-4,4,hex_phases,299700,395075,1718,55
-4,4,hex_phases,309700,395075,1773,55
-4,4,hex_phases,319700,395075,1832,58
-4,4,hex_phases,329700,395075,1890,57
-4,4,hex_phases,339700,395075,1949,59
-4,4,hex_phases,349700,395075,2010,60
-4,4,hex_phases,359700,395075,2071,61
-4,4,hex_phases,369700,395075,2133,61
-4,4,hex_phases,379700,395075,2194,61
-4,4,hex_phases,389700,395075,2254,60
-5,4,hex_phases,4625,395075,28,28
-5,4,hex_phases,14625,395075,89,60
-5,4,hex_phases,24625,395075,149,60
-5,4,hex_phases,34625,395075,208,59
-5,4,hex_phases,44625,395075,271,62
-5,4,hex_phases,54625,395075,333,61
-5,4,hex_phases,64625,395075,394,61
-5,4,hex_phases,74625,395075,455,60
-5,4,hex_phases,84625,395075,516,61
-5,4,hex_phases,94625,395075,576,60
-5,4,hex_phases,104625,395075,637,60
-5,4,hex_phases,114625,395075,697,59
-5,4,hex_phases,124625,395075,770,73
-5,4,hex_phases,134625,395075,829,58
-5,4,hex_phases,144625,395075,887,57
-5,4,hex_phases,154625,395075,947,60
-5,4,hex_phases,164625,395075,1007,60
-5,4,hex_phases,174625,395075,1063,56
-5,4,hex_phases,184625,395075,1119,55
-5,4,hex_phases,194625,395075,1177,58
-5,4,hex_phases,204625,395075,1234,57
-5,4,hex_phases,214625,395075,1290,55
-5,4,hex_phases,224625,395075,1350,59
-5,4,hex_phases,234625,395075,1410,59
-5,4,hex_phases,244625,395075,1468,58
-5,4,hex_phases,254625,395075,1527,58
-5,4,hex_phases,264625,395075,1588,60
-5,4,hex_phases,274625,395075,1647,59
-5,4,hex_phases,284625,395075,1709,61
-5,4,hex_phases,294625,395075,1770,61
-5,4,hex_phases,304625,395075,1831,61
-5,4,hex_phases,314625,395075,1894,62
-5,4,hex_phases,324625,395075,1956,61
-5,4,hex_phases,334625,395075,2018,62
-5,4,hex_phases,344625,395075,2078,59
-5,4,hex_phases,354625,395075,2136,58
-5,4,hex_phases,364625,395075,2196,59
-5,4,hex_phases,374625,395075,2256,60
-5,4,hex_phases,384625,395075,2318,61
-5,4,hex_phases,394625,395075,2378,60
-6,4,hex_phases,9550,395075,56,56
-6,4,hex_phases,19550,395075,115,58
-6,4,hex_phases,29550,395075,174,59
-6,4,hex_phases,39550,395075,233,58
-6,4,hex_phases,49550,395075,292,59
-6,4,hex_phases,59550,395075,351,59
-6,4,hex_phases,69550,395075,411,59
-6,4,hex_phases,79550,395075,473,62
-6,4,hex_phases,89550,395075,531,58
-6,4,hex_phases,99550,395075,591,60
-6,4,hex_phases,109550,395075,651,59
-6,4,hex_phases,119550,395075,711,60
-6,4,hex_phases,129550,395075,773,61
-6,4,hex_phases,139550,395075,835,61
-6,4,hex_phases,149550,395075,896,61
-6,4,hex_phases,159550,395075,957,61
-6,4,hex_phases,169550,395075,1019,61
-6,4,hex_phases,179550,395075,1081,61
-6,4,hex_phases,189550,395075,1142,61
-6,4,hex_phases,199550,395075,1204,62
-6,4,hex_phases,209550,395075,1266,61
-6,4,hex_phases,219550,395075,1327,61
-6,4,hex_phases,229550,395075,1389,61
-6,4,hex_phases,239550,395075,1451,61
-6,4,hex_phases,249550,395075,1511,60
-6,4,hex_phases,259550,395075,1573,62
-6,4,hex_phases,269550,395075,1635,61
-6,4,hex_phases,279550,395075,1696,61
-6,4,hex_phases,289550,395075,1757,61
-6,4,hex_phases,299550,395075,1819,61
-6,4,hex_phases,309550,395075,1878,59
-6,4,hex_phases,319550,395075,1940,61
-6,4,hex_phases,329550,395075,2001,61
-6,4,hex_phases,339550,395075,2061,60
-6,4,hex_phases,349550,395075,2120,58
-6,4,hex_phases,359550,395075,2180,60
-6,4,hex_phases,369550,395075,2241,60
-6,4,hex_phases,379550,395075,2302,60
-6,4,hex_phases,389550,395075,2362,60
-7,4,hex_phases,4475,395075,27,27
-7,4,hex_phases,14475,395075,86,59
-7,4,hex_phases,24475,395075,146,59
-7,4,hex_phases,34475,395075,207,60
-7,4,hex_phases,44475,395075,268,60
-7,4,hex_phases,54475,395075,329,61
-7,4,hex_phases,64475,395075,390,60
-7,4,hex_phases,74475,395075,451,61
-7,4,hex_phases,84475,395075,510,59
-7,4,hex_phases,94475,395075,570,59
-7,4,hex_phases,104475,395075,631,61
-7,4,hex_phases,114475,395075,693,61
-7,4,hex_phases,124475,395075,753,60
-7,4,hex_phases,134475,395075,815,61
-7,4,hex_phases,144475,395075,875,60
-7,4,hex_phases,154475,395075,935,59
-7,4,hex_phases,164475,395075,995,60
-7,4,hex_phases,174475,395075,1056,60
-7,4,hex_phases,184475,395075,1116,60
-7,4,hex_phases,194475,395075,1177,60
-7,4,hex_phases,204475,395075,1237,60
-7,4,hex_phases,214475,395075,1298,60
-7,4,hex_phases,224475,395075,1357,59
-7,4,hex_phases,234475,395075,1417,60
-7,4,hex_phases,244475,395075,1478,60
-7,4,hex_phases,254475,395075,1539,60
-7,4,hex_phases,264475,395075,1600,60
-7,4,hex_phases,274475,395075,1660,60
-7,4,hex_phases,284475,395075,1721,61
-7,4,hex_phases,294475,395075,1783,61
-7,4,hex_phases,304475,395075,1844,60
-7,4,hex_phases,314475,395075,1903,59
-7,4,hex_phases,324475,395075,1963,59
-7,4,hex_phases,334475,395075,2024,61
-7,4,hex_phases,344475,395075,2085,61
-7,4,hex_phases,354475,395075,2146,60
-7,4,hex_phases,364475,395075,2207,61
-7,4,hex_phases,374475,395075,2269,61
-7,4,hex_phases,384475,395075,2329,60
-7,4,hex_phases,394475,395075,2386,57
-8,4,hex_phases,9400,395075,55,55
-8,4,hex_phases,19400,395075,113,58
-8,4,hex_phases,29400,395075,167,53
-8,4,hex_phases,39400,395075,220,53
-8,4,hex_phases,49400,395075,274,54
-8,4,hex_phases,59400,395075,331,57
-8,4,hex_phases,69400,395075,386,54
-8,4,hex_phases,79400,395075,442,55
-8,4,hex_phases,89400,395075,498,56
-8,4,hex_phases,99400,395075,555,56
-8,4,hex_phases,109400,395075,613,58
-8,4,hex_phases,119400,395075,671,57
-8,4,hex_phases,129400,395075,727,56
-8,4,hex_phases,139400,395075,784,56
-8,4,hex_phases,149400,395075,838,54
-8,4,hex_phases,159400,395075,892,54
-8,4,hex_phases,169400,395075,948,55
-8,4,hex_phases,179400,395075,1001,53
-8,4,hex_phases,189400,395075,1055,53
-8,4,hex_phases,199400,395075,1108,53
-8,4,hex_phases,209400,395075,1163,54
-8,4,hex_phases,219400,395075,1216,53
-8,4,hex_phases,229400,395075,1269,53
-8,4,hex_phases,239400,395075,1324,54
-8,4,hex_phases,249400,395075,1378,53
-8,4,hex_phases,259400,395075,1431,53
-8,4,hex_phases,269400,395075,1485,53
-8,4,hex_phases,279400,395075,1539,54
-8,4,hex_phases,289400,395075,1593,53
-8,4,hex_phases,299400,395075,1647,53
-8,4,hex_phases,309400,395075,1700,53
-8,4,hex_phases,319400,395075,1755,54
-8,4,hex_phases,329400,395075,1808,53
-8,4,hex_phases,339400,395075,1861,53
-8,4,hex_phases,349400,395075,1915,53
-8,4,hex_phases,359400,395075,1970,54
-8,4,hex_phases,369400,395075,2023,53
-8,4,hex_phases,379400,395075,2076,53
-8,4,hex_phases,389400,395075,2130,53
-9,4,hex_phases,4325,395075,23,23
-9,4,hex_phases,14325,395075,76,52
-9,4,hex_phases,24325,395075,129,53
-9,4,hex_phases,34325,395075,183,54
-9,4,hex_phases,44325,395075,237,53
-9,4,hex_phases,54325,395075,290,53
-9,4,hex_phases,64325,395075,344,53
-9,4,hex_phases,74325,395075,399,54
-9,4,hex_phases,84325,395075,453,54
-9,4,hex_phases,94325,395075,506,52
-9,4,hex_phases,104325,395075,560,53
-9,4,hex_phases,114325,395075,615,55
-9,4,hex_phases,124325,395075,668,53
-9,4,hex_phases,134325,395075,722,53
-9,4,hex_phases,144325,395075,775,53
-9,4,hex_phases,154325,395075,829,53
-9,4,hex_phases,164325,395075,882,53
-9,4,hex_phases,174325,395075,936,53
-9,4,hex_phases,184325,395075,989,53
-9,4,hex_phases,194325,395075,1046,56
-9,4,hex_phases,204325,395075,1099,53
-9,4,hex_phases,214325,395075,1152,53
-9,4,hex_phases,224325,395075,1207,54
-9,4,hex_phases,234325,395075,1260,53
-9,4,hex_phases,244325,395075,1315,54
-9,4,hex_phases,254325,395075,1369,54
-9,4,hex_phases,264325,395075,1424,54
-9,4,hex_phases,274325,395075,1478,54
-9,4,hex_phases,284325,395075,1531,53
-9,4,hex_phases,294325,395075,1585,53
-9,4,hex_phases,304325,395075,1641,55
-9,4,hex_phases,314325,395075,1696,54
-9,4,hex_phases,324325,395075,1750,54
-9,4,hex_phases,334325,395075,1804,54
-9,4,hex_phases,344325,395075,1858,54
-9,4,hex_phases,354325,395075,1912,53
-9,4,hex_phases,364325,395075,1966,54
-9,4,hex_phases,374325,395075,2020,54
-9,4,hex_phases,384325,395075,2074,54
-9,4,hex_phases,394325,395075,2128,53
diff --git a/datasets/progress_7488914.csv b/datasets/progress_7488914.csv
deleted file mode 100644
index ff87cc8..0000000
--- a/datasets/progress_7488914.csv
+++ /dev/null
@@ -1,2352 +0,0 @@
-iteration,alg_id,alg_name,jobs_done,jobs_total,elapsed,delta
-0,4,hex_phases,10000,395075,60,60
-0,4,hex_phases,20000,395075,114,54
-0,4,hex_phases,30000,395075,163,48
-0,4,hex_phases,40000,395075,210,47
-0,4,hex_phases,50000,395075,258,48
-0,4,hex_phases,60000,395075,306,47
-0,4,hex_phases,70000,395075,353,47
-0,4,hex_phases,80000,395075,401,47
-0,4,hex_phases,90000,395075,448,46
-0,4,hex_phases,100000,395075,494,46
-0,4,hex_phases,110000,395075,541,46
-0,4,hex_phases,120000,395075,588,46
-0,4,hex_phases,130000,395075,634,46
-0,4,hex_phases,140000,395075,682,47
-0,4,hex_phases,150000,395075,729,47
-0,4,hex_phases,160000,395075,778,48
-0,4,hex_phases,170000,395075,826,48
-0,4,hex_phases,180000,395075,874,48
-0,4,hex_phases,190000,395075,923,48
-0,4,hex_phases,200000,395075,971,48
-0,4,hex_phases,210000,395075,1020,48
-0,4,hex_phases,220000,395075,1068,48
-0,4,hex_phases,230000,395075,1117,48
-0,4,hex_phases,240000,395075,1165,47
-0,4,hex_phases,250000,395075,1212,46
-0,4,hex_phases,260000,395075,1259,47
-0,4,hex_phases,270000,395075,1306,47
-0,4,hex_phases,280000,395075,1353,46
-0,4,hex_phases,290000,395075,1403,49
-0,4,hex_phases,300000,395075,1453,50
-0,4,hex_phases,310000,395075,1504,50
-0,4,hex_phases,320000,395075,1554,49
-0,4,hex_phases,330000,395075,1603,49
-0,4,hex_phases,340000,395075,1651,48
-0,4,hex_phases,350000,395075,1699,47
-0,4,hex_phases,360000,395075,1746,47
-0,4,hex_phases,370000,395075,1792,46
-0,4,hex_phases,380000,395075,1839,46
-0,4,hex_phases,390000,395075,1888,48
-1,4,hex_phases,4925,395075,23,23
-1,4,hex_phases,14925,395075,70,47
-1,4,hex_phases,24925,395075,118,47
-1,4,hex_phases,34925,395075,167,49
-1,4,hex_phases,44925,395075,217,49
-1,4,hex_phases,54925,395075,266,49
-1,4,hex_phases,64925,395075,315,49
-1,4,hex_phases,74925,395075,365,49
-1,4,hex_phases,84925,395075,414,49
-1,4,hex_phases,94925,395075,464,49
-1,4,hex_phases,104925,395075,514,50
-1,4,hex_phases,114925,395075,564,49
-1,4,hex_phases,124925,395075,614,49
-1,4,hex_phases,134925,395075,668,53
-1,4,hex_phases,144925,395075,717,49
-1,4,hex_phases,154925,395075,767,49
-1,4,hex_phases,164925,395075,816,49
-1,4,hex_phases,174925,395075,866,49
-1,4,hex_phases,184925,395075,915,49
-1,4,hex_phases,194925,395075,965,50
-1,4,hex_phases,204925,395075,1015,49
-1,4,hex_phases,214925,395075,1065,50
-1,4,hex_phases,224925,395075,1115,49
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-2,4,hex_phases,9850,395075,49,49
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-2,4,hex_phases,99850,395075,479,51
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-2,4,hex_phases,129850,395075,633,51
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-2,4,hex_phases,169850,395075,841,52
-2,4,hex_phases,179850,395075,892,51
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-2,4,hex_phases,199850,395075,995,51
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-2,4,hex_phases,239850,395075,1205,52
-2,4,hex_phases,249850,395075,1257,52
-2,4,hex_phases,259850,395075,1318,60
-2,4,hex_phases,269850,395075,1370,52
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-2,4,hex_phases,289850,395075,1473,50
-2,4,hex_phases,299850,395075,1521,47
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-2,4,hex_phases,389850,395075,1960,51
-3,4,hex_phases,4775,395075,24,24
-3,4,hex_phases,14775,395075,75,50
-3,4,hex_phases,24775,395075,123,47
-3,4,hex_phases,34775,395075,171,48
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-3,4,hex_phases,64775,395075,313,46
-3,4,hex_phases,74775,395075,360,47
-3,4,hex_phases,84775,395075,408,47
-3,4,hex_phases,94775,395075,454,46
-3,4,hex_phases,104775,395075,502,47
-3,4,hex_phases,114775,395075,549,47
-3,4,hex_phases,124775,395075,596,46
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-4,4,hex_phases,9700,395075,46,46
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-4,4,hex_phases,59700,395075,283,47
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-4,4,hex_phases,89700,395075,434,52
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-4,4,hex_phases,159700,395075,795,51
-4,4,hex_phases,169700,395075,846,51
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-4,4,hex_phases,389700,395075,1928,48
-5,4,hex_phases,4625,395075,22,22
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-5,4,hex_phases,64625,395075,313,46
-5,4,hex_phases,74625,395075,359,45
-5,4,hex_phases,84625,395075,405,45
-5,4,hex_phases,94625,395075,450,45
-5,4,hex_phases,104625,395075,496,46
-5,4,hex_phases,114625,395075,542,45
-5,4,hex_phases,124625,395075,604,62
-5,4,hex_phases,134625,395075,650,45
-5,4,hex_phases,144625,395075,696,46
-5,4,hex_phases,154625,395075,742,45
-5,4,hex_phases,164625,395075,788,45
-5,4,hex_phases,174625,395075,833,45
-5,4,hex_phases,184625,395075,879,45
-5,4,hex_phases,194625,395075,927,47
-5,4,hex_phases,204625,395075,973,45
-5,4,hex_phases,214625,395075,1022,49
-5,4,hex_phases,224625,395075,1069,47
-5,4,hex_phases,234625,395075,1117,47
-5,4,hex_phases,244625,395075,1164,47
-5,4,hex_phases,254625,395075,1212,47
-5,4,hex_phases,264625,395075,1261,49
-5,4,hex_phases,274625,395075,1310,48
-5,4,hex_phases,284625,395075,1360,50
-5,4,hex_phases,294625,395075,1412,51
-5,4,hex_phases,304625,395075,1463,51
-5,4,hex_phases,314625,395075,1514,51
-5,4,hex_phases,324625,395075,1566,51
-5,4,hex_phases,334625,395075,1618,51
-5,4,hex_phases,344625,395075,1670,52
-5,4,hex_phases,354625,395075,1722,52
-5,4,hex_phases,364625,395075,1774,51
-5,4,hex_phases,374625,395075,1826,52
-5,4,hex_phases,384625,395075,1878,52
-5,4,hex_phases,394625,395075,1930,52
-6,4,hex_phases,9550,395075,50,50
-6,4,hex_phases,19550,395075,102,51
-6,4,hex_phases,29550,395075,153,51
-6,4,hex_phases,39550,395075,205,51
-6,4,hex_phases,49550,395075,257,51
-6,4,hex_phases,59550,395075,309,52
-6,4,hex_phases,69550,395075,362,52
-6,4,hex_phases,79550,395075,412,50
-6,4,hex_phases,89550,395075,457,45
-6,4,hex_phases,99550,395075,503,45
-6,4,hex_phases,109550,395075,549,46
-6,4,hex_phases,119550,395075,595,45
-6,4,hex_phases,129550,395075,641,45
-6,4,hex_phases,139550,395075,686,45
-6,4,hex_phases,149550,395075,734,47
-6,4,hex_phases,159550,395075,786,51
-6,4,hex_phases,169550,395075,838,52
-6,4,hex_phases,179550,395075,890,52
-6,4,hex_phases,189550,395075,943,52
-6,4,hex_phases,199550,395075,994,51
-6,4,hex_phases,209550,395075,1040,45
-6,4,hex_phases,219550,395075,1085,45
-6,4,hex_phases,229550,395075,1131,45
-6,4,hex_phases,239550,395075,1178,47
-6,4,hex_phases,249550,395075,1224,45
-6,4,hex_phases,259550,395075,1269,45
-6,4,hex_phases,269550,395075,1315,45
-6,4,hex_phases,279550,395075,1362,46
-6,4,hex_phases,289550,395075,1411,49
-6,4,hex_phases,299550,395075,1460,49
-6,4,hex_phases,309550,395075,1510,49
-6,4,hex_phases,319550,395075,1559,49
-6,4,hex_phases,329550,395075,1608,49
-6,4,hex_phases,339550,395075,1657,49
-6,4,hex_phases,349550,395075,1707,49
-6,4,hex_phases,359550,395075,1757,49
-6,4,hex_phases,369550,395075,1806,49
-6,4,hex_phases,379550,395075,1855,48
-6,4,hex_phases,389550,395075,1904,49
-7,4,hex_phases,4475,395075,22,22
-7,4,hex_phases,14475,395075,73,51
-7,4,hex_phases,24475,395075,123,49
-7,4,hex_phases,34475,395075,172,49
-7,4,hex_phases,44475,395075,222,49
-7,4,hex_phases,54475,395075,271,49
-7,4,hex_phases,64475,395075,320,49
-7,4,hex_phases,74475,395075,370,50
-7,4,hex_phases,84475,395075,420,49
-7,4,hex_phases,94475,395075,469,49
-7,4,hex_phases,104475,395075,519,49
-7,4,hex_phases,114475,395075,568,49
-7,4,hex_phases,124475,395075,617,49
-7,4,hex_phases,134475,395075,667,49
-7,4,hex_phases,144475,395075,716,49
-7,4,hex_phases,154475,395075,765,49
-7,4,hex_phases,164475,395075,816,50
-7,4,hex_phases,174475,395075,866,49
-7,4,hex_phases,184475,395075,915,49
-7,4,hex_phases,194475,395075,965,49
-7,4,hex_phases,204475,395075,1014,49
-7,4,hex_phases,214475,395075,1063,49
-7,4,hex_phases,224475,395075,1112,49
-7,4,hex_phases,234475,395075,1162,49
-7,4,hex_phases,244475,395075,1211,49
-7,4,hex_phases,254475,395075,1261,49
-7,4,hex_phases,264475,395075,1310,49
-7,4,hex_phases,274475,395075,1360,49
-7,4,hex_phases,284475,395075,1409,49
-7,4,hex_phases,294475,395075,1457,48
-7,4,hex_phases,304475,395075,1505,48
-7,4,hex_phases,314475,395075,1553,47
-7,4,hex_phases,324475,395075,1601,48
-7,4,hex_phases,334475,395075,1650,48
-7,4,hex_phases,344475,395075,1698,48
-7,4,hex_phases,354475,395075,1747,48
-7,4,hex_phases,364475,395075,1795,48
-7,4,hex_phases,374475,395075,1843,48
-7,4,hex_phases,384475,395075,1891,48
-7,4,hex_phases,394475,395075,1939,48
-8,4,hex_phases,9400,395075,45,45
-8,4,hex_phases,19400,395075,93,48
-8,4,hex_phases,29400,395075,142,49
-8,4,hex_phases,39400,395075,191,48
-8,4,hex_phases,49400,395075,239,48
-8,4,hex_phases,59400,395075,287,48
-8,4,hex_phases,69400,395075,335,48
-8,4,hex_phases,79400,395075,384,49
-8,4,hex_phases,89400,395075,433,48
-8,4,hex_phases,99400,395075,481,48
-8,4,hex_phases,109400,395075,530,48
-8,4,hex_phases,119400,395075,578,48
-8,4,hex_phases,129400,395075,626,48
-8,4,hex_phases,139400,395075,675,48
-8,4,hex_phases,149400,395075,723,47
-8,4,hex_phases,159400,395075,771,48
-8,4,hex_phases,169400,395075,819,48
-8,4,hex_phases,179400,395075,867,48
-8,4,hex_phases,189400,395075,916,48
-8,4,hex_phases,199400,395075,965,48
-8,4,hex_phases,209400,395075,1013,48
-8,4,hex_phases,219400,395075,1062,48
-8,4,hex_phases,229400,395075,1110,48
-8,4,hex_phases,239400,395075,1158,48
-8,4,hex_phases,249400,395075,1207,48
-8,4,hex_phases,259400,395075,1255,48
-8,4,hex_phases,269400,395075,1304,48
-8,4,hex_phases,279400,395075,1352,48
-8,4,hex_phases,289400,395075,1401,48
-8,4,hex_phases,299400,395075,1449,48
-8,4,hex_phases,309400,395075,1499,49
-8,4,hex_phases,319400,395075,1548,49
-8,4,hex_phases,329400,395075,1597,49
-8,4,hex_phases,339400,395075,1646,48
-8,4,hex_phases,349400,395075,1695,49
-8,4,hex_phases,359400,395075,1744,49
-8,4,hex_phases,369400,395075,1793,49
-8,4,hex_phases,379400,395075,1842,49
-8,4,hex_phases,389400,395075,1892,49
-9,4,hex_phases,4325,395075,21,21
-9,4,hex_phases,14325,395075,70,49
-9,4,hex_phases,24325,395075,119,48
-9,4,hex_phases,34325,395075,168,48
-9,4,hex_phases,44325,395075,217,49
-9,4,hex_phases,54325,395075,268,50
-9,4,hex_phases,64325,395075,318,49
-9,4,hex_phases,74325,395075,369,50
-9,4,hex_phases,84325,395075,420,51
-9,4,hex_phases,94325,395075,472,51
-9,4,hex_phases,104325,395075,524,51
-9,4,hex_phases,114325,395075,575,51
-9,4,hex_phases,124325,395075,627,51
-9,4,hex_phases,134325,395075,679,51
-9,4,hex_phases,144325,395075,731,51
-9,4,hex_phases,154325,395075,782,51
-9,4,hex_phases,164325,395075,834,51
-9,4,hex_phases,174325,395075,885,51
-9,4,hex_phases,184325,395075,937,51
-9,4,hex_phases,194325,395075,987,49
-9,4,hex_phases,204325,395075,1036,48
-9,4,hex_phases,214325,395075,1085,49
-9,4,hex_phases,224325,395075,1134,48
-9,4,hex_phases,234325,395075,1186,52
-9,4,hex_phases,244325,395075,1238,51
-9,4,hex_phases,254325,395075,1290,51
-9,4,hex_phases,264325,395075,1341,51
-9,4,hex_phases,274325,395075,1393,51
-9,4,hex_phases,284325,395075,1445,51
-9,4,hex_phases,294325,395075,1497,52
-9,4,hex_phases,304325,395075,1549,52
-9,4,hex_phases,314325,395075,1598,49
-9,4,hex_phases,324325,395075,1646,48
-9,4,hex_phases,334325,395075,1695,48
-9,4,hex_phases,344325,395075,1744,49
-9,4,hex_phases,354325,395075,1794,50
-9,4,hex_phases,364325,395075,1844,49
-9,4,hex_phases,374325,395075,1892,48
-9,4,hex_phases,384325,395075,1941,48
-9,4,hex_phases,394325,395075,1992,51
-0,1,bin_all,10000,583247,53,53
-0,1,bin_all,20000,583247,106,52
-0,1,bin_all,30000,583247,159,53
-0,1,bin_all,40000,583247,210,50
-0,1,bin_all,50000,583247,263,53
-0,1,bin_all,60000,583247,308,44
-0,1,bin_all,70000,583247,350,41
-0,1,bin_all,80000,583247,395,45
-0,1,bin_all,90000,583247,441,45
-0,1,bin_all,100000,583247,485,44
-0,1,bin_all,110000,583247,531,45
-0,1,bin_all,120000,583247,575,44
-0,1,bin_all,130000,583247,619,43
-0,1,bin_all,140000,583247,665,45
-0,1,bin_all,150000,583247,710,45
-0,1,bin_all,160000,583247,756,45
-0,1,bin_all,170000,583247,803,47
-0,1,bin_all,180000,583247,844,40
-0,1,bin_all,190000,583247,884,40
-0,1,bin_all,200000,583247,924,39
-0,1,bin_all,210000,583247,964,40
-0,1,bin_all,220000,583247,1007,42
-0,1,bin_all,230000,583247,1053,46
-0,1,bin_all,240000,583247,1099,45
-0,1,bin_all,250000,583247,1143,44
-0,1,bin_all,260000,583247,1188,45
-0,1,bin_all,270000,583247,1236,47
-0,1,bin_all,280000,583247,1282,46
-0,1,bin_all,290000,583247,1325,43
-0,1,bin_all,300000,583247,1365,40
-0,1,bin_all,310000,583247,1410,44
-0,1,bin_all,320000,583247,1451,40
-0,1,bin_all,330000,583247,1494,43
-0,1,bin_all,340000,583247,1537,42
-0,1,bin_all,350000,583247,1580,42
-0,1,bin_all,360000,583247,1622,41
-0,1,bin_all,370000,583247,1664,42
-0,1,bin_all,380000,583247,1708,44
-0,1,bin_all,390000,583247,1751,42
-0,1,bin_all,400000,583247,1794,43
-0,1,bin_all,410000,583247,1836,41
-0,1,bin_all,420000,583247,1879,43
-0,1,bin_all,430000,583247,1922,43
-0,1,bin_all,440000,583247,1964,42
-0,1,bin_all,450000,583247,2008,43
-0,1,bin_all,460000,583247,2051,43
-0,1,bin_all,470000,583247,2094,42
-0,1,bin_all,480000,583247,2137,43
-0,1,bin_all,490000,583247,2180,43
-0,1,bin_all,500000,583247,2223,42
-0,1,bin_all,510000,583247,2265,42
-0,1,bin_all,520000,583247,2309,44
-0,1,bin_all,530000,583247,2352,43
-0,1,bin_all,540000,583247,2395,42
-0,1,bin_all,550000,583247,2437,42
-0,1,bin_all,560000,583247,2480,43
-0,1,bin_all,570000,583247,2524,43
-0,1,bin_all,580000,583247,2567,42
-1,1,bin_all,6753,583247,29,29
-1,1,bin_all,16753,583247,71,41
-1,1,bin_all,26753,583247,114,43
-1,1,bin_all,36753,583247,158,43
-1,1,bin_all,46753,583247,199,41
-1,1,bin_all,56753,583247,243,43
-1,1,bin_all,66753,583247,287,43
-1,1,bin_all,76753,583247,330,43
-1,1,bin_all,86753,583247,373,42
-1,1,bin_all,96753,583247,415,42
-1,1,bin_all,106753,583247,458,42
-1,1,bin_all,116753,583247,500,42
-1,1,bin_all,126753,583247,544,43
-1,1,bin_all,136753,583247,588,43
-1,1,bin_all,146753,583247,632,43
-1,1,bin_all,156753,583247,675,43
-1,1,bin_all,166753,583247,720,45
-1,1,bin_all,176753,583247,764,43
-1,1,bin_all,186753,583247,806,42
-1,1,bin_all,196753,583247,848,41
-1,1,bin_all,206753,583247,890,42
-1,1,bin_all,216753,583247,934,44
-1,1,bin_all,226753,583247,980,45
-1,1,bin_all,236753,583247,1023,43
-1,1,bin_all,246753,583247,1066,42
-1,1,bin_all,256753,583247,1108,42
-1,1,bin_all,266753,583247,1152,43
-1,1,bin_all,276753,583247,1194,42
-1,1,bin_all,286753,583247,1238,43
-1,1,bin_all,296753,583247,1280,42
-1,1,bin_all,306753,583247,1325,45
-1,1,bin_all,316753,583247,1371,46
-1,1,bin_all,326753,583247,1414,42
-1,1,bin_all,336753,583247,1457,42
-1,1,bin_all,346753,583247,1499,42
-1,1,bin_all,356753,583247,1540,41
-1,1,bin_all,366753,583247,1582,42
-1,1,bin_all,376753,583247,1625,42
-1,1,bin_all,386753,583247,1667,41
-1,1,bin_all,396753,583247,1709,41
-1,1,bin_all,406753,583247,1750,41
-1,1,bin_all,416753,583247,1793,42
-1,1,bin_all,426753,583247,1833,40
-1,1,bin_all,436753,583247,1873,40
-1,1,bin_all,446753,583247,1913,40
-1,1,bin_all,456753,583247,1956,42
-1,1,bin_all,466753,583247,2003,46
-1,1,bin_all,476753,583247,2043,39
-1,1,bin_all,486753,583247,2082,39
-1,1,bin_all,496753,583247,2123,40
-1,1,bin_all,506753,583247,2165,42
-1,1,bin_all,516753,583247,2208,42
-1,1,bin_all,526753,583247,2250,41
-1,1,bin_all,536753,583247,2292,42
-1,1,bin_all,546753,583247,2334,41
-1,1,bin_all,556753,583247,2376,41
-1,1,bin_all,566753,583247,2418,42
-1,1,bin_all,576753,583247,2457,39
-2,1,bin_all,3506,583247,14,14
-2,1,bin_all,13506,583247,56,42
-2,1,bin_all,23506,583247,99,42
-2,1,bin_all,33506,583247,139,40
-2,1,bin_all,43506,583247,178,38
-2,1,bin_all,53506,583247,218,40
-2,1,bin_all,63506,583247,260,41
-2,1,bin_all,73506,583247,302,41
-2,1,bin_all,83506,583247,343,41
-2,1,bin_all,93506,583247,383,40
-2,1,bin_all,103506,583247,425,41
-2,1,bin_all,113506,583247,467,41
-2,1,bin_all,123506,583247,509,41
-2,1,bin_all,133506,583247,550,40
-2,1,bin_all,143506,583247,590,40
-2,1,bin_all,153506,583247,630,39
-2,1,bin_all,163506,583247,671,41
-2,1,bin_all,173506,583247,714,43
-2,1,bin_all,183506,583247,755,40
-2,1,bin_all,193506,583247,794,38
-2,1,bin_all,203506,583247,834,39
-2,1,bin_all,213506,583247,875,41
-2,1,bin_all,223506,583247,917,41
-2,1,bin_all,233506,583247,957,40
-2,1,bin_all,243506,583247,1000,42
-2,1,bin_all,253506,583247,1042,42
-2,1,bin_all,263506,583247,1084,42
-2,1,bin_all,273506,583247,1128,43
-2,1,bin_all,283506,583247,1170,42
-2,1,bin_all,293506,583247,1212,42
-2,1,bin_all,303506,583247,1256,43
-2,1,bin_all,313506,583247,1300,44
-2,1,bin_all,323506,583247,1345,44
-2,1,bin_all,333506,583247,1390,45
-2,1,bin_all,343506,583247,1436,46
-2,1,bin_all,353506,583247,1481,44
-2,1,bin_all,363506,583247,1525,44
-2,1,bin_all,373506,583247,1571,45
-2,1,bin_all,383506,583247,1617,45
-2,1,bin_all,393506,583247,1661,44
-2,1,bin_all,403506,583247,1707,45
-2,1,bin_all,413506,583247,1752,44
-2,1,bin_all,423506,583247,1797,45
-2,1,bin_all,433506,583247,1842,45
-2,1,bin_all,443506,583247,1888,45
-2,1,bin_all,453506,583247,1934,46
-2,1,bin_all,463506,583247,1980,45
-2,1,bin_all,473506,583247,2025,44
-2,1,bin_all,483506,583247,2070,45
-2,1,bin_all,493506,583247,2116,46
-2,1,bin_all,503506,583247,2161,45
-2,1,bin_all,513506,583247,2207,45
-2,1,bin_all,523506,583247,2253,45
-2,1,bin_all,533506,583247,2299,45
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-0,5,hex_native,100000,395075,1801,173
-0,5,hex_native,110000,395075,1976,175
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-0,5,hex_native,140000,395075,2504,178
-0,5,hex_native,150000,395075,2691,186
-0,5,hex_native,160000,395075,2868,176
-0,5,hex_native,170000,395075,3040,172
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-0,5,hex_native,190000,395075,3392,177
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-0,5,hex_native,210000,395075,3749,177
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-0,5,hex_native,260000,395075,4643,190
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-0,5,hex_native,300000,395075,5470,231
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-0,5,hex_native,390000,395075,7101,174
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-1,5,hex_native,174925,395075,3118,171
-1,5,hex_native,184925,395075,3292,173
-1,5,hex_native,194925,395075,3472,180
-1,5,hex_native,204925,395075,3649,177
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-0,3,hex_lev,290000,395075,11123,395
-0,3,hex_lev,300000,395075,11523,399
-0,3,hex_lev,310000,395075,11904,381
-0,3,hex_lev,320000,395075,12309,405
-0,3,hex_lev,330000,395075,12717,407
-0,3,hex_lev,340000,395075,13110,393
-0,3,hex_lev,350000,395075,13500,389
-0,3,hex_lev,360000,395075,13893,393
-0,3,hex_lev,370000,395075,14282,389
-0,3,hex_lev,380000,395075,14679,396
-0,3,hex_lev,390000,395075,15048,369
-1,3,hex_lev,4925,395075,182,182
-1,3,hex_lev,14925,395075,563,381
-1,3,hex_lev,24925,395075,942,378
-1,3,hex_lev,34925,395075,1321,379
-1,3,hex_lev,44925,395075,1703,382
-1,3,hex_lev,54925,395075,2082,378
-1,3,hex_lev,64925,395075,2464,382
-1,3,hex_lev,74925,395075,2852,388
-1,3,hex_lev,84925,395075,3234,381
-1,3,hex_lev,94925,395075,3617,383
-1,3,hex_lev,104925,395075,4018,401
-1,3,hex_lev,114925,395075,4413,394
-1,3,hex_lev,124925,395075,4799,385
-1,3,hex_lev,134925,395075,5200,401
-1,3,hex_lev,144925,395075,5586,385
-1,3,hex_lev,154925,395075,5962,376
-1,3,hex_lev,164925,395075,6368,406
-1,3,hex_lev,174925,395075,6741,372
-1,3,hex_lev,184925,395075,7116,374
-1,3,hex_lev,194925,395075,7500,384
-1,3,hex_lev,204925,395075,7878,377
-1,3,hex_lev,214925,395075,8255,376
-1,3,hex_lev,224925,395075,8635,380
-1,3,hex_lev,234925,395075,9009,373
-1,3,hex_lev,244925,395075,9386,377
-1,3,hex_lev,254925,395075,9774,387
-1,3,hex_lev,264925,395075,10158,383
-1,3,hex_lev,274925,395075,10550,392
-1,3,hex_lev,284925,395075,10934,383
-1,3,hex_lev,294925,395075,11318,384
-1,3,hex_lev,304925,395075,11711,392
-1,3,hex_lev,314925,395075,12094,382
-1,3,hex_lev,324925,395075,12481,386
-1,3,hex_lev,334925,395075,12869,388
-1,3,hex_lev,344925,395075,13234,365
-1,3,hex_lev,354925,395075,13594,359
-1,3,hex_lev,364925,395075,13949,354
-1,3,hex_lev,374925,395075,14313,364
-1,3,hex_lev,384925,395075,14670,356
-1,3,hex_lev,394925,395075,15027,357
-2,3,hex_lev,9850,395075,358,358
-2,3,hex_lev,19850,395075,723,365
-2,3,hex_lev,29850,395075,1079,355
-2,3,hex_lev,39850,395075,1441,361
-2,3,hex_lev,49850,395075,1801,360
-2,3,hex_lev,59850,395075,2162,361
-2,3,hex_lev,69850,395075,2520,358
-2,3,hex_lev,79850,395075,2876,355
-2,3,hex_lev,89850,395075,3243,367
-2,3,hex_lev,99850,395075,3601,357
-2,3,hex_lev,109850,395075,3959,357
-2,3,hex_lev,119850,395075,4318,359
-2,3,hex_lev,129850,395075,4679,360
-2,3,hex_lev,139850,395075,5043,364
-2,3,hex_lev,149850,395075,5393,350
-2,3,hex_lev,159850,395075,5755,361
-2,3,hex_lev,169850,395075,6138,382
-2,3,hex_lev,179850,395075,6493,355
-2,3,hex_lev,189850,395075,6847,353
-2,3,hex_lev,199850,395075,7207,359
-2,3,hex_lev,209850,395075,7565,357
-2,3,hex_lev,219850,395075,7940,375
-2,3,hex_lev,229850,395075,8300,359
-2,3,hex_lev,239850,395075,8647,347
-2,3,hex_lev,249850,395075,9005,357
-2,3,hex_lev,259850,395075,9376,371
-2,3,hex_lev,269850,395075,9747,370
-2,3,hex_lev,279850,395075,10118,371
-2,3,hex_lev,289850,395075,10520,402
-2,3,hex_lev,299850,395075,10923,402
-2,3,hex_lev,309850,395075,11317,394
-2,3,hex_lev,319850,395075,11736,419
-2,3,hex_lev,329850,395075,12142,405
-2,3,hex_lev,339850,395075,12533,390
-2,3,hex_lev,349850,395075,12928,395
-2,3,hex_lev,359850,395075,13330,401
-2,3,hex_lev,369850,395075,13710,380
-2,3,hex_lev,379850,395075,14103,392
-2,3,hex_lev,389850,395075,14484,381
-3,3,hex_lev,4775,395075,192,192
-3,3,hex_lev,14775,395075,583,390
-3,3,hex_lev,24775,395075,959,376
-3,3,hex_lev,34775,395075,1317,357
-3,3,hex_lev,44775,395075,1675,357
-3,3,hex_lev,54775,395075,2032,356
-3,3,hex_lev,64775,395075,2391,358
-3,3,hex_lev,74775,395075,2757,366
-3,3,hex_lev,84775,395075,3122,365
-3,3,hex_lev,94775,395075,3486,363
-3,3,hex_lev,104775,395075,3851,365
-3,3,hex_lev,114775,395075,4209,357
-3,3,hex_lev,124775,395075,4569,359
-3,3,hex_lev,134775,395075,4937,368
-3,3,hex_lev,144775,395075,5295,358
-3,3,hex_lev,154775,395075,5667,371
-3,3,hex_lev,164775,395075,6067,399
-3,3,hex_lev,174775,395075,6442,375
-3,3,hex_lev,184775,395075,6817,374
-3,3,hex_lev,194775,395075,7182,365
-3,3,hex_lev,204775,395075,7538,355
-3,3,hex_lev,214775,395075,7893,355
-3,3,hex_lev,224775,395075,8252,358
-3,3,hex_lev,234775,395075,8603,351
-3,3,hex_lev,244775,395075,8957,353
-3,3,hex_lev,254775,395075,9311,353
-3,3,hex_lev,264775,395075,9670,358
-3,3,hex_lev,274775,395075,10026,356
-3,3,hex_lev,284775,395075,10390,363
-3,3,hex_lev,294775,395075,10760,369
-3,3,hex_lev,304775,395075,11133,373
-3,3,hex_lev,314775,395075,11491,357
-3,3,hex_lev,324775,395075,11852,361
-3,3,hex_lev,334775,395075,12218,365
-3,3,hex_lev,344775,395075,12585,367
-3,3,hex_lev,354775,395075,12952,367
-3,3,hex_lev,364775,395075,13306,353
-3,3,hex_lev,374775,395075,13663,357
-3,3,hex_lev,384775,395075,14022,358
-3,3,hex_lev,394775,395075,14381,359
-4,3,hex_lev,9700,395075,346,346
-4,3,hex_lev,19700,395075,707,360
-4,3,hex_lev,29700,395075,1071,364
-4,3,hex_lev,39700,395075,1434,362
-4,3,hex_lev,49700,395075,1793,358
-4,3,hex_lev,59700,395075,2156,363
-4,3,hex_lev,69700,395075,2522,365
-4,3,hex_lev,79700,395075,2882,360
-4,3,hex_lev,89700,395075,3255,373
-4,3,hex_lev,99700,395075,3625,370
-4,3,hex_lev,109700,395075,3986,360
-4,3,hex_lev,119700,395075,4346,359
-4,3,hex_lev,129700,395075,4711,364
-4,3,hex_lev,139700,395075,5077,366
-4,3,hex_lev,149700,395075,5427,349
-4,3,hex_lev,159700,395075,5784,357
-4,3,hex_lev,169700,395075,6141,356
-4,3,hex_lev,179700,395075,6492,350
-4,3,hex_lev,189700,395075,6846,353
-4,3,hex_lev,199700,395075,7213,366
-4,3,hex_lev,209700,395075,7577,363
-4,3,hex_lev,219700,395075,7929,352
-4,3,hex_lev,229700,395075,8286,356
-4,3,hex_lev,239700,395075,8633,346
-4,3,hex_lev,249700,395075,8989,356
-4,3,hex_lev,259700,395075,9338,349
-4,3,hex_lev,269700,395075,9693,355
-4,3,hex_lev,279700,395075,10070,376
-4,3,hex_lev,289700,395075,10458,388
-4,3,hex_lev,299700,395075,10845,386
-4,3,hex_lev,309700,395075,11218,372
-4,3,hex_lev,319700,395075,11612,394
-4,3,hex_lev,329700,395075,11976,364
-4,3,hex_lev,339700,395075,12338,362
-4,3,hex_lev,349700,395075,12718,379
-4,3,hex_lev,359700,395075,13109,391
-4,3,hex_lev,369700,395075,13480,370
-4,3,hex_lev,379700,395075,13861,380
-4,3,hex_lev,389700,395075,14214,353
-5,3,hex_lev,4625,395075,162,162
-5,3,hex_lev,14625,395075,525,362
-5,3,hex_lev,24625,395075,890,364
-5,3,hex_lev,34625,395075,1249,358
-5,3,hex_lev,44625,395075,1608,359
-5,3,hex_lev,54625,395075,1968,359
-5,3,hex_lev,64625,395075,2326,357
-5,3,hex_lev,74625,395075,2689,363
-5,3,hex_lev,84625,395075,3049,359
-5,3,hex_lev,94625,395075,3413,364
-5,3,hex_lev,104625,395075,3780,366
-5,3,hex_lev,114625,395075,4137,357
-5,3,hex_lev,124625,395075,4512,374
-5,3,hex_lev,134625,395075,4882,369
-5,3,hex_lev,144625,395075,5242,360
-5,3,hex_lev,154625,395075,5587,345
-5,3,hex_lev,164625,395075,5953,365
-5,3,hex_lev,174625,395075,6303,350
-5,3,hex_lev,184625,395075,6680,376
-5,3,hex_lev,194625,395075,7070,389
-5,3,hex_lev,204625,395075,7445,375
-5,3,hex_lev,214625,395075,7804,359
-5,3,hex_lev,224625,395075,8167,363
-5,3,hex_lev,234625,395075,8523,355
-5,3,hex_lev,244625,395075,8875,351
-5,3,hex_lev,254625,395075,9232,357
-5,3,hex_lev,264625,395075,9583,350
-5,3,hex_lev,274625,395075,9941,358
-5,3,hex_lev,284625,395075,10305,363
-5,3,hex_lev,294625,395075,10674,368
-5,3,hex_lev,304625,395075,11048,374
-5,3,hex_lev,314625,395075,11406,357
-5,3,hex_lev,324625,395075,11770,364
-5,3,hex_lev,334625,395075,12130,359
-5,3,hex_lev,344625,395075,12496,366
-5,3,hex_lev,354625,395075,12858,362
-5,3,hex_lev,364625,395075,13276,417
-5,3,hex_lev,374625,395075,13758,481
-5,3,hex_lev,384625,395075,14143,384
-5,3,hex_lev,394625,395075,14500,357
-6,3,hex_lev,9550,395075,344,344
-6,3,hex_lev,19550,395075,705,360
-6,3,hex_lev,29550,395075,1062,357
-6,3,hex_lev,39550,395075,1428,366
-6,3,hex_lev,49550,395075,1781,352
-6,3,hex_lev,59550,395075,2140,358
-6,3,hex_lev,69550,395075,2504,363
-6,3,hex_lev,79550,395075,2866,362
-6,3,hex_lev,89550,395075,3232,365
-6,3,hex_lev,99550,395075,3594,362
-6,3,hex_lev,109550,395075,3952,357
-6,3,hex_lev,119550,395075,4314,361
-6,3,hex_lev,129550,395075,4677,363
-6,3,hex_lev,139550,395075,5079,401
-6,3,hex_lev,149550,395075,5461,382
-6,3,hex_lev,159550,395075,5853,392
-6,3,hex_lev,169550,395075,6220,366
-6,3,hex_lev,179550,395075,6573,353
-6,3,hex_lev,189550,395075,6927,354
-6,3,hex_lev,199550,395075,7297,369
-6,3,hex_lev,209550,395075,7687,390
-6,3,hex_lev,219550,395075,8066,378
-6,3,hex_lev,229550,395075,8450,384
-6,3,hex_lev,239550,395075,8839,389
-6,3,hex_lev,249550,395075,9199,360
-6,3,hex_lev,259550,395075,9555,355
-6,3,hex_lev,269550,395075,9938,383
-6,3,hex_lev,279550,395075,10301,362
-6,3,hex_lev,289550,395075,10677,376
-6,3,hex_lev,299550,395075,11064,386
-6,3,hex_lev,309550,395075,11416,351
-6,3,hex_lev,319550,395075,11816,400
-6,3,hex_lev,329550,395075,12209,392
-6,3,hex_lev,339550,395075,12598,389
-6,3,hex_lev,349550,395075,12997,398
-6,3,hex_lev,359550,395075,13385,388
-6,3,hex_lev,369550,395075,13760,374
-6,3,hex_lev,379550,395075,14138,378
-6,3,hex_lev,389550,395075,14511,372
-7,3,hex_lev,4475,395075,166,166
-7,3,hex_lev,14475,395075,551,384
-7,3,hex_lev,24475,395075,935,384
-7,3,hex_lev,34475,395075,1313,377
-7,3,hex_lev,44475,395075,1696,382
-7,3,hex_lev,54475,395075,2077,381
-7,3,hex_lev,64475,395075,2454,377
-7,3,hex_lev,74475,395075,2843,388
-7,3,hex_lev,84475,395075,3203,359
-7,3,hex_lev,94475,395075,3599,395
-7,3,hex_lev,104475,395075,3995,396
-7,3,hex_lev,114475,395075,4371,376
-7,3,hex_lev,124475,395075,4731,359
-7,3,hex_lev,134475,395075,5101,370
-7,3,hex_lev,144475,395075,5464,362
-7,3,hex_lev,154475,395075,5808,344
-7,3,hex_lev,164475,395075,6174,366
-7,3,hex_lev,174475,395075,6525,350
-7,3,hex_lev,184475,395075,6880,355
-7,3,hex_lev,194475,395075,7240,360
-7,3,hex_lev,204475,395075,7596,355
-7,3,hex_lev,214475,395075,7954,358
-7,3,hex_lev,224475,395075,8313,358
-7,3,hex_lev,234475,395075,8670,357
-7,3,hex_lev,244475,395075,9024,353
-7,3,hex_lev,254475,395075,9382,358
-7,3,hex_lev,264475,395075,9733,350
-7,3,hex_lev,274475,395075,10091,357
-7,3,hex_lev,284475,395075,10474,382
-7,3,hex_lev,294475,395075,10866,392
-7,3,hex_lev,304475,395075,11252,385
-7,3,hex_lev,314475,395075,11626,374
-7,3,hex_lev,324475,395075,11991,364
-7,3,hex_lev,334475,395075,12351,360
-7,3,hex_lev,344475,395075,12715,363
-7,3,hex_lev,354475,395075,13077,362
-7,3,hex_lev,364475,395075,13432,354
-7,3,hex_lev,374475,395075,13789,356
-7,3,hex_lev,384475,395075,14146,357
-7,3,hex_lev,394475,395075,14499,352
-8,3,hex_lev,9400,395075,337,337
-8,3,hex_lev,19400,395075,700,362
-8,3,hex_lev,29400,395075,1057,356
-8,3,hex_lev,39400,395075,1422,365
-8,3,hex_lev,49400,395075,1775,352
-8,3,hex_lev,59400,395075,2134,358
-8,3,hex_lev,69400,395075,2521,387
-8,3,hex_lev,79400,395075,2900,378
-8,3,hex_lev,89400,395075,3282,381
-8,3,hex_lev,99400,395075,3645,362
-8,3,hex_lev,109400,395075,4002,357
-8,3,hex_lev,119400,395075,4366,363
-8,3,hex_lev,129400,395075,4729,362
-8,3,hex_lev,139400,395075,5097,368
-8,3,hex_lev,149400,395075,5448,350
-8,3,hex_lev,159400,395075,5805,357
-8,3,hex_lev,169400,395075,6166,361
-8,3,hex_lev,179400,395075,6517,351
-8,3,hex_lev,189400,395075,6873,355
-8,3,hex_lev,199400,395075,7229,356
-8,3,hex_lev,209400,395075,7591,361
-8,3,hex_lev,219400,395075,7948,356
-8,3,hex_lev,229400,395075,8306,358
-8,3,hex_lev,239400,395075,8658,352
-8,3,hex_lev,249400,395075,9035,376
-8,3,hex_lev,259400,395075,9414,378
-8,3,hex_lev,269400,395075,9792,378
-8,3,hex_lev,279400,395075,10154,362
-8,3,hex_lev,289400,395075,10520,365
-8,3,hex_lev,299400,395075,10887,367
-8,3,hex_lev,309400,395075,11241,353
-8,3,hex_lev,319400,395075,11610,368
-8,3,hex_lev,329400,395075,11974,363
-8,3,hex_lev,339400,395075,12331,357
-8,3,hex_lev,349400,395075,12691,360
-8,3,hex_lev,359400,395075,13060,368
-8,3,hex_lev,369400,395075,13408,348
-8,3,hex_lev,379400,395075,13773,364
-8,3,hex_lev,389400,395075,14120,347
-9,3,hex_lev,4325,395075,153,153
-9,3,hex_lev,14325,395075,516,362
-9,3,hex_lev,24325,395075,879,363
-9,3,hex_lev,34325,395075,1247,367
-9,3,hex_lev,44325,395075,1638,391
-9,3,hex_lev,54325,395075,2011,372
-9,3,hex_lev,64325,395075,2375,363
-9,3,hex_lev,74325,395075,2748,373
-9,3,hex_lev,84325,395075,3109,360
-9,3,hex_lev,94325,395075,3476,367
-9,3,hex_lev,104325,395075,3843,366
-9,3,hex_lev,114325,395075,4202,358
-9,3,hex_lev,124325,395075,4557,355
-9,3,hex_lev,134325,395075,4927,370
-9,3,hex_lev,144325,395075,5284,356
-9,3,hex_lev,154325,395075,5626,341
-9,3,hex_lev,164325,395075,5992,366
-9,3,hex_lev,174325,395075,6347,354
-9,3,hex_lev,184325,395075,6707,360
-9,3,hex_lev,194325,395075,7069,361
-9,3,hex_lev,204325,395075,7423,354
-9,3,hex_lev,214325,395075,7779,356
-9,3,hex_lev,224325,395075,8138,358
-9,3,hex_lev,234325,395075,8494,355
-9,3,hex_lev,244325,395075,8848,354
-9,3,hex_lev,254325,395075,9203,355
-9,3,hex_lev,264325,395075,9554,350
-9,3,hex_lev,274325,395075,9913,359
-9,3,hex_lev,284325,395075,10280,366
-9,3,hex_lev,294325,395075,10643,363
-9,3,hex_lev,304325,395075,11009,366
-9,3,hex_lev,314325,395075,11368,359
-9,3,hex_lev,324325,395075,11731,362
-9,3,hex_lev,334325,395075,12095,364
-9,3,hex_lev,344325,395075,12465,369
-9,3,hex_lev,354325,395075,12831,365
-9,3,hex_lev,364325,395075,13192,361
-9,3,hex_lev,374325,395075,13558,365
-9,3,hex_lev,384325,395075,13927,369
-9,3,hex_lev,394325,395075,14283,356
diff --git a/paper/main.tex b/paper/main.tex
index dbceaa1..361cc9b 100644
--- a/paper/main.tex
+++ b/paper/main.tex
@@ -84,28 +84,54 @@ DKRZ --
 \maketitle
 
 \begin{abstract}
+One goal of support staff at a data center is to identify inefficient jobs and to improve their efficiency.
+Therefore, a data center deploys monitoring systems which captures the behavior of the executed jobs.
+While it is easy to utilize statistics to rank jobs based on the utilization of compute, storage, and network, it is tricky to find patterns in 100.000 of jobs, i.e., is there a class of jobs that aren't performing well.
+When support staff investigates a single job, it is relevant to identify related jobs in order to understand the usage of the exhibited behavior better and assess the optimization potential.
 
-Support staff.
-Problem, a particular job found that isn't performing well.
-Now how can we find similar jobs?
+In this paper, a methodology to rank the similarity of all jobs to a reference job based on their temporal IO behavior is described.
+Practically, we apply several of previously developed time series based algorithms and also utilize Kolmogorov-Smirnov to compare the distribution of the statistics.
+A study is conducted to explore the effectivity of the approach which starts starts from three reference jobs and investigates related jobs.
+The data stems from DKRZ's supercomputer Mistral and includes more than 500.000 jobs that have been executed during several months of operation.
+\jk{Wie lange war das?}
 
-Problem with definition of similarity.
-
-In this paper, a methodology and algorithms to identify similar jobs based on profiles and time series are  illustrated.
-Similar to a study.
-
-Research questions: is this effective to find similar jobs?
-
-The contribution of this paper...
+%Problem with definition of similarity.
+Our analysis shows that the strategy and algorithms are effective to identify similar jobs and revealed some interesting patterns on the data.
 \end{abstract}
 
+
 \section{Introduction}
 
-%This paper is structured as follows.
-%We start with the related work in \Cref{sec:relwork}.
+Supercomputers execute 1000's of jobs every day.
+Support staff at a data center have two goals.
+Firstly, they provide a service to users to enable them the convenient execution of their applications.
+Secondly, they aim to improve the efficiency of all workflows -- represented as batch jobs -- in order to allow the data center to serve more workloads.
+
+In order to optimize a single job, its behavior and resource utilization must be monitored and then assessed.
+Rarely, users will liaise with staff and request a performance analysis and optimization explicitly.
+Therefore, data centers deploy monitoring systems and staff must pro-actively identify candidates for optimization.
+Monitoring tools such as \cite{Grafana} and \cite{XDMod} provide various statistics and time series data for the job execution.
+
+The support staff should focus on workloads for which optimization is beneficial, for instance, analyzing a job that is executed once on a medium number of nodes is only costing human resources and not a good return of investment.
+By ranking jobs based on the statistics, it isn't difficult to find a job that exhibits extensive usage of compute, network, and IO resources.
+However, would it be beneficial to investigate this workload in detail and potentially optimize it?
+A pattern that can be observed in many jobs bears a potential as the blueprint for optimizing one job may be applied to other jobs as well.
+This is particularly true when running one application with similar inputs but also different applications may lead to a similar behavior.
+Therefore, it is useful for support staff that investigates a resource hungry job to identify similar jobs that are executed on the supercomputer.
+
+In our previous paper \cite{XXX}, we developed several distance metrics and algorithms for the clustering of jobs based on the time series of their IO behavior.
+The distance metrics can be applied to jobs of with different runtime and number of nodes utilized but differ in the way the define similarity.
+We showed that the metrics can be used to cluster jobs, however, it remained unclear if the method can be used by data center staff to explore jobs of a reference job effectively.
+In this article, we refined these distance metrics slightly and apply them to rank jobs based on their similarity to a reference job.
+Therefore, we perform a study on three reference jobs with different character.
+We also utilize Kolmogorov-Smirnov to illustrate the benefit and drawbacks of the different methods.
+
+This paper is structured as follows.
+We start by introducing related work in \Cref{sec:relwork}.
 %Then, in TODO we introduce the DKRZ monitoring systems and explain how I/O metrics are captured by the collectors.
-%In \Cref{sec:methodology} we describe the data reduction and the machine learning approaches and do an experiment in \Cref{sec:data,sec:evaluation}.
-%Finally, we finalize our paper with a summary in \Cref{sec:summary}.
+In \Cref{sec:methodology} we describe briefly describe the data reduction and the machine learning approaches.
+In \Cref{sec:evaluation}, we perform a study by applying the methodology on three jobs with different behavior, therewith, assessing the effectiveness of the approach to identify similar jobs.
+Finally, we conclude our paper in \Cref{sec:summary}.
 
 \section{Related Work}
 \label{sec:relwork}
@@ -113,33 +139,67 @@ The contribution of this paper...
 \section{Methodology}
 \label{sec:methodology}
 
-Given: the reference job ID.
-Create from 4D time series data (number of nodes, per file systems, 9 metrics, time) a feature set.
+The purpose of the methodology is to allow user and support staff to explore all executed jobs on a supercomputer in the order of their similarity to the reference job.
+Therefore, we first need to define the job data, then describe the algorithms used to compute the similarity, finally the methodology to investigate jobs is described.
 
-Adapt the algorithms:
-\begin{itemize}
-	\item iterate for all jobs
-		\begin{itemize}
-			\item compute distance to reference job
-		\end{itemize}
-	\item sort the jobs based on the distance to ref job
-	\item create cumulative job distribution based on distance for visualization, allow users to output jobs with a given distance
-\end{itemize}
+\subsection{Job Data}
+On the Mistral supercomputer at DKRZ, the monitoring system gathers in 10s intervals on all nodes nine IO metrics for the two Lustre file systems together with general job metadata from the SLURM workload manager.
+The results in 4D data (time, nodes, metrics, file system) per job.
+The distance metrics should handle jobs of different length and node count.
+In \cite{TODOPaper}, we discussed a variety of options from 1D job-profiles to data reductions to compare time series data and the general workflow and pre-processing in detail.
+In a nutshell, for each job executed on Mistral, we partition it into 10 minute segments and compute the arithmetic mean of each metric, categorize the value into non-IO (0), HighIO (1) and CriticalIO (4) for values below 99-percentile, up to 99\.9-percentile, and above, respectively.
+After data is reduced across nodes, we quantize the timelines either using  binary or hexadecimal representation which is then ready for similarity analysis.
+By pre-filtering jobs with no I/O activity -- their sum across all dimensions and time series is equal to zero, we are reducing the dataset from about 1 million jobs to about 580k jobs.
 
-A user might be interested to explore say closest 10 or 50 jobs.
+\subsection{Algorithms for Computing Similarity}
+In this paper, we reuse the algorithms developed in \cite{TODO}: bin\_all, bin\_aggzeros, hex\_native, hex\_lev, and hex\_quant.
+They differ in the way data similarity is defined; either the binary or hexadecimal coding is used, the distance metrics is mostly the Euclidean distance or the Levensthein-distance.
+For jobs with different length, we apply a sliding-windows approach which  finds the location for the shorter job in the longer job with the highest similarity.
+The hex\_quant algorithm extracts phases and matches
 
-Algorithms:
-Profile algorithm: job-profiles (job-duration, job-metrics, combine both)
-$\rightarrow$ just compute geom-mean distance between profile
+\paragraph{Kolmogorov-Smirnov (kv) algorithm}
+In this paper, we add a Kolmogorov-Smirnov algorithm that compares the probability distribution of the observed values which we describe in the following.
+% Summary
+For the analysis, we perform two preparation steps.
+Dimension reduction by computing mean across the two file systems and by concatenating the time series data of the individual nodes.
+This reduces the four dimensional dataset to two dimensions (time, metrics).
 
-Check time series algorithms:
+% Aggregation
+The reduction of the file system dimension by the mean function ensures the time series values stay in the range between 0 and 4, independently how many file systems are present on an HPC system.
+The fixed interval of 10 min also ensure the portability of the approach to other HPC systems.
+The concatenation of time series on the node dimension preserves the individual I/O information of all nodes while it allows comparison of jobs with different number of nodes.
+We apply no aggregation function to the metric dimension.
+
+% Filtering
+%Zero-jobs are jobs with no sign of significant I/O load are of little interest in the analysis.
+%Their sum across all dimensions and time series is equal to zero.
+%Furthermore, we filter those jobs whose time series have less than 8 values.
+% Oben beschrieben
+
+% Similarity
+For the analysis we use the kolmogorov-smirnov-test 1.1.0 Rust library from the official Rust Package Registry ``cargo.io''.
+The similarity function \Cref{eq:ks_similarity} calculates the mean inverse of reject probability $p_{\text{reject}}$ computed with the ks-test across all metrics $m$.
+
+\begin{equation}\label{eq:ks_similarity}
+	similarity = \frac{\sum_m 1 - p_{\text{reject}(m)}}{m}
+\end{equation}
+
+
+
+\subsection{Methodology}
+
+Our strategy for localizing similar jobs works as follows:
+The user/support staff provides a reference job ID and algorithm to use for the similarity.
+The system iterate over all jobs and computes the distance to the reference job using the algorithm.
+Next, sort the jobs based on the distance to the reference job.
+Visualize the cumulative job distance.
+Start the inspection of the jobs looking at the most similar jobs first.
+
+The user can decide about the criterion when to stop inspecting jobs; based on the similarity, the number of investigated jobs, or the distribution of the job similarity.
+For the latter, it is interesting to investigate clusters of similar jobs, e.g., if there are many jobs between 80-90\% similarity but few between 70-80\%.
+
+For the inspection of the jobs, a user may explore the job metadata, searching for similarities and explore the time series of a job's IO metrics.
 
-\begin{itemize}
-	\item bin
-	\item hex\_native
-  \item hex\_lev
-	\item hex\_quant
-\end{itemize}
 
 \section{Evaluation}
 \label{sec:evaluation}
@@ -165,10 +225,16 @@ This coding is also used for the HEX class of algorithms (BIN algorithms merge a
 The figures show the values of active metrics ($\neq 0$) only; if few are active then they are shown in one timeline, otherwise they are rendered individually to provide a better overview.
 For example, we can see in \Cref{fig:job-S}, that several metrics increase in Segment\,6.
 
+In \Cref{fig:refJobsHist}, the histograms of all job metrics are shown.
+A histogram contains the activities of each node and timestep without being averaged across the nodes.
+This data is used to compare jobs using Kolmogorov-Smirnov.
+The metrics at Job-L are not shown as they have only a handful of instances where the value is not 0, except for write\_bytes: the first process is writing out at a low rate.
+Interestingly, the aggregated pattern of Job-L in \Cref{fig:job-L} sums up to some activity at the first segment for three other metrics.
+
 \begin{figure}
 \begin{subfigure}{0.8\textwidth}
 \centering
-\includegraphics[width=\textwidth]{job-timeseries4296426}
+\includegraphics[width=\textwidth]{job-ks-0timeseries4296426}
 \caption{Job-S (runtime=15,551\,s, segments=25)} \label{fig:job-S}
 \end{subfigure}
 \centering
@@ -191,7 +257,7 @@ For example, we can see in \Cref{fig:job-S}, that several metrics increase in Se
 
 \begin{subfigure}{0.8\textwidth}
 \centering
-\includegraphics[width=\textwidth]{job-timeseries7488914-30}
+\includegraphics[width=\textwidth]{job-ks-2timeseries7488914-30}
 \caption{Job-L (first 30 segments of 400; remaining segments are similar)}
 \label{fig:job-L}
 \end{subfigure}
@@ -200,6 +266,40 @@ For example, we can see in \Cref{fig:job-S}, that several metrics increase in Se
 \end{figure}
 
 
+\begin{figure}
+\begin{subfigure}{0.8\textwidth}
+\centering
+\includegraphics[width=\textwidth]{job-ks-0hist4296426}
+\caption{Job-S} \label{fig:job-S-hist}
+\end{subfigure}
+\centering
+
+
+\begin{subfigure}{0.8\textwidth}
+\centering
+\includegraphics[width=\textwidth]{job-ks-1hist5024292}
+\caption{Job-M} \label{fig:job-M-hist}
+\end{subfigure}
+\centering
+
+
+\caption{Reference jobs: histogram of IO activities}
+\label{fig:refJobsHist}
+\end{figure}
+
+%\begin{figure}\ContinuedFloat
+%\begin{subfigure}{0.8\textwidth}
+%\centering
+%\includegraphics[width=\textwidth]{job-ks-2hist7488914}
+%\caption{Job-L}
+%\label{fig:job-L}
+%\end{subfigure}
+%\centering
+%\caption{Reference jobs: histogram of IO activities}
+%\end{figure}
+
+
+
 
 \subsection{Performance}
 
@@ -215,6 +315,8 @@ Note that the current algorithms are sequential and executed on just one core.
 For computing the similarity to one (or a small set of reference jobs), they could easily be parallelized.
 We believe this will then allow a near-online analysis of a job.
 
+
+\jk{To update the figure to use KS and (maybe to aggregate job profiles)? Problem old files are gone}
 \begin{figure}
 \centering
   \begin{subfigure}{0.31\textwidth}
@@ -254,8 +356,8 @@ As we focus on a feasible number of jobs, the diagram should be read from right
 It turns out that both BIN algorithms produce nearly identical histograms and we omit one of them.
 In the figures, we can see again a different behavior of the algorithms depending on the reference job.
 Especially for Job-S, we can see clusters with jobs of higher similarity (e.g., at hex\_lev at SIM=75\%) while for Job-M, the growth in the relevant section is more steady.
-For Job-L, we find barely similar jobs, except when using the HEX\_phases algorithm.
-This algorithm finds 393 jobs that have a similarity of 100\%, thus they are indistinguishable to the algorithm.
+For Job-L, we find barely similar jobs, except when using the HEX\_phases and ks algorithms.
+HEX\_phases find 393 jobs that have a similarity of 100\%, thus they are indistinguishable, while ks identifies 6880 jobs with a similarity of at least 97.5\%.
 
 Practically, the support team would start with Rank\,1 (most similar job, presumably, the reference job itself) and walk down until the jobs look different, or until a cluster is analyzed.
 
@@ -291,19 +393,19 @@ Practically, the support team would start with Rank\,1 (most similar job, presum
 
 \begin{subfigure}{0.75\textwidth}
 \centering
-\includegraphics[width=\textwidth,trim={0 0 0 2.2cm},clip]{job_similarities_4296426-out/hist-sim}
+\includegraphics[width=\textwidth,trim={0 0 0 2.0cm},clip]{job_similarities_4296426-out/hist-sim}
 \caption{Job-S} \label{fig:hist-job-S}
 \end{subfigure}
 
 \begin{subfigure}{0.75\textwidth}
 \centering
-\includegraphics[width=\textwidth,trim={0 0 0 2.2cm},clip]{job_similarities_5024292-out/hist-sim}
+\includegraphics[width=\textwidth,trim={0 0 0 2.0cm},clip]{job_similarities_5024292-out/hist-sim}
 \caption{Job-M} \label{fig:hist-job-M}
 \end{subfigure}
 
 \begin{subfigure}{0.75\textwidth}
 \centering
-\includegraphics[width=\textwidth,trim={0 0 0 2.2cm},clip]{job_similarities_7488914-out/hist-sim}
+\includegraphics[width=\textwidth,trim={0 0 0 2.0cm},clip]{job_similarities_7488914-out/hist-sim}
 \caption{Job-L} \label{fig:hist-job-L}
 \end{subfigure}
 \centering
@@ -330,7 +432,7 @@ To confirm hypotheses presented, we analyzed the job metadata comparing job name
 To understand how the Top\,100 are distributed across users, the data is grouped by userid and counted.
 \Cref{fig:userids} shows the stacked user information, where the lowest stack is the user with the most jobs and the top most user in the stack has the smallest number of jobs.
 For Job-S, we can see that about 70-80\% of jobs stem from one user, for the hex\_lev and hex\_native algorithms, the other jobs stem from a second user while bin includes jobs from additional users (5 in total).
-For Job-M, jobs from more users are included (13); about 25\% of jobs stem from the same user, here, hex\_lev and hex\_native is including more users (30 and 33, respectively) than the other three algorithms.
+For Job-M, jobs from more users are included (13); about 25\% of jobs stem from the same user, here, hex\_lev, hex\_native, and ks is including more users (29, 33, and 37, respectively) than the other three algorithms.
 For Job-L, the two hex algorithms include with (12 and 13) a bit more diverse user community than the bin algorithms (9) but hex\_phases covers 35 users.
 
 We didn't include the group analysis in the figure as user count and group id is proportional, at most the number of users is 2x the number of groups.
@@ -347,7 +449,7 @@ The boxplots have different shapes which is an indication, that the different al
 \paragraph{Runtime distribution.}
 The job runtime of the Top\,100 jobs is shown using boxplots in \Cref{fig:runtime-job}.
 While all algorithms can compute the similarity between jobs of different length, the bin algorithms and hex\_native penalize jobs of different length preferring jobs of very similar length.
-For Job-M and Job-L, hex\_phases is able to identify much shorter or longer jobs.
+For Job-M and Job-L, hex\_phases and ks are able to identify much shorter or longer jobs.
 For Job-L, the job itself isn't included in the chosen Top\,100 (see \Cref{fig:hist-job-L}, 393 jobs have a similarity of 100\%) which is the reason why the job runtime isn't shown in the figure itself.
 
 \begin{figure}
@@ -416,14 +518,12 @@ For Job-L, the job itself isn't included in the chosen Top\,100 (see \Cref{fig:h
 
 \subsubsection{Algorithmic differences}
 To verify that the different algorithms behave differently, the intersection for the Top\,100 is computed for all combination of algorithms and visualized in \Cref{fig:heatmap-job}.
-As expected we can observe that bin\_all and bin\_aggzeros is very similar for all three jobs.
-While there is some reordering, both algorithms lead to a comparable order.
-The hex\_lev and hex\_native algorithms are also exhibiting some overlap particularly for Job-S and Job-L.
-For Job\-M, however, they lead to a different ranking and Top\,100.
+Bin\_all and bin\_aggzeros overlap with at least 99 ranks for all three jobs.
+While there is some reordering, both algorithms lead to a comparable set.
+All algorithms have significant overlap for Job-S.
+For Job\-M, however, they lead to a different ranking and Top\,100, particularly ks determines a different set.
+Generally, hex\_lev and Hex\_native are generating more similar results than other algorithms.
 From this analysis, we conclude that one representative from binary quantization is sufficient as it generates very similar results while the other algorithms identify mostly disjoint behavioral aspects and, therefore, should be analyzed individually.
-\eb{Ist das eine generelle Aussage: ``one representative from binary quantization is sufficient``? Wenn ja, dann ist sie sehr wage. Koennte Zufall sein.}
-\jk{Habe das bissl umgeschrieben. Sicher ja. Ist halt sehr ähnlich.}
-
 
 
 \begin{figure}
@@ -464,24 +564,30 @@ It is executed for different simulations and variables across timesteps.
 The job name of Job-S  suggests that is applied to the control variable.
 In the metadata, we found 22,580 jobs with “cmor” in the name of which 367 jobs mention “control”.
 
-The bin algorithms identify one job which name doesn't include “cmor”,
-All other algorithm identify only “cmor” jobs and 26-38 of these jobs are applied to “control” (see \Cref{tbl:control-jobs}).
+The bin and ks algorithms identify one job which name doesn't include “cmor”,
+All other algorithm identify only “cmor” jobs and 26-38 of these jobs are applied to “control” (see \Cref{tbl:control-jobs}) -- only the ks algorithm doesn't identify any job with control.
 A selection of job timelines is given in \Cref{fig:job-S-hex-lev}; all of these jobs are jobs on control variables.
 The single non-cmor job and a high-ranked non-control cmor job is shown in \Cref{fig:job-S-bin-agg}.
 While we cannot visually see much differences between these two jobs compared to the cmor job processing the control variables, the algorithms indicate that jobs processing the control variables must be more similar as they appear much more frequently in the Top\,100 jobs than in all jobs labeled with “cmor”.
 
-For Job-S, we found that all algorithms work similarly well and, therefore, omit further timelines.
+For Job-S, we found that all algorithms work well and, therefore, omit further timelines.
 
 \begin{table}
 \centering
-\begin{tabular}{r|r}
-  Algorithm & Jobs \\ \hline
-    bin\_aggzeros & 38 \\
-    bin\_all & 38 \\
-    hex\_lev & 33 \\
-    hex\_native & 26 \\
-    hex\_phases & 33
+\begin{tabular}{r|r|r|r|r|r}
+  bin\_aggzeros & bin\_all & hex\_lev & hex\_native & hex\_phases & ks\\ \hline
+  38 &   38 &   33 &   26 &   33 &       0
 \end{tabular}
+
+%\begin{tabular}{r|r}
+%  Algorithm & Jobs \\ \hline
+%    bin\_aggzeros & 38 \\
+%    bin\_all & 38 \\
+%    hex\_lev & 33 \\
+%    hex\_native & 26 \\
+%    hex\_phases & 33 \\
+%    ks & 0
+%\end{tabular}
   \caption{Job-S: number of jobs with “control” in their name in the Top-100}
   \label{tbl:control-jobs}
 \end{table}
@@ -686,7 +792,8 @@ The jobs that are similar according to the bin algorithms differ from our expect
 \subsection{Job-L}
 
 For the bin algorithms, the inspection of job names (14 unique names) leads to two prominent applications: bash and xmessy with 45 and 48 instances, respectively.
-The hex algorithms identify a more diverse set of applications (18 unique names), with no xmessy job, and the hex\_phases algorithm has 85 unique names.
+The hex algorithms identify a more diverse set of applications (18 unique names and no xmessy job), and the hex\_phases algorithm has 85 unique names.
+The ks algorithm finds 71 jobs ending with t127, which is a typical model configuration.
 
 \begin{figure}
 \begin{subfigure}{0.3\textwidth}
@@ -799,5 +906,7 @@ The hex algorithms identify a more diverse set of applications (18 unique names)
 One consideration could be to identify jobs that are found by all algorithms, i.e., jobs that meet a certain (rank) threshold for different algorithms.
 That would increase the likelihood that these jobs are very similar and what the user is looking for.
 
+The ks algorithm finds jobs with similar histograms which is not necessarily what we are looking for.
+
 %\printbibliography
 \end{document}
diff --git a/scripts/analyse-all.sh b/scripts/analyse-all.sh
index bcb6676..c5268f1 100755
--- a/scripts/analyse-all.sh
+++ b/scripts/analyse-all.sh
@@ -6,31 +6,22 @@ echo "This script performs the complete analysis steps"
 
 CLEAN=0 # Set to 0 to make some update
 
-function prepare(){
-  pushd datasets
-  ./decompress.sh
-  popd
+./scripts/plot-job-timelines-ks.py 4296426,5024292,7488914 fig/job,fig/job,fig/job
 
-  for I in datasets/*.csv ; do
-		if [ ! -e $(basename $I) ]; then
-			echo "Creating symlink $(basename $I)"
-			ln -s $I
-		fi
-  done
-}
 
-prepare
-
-for I in job_similarities_*.csv ; do
+for I in datasets/job_similarities_*.csv ; do
   rm *.png *.pdf
-  ./scripts/plot.R $I > description.txt
+  echo "processing $I"
+	set -x
+	./scripts/plot.R $I > description.txt 2>&1
+	set +x
+  I=${I##datasets/}
   OUT=${I%%.csv}-out
   mkdir $OUT
   if [[ $CLEAN != "0" ]] ; then
     rm $OUT/*
-    mv description.txt $OUT
   fi
-  mv *.png *.pdf jobs-*.txt $OUT
+  mv description.txt *.png *.pdf jobs-*.txt $OUT
 done
 
 # analyze peformance data
diff --git a/scripts/create-paper-vis.sh b/scripts/create-paper-vis.sh
index db9e1c7..5d2c2fe 100755
--- a/scripts/create-paper-vis.sh
+++ b/scripts/create-paper-vis.sh
@@ -4,7 +4,8 @@
 
 mkdir fig
 for job in 5024292 4296426 7488914 ; do
-./scripts/plot-single-job.py $job "fig/job-"
+#./scripts/plot-single-job.py $job "fig/job-"
+./scripts/plot-single-ks-jobs.py $job "fig/job-"
 done
 
 # Remove whitespace around jobs
diff --git a/scripts/plot-job-timelines-ks.py b/scripts/plot-job-timelines-ks.py
new file mode 100755
index 0000000..1c1ea10
--- /dev/null
+++ b/scripts/plot-job-timelines-ks.py
@@ -0,0 +1,154 @@
+#!/usr/bin/env python3
+
+import csv
+import sys
+import pandas as pd
+from pandas import DataFrame
+from pandas import Grouper
+import seaborn as sns
+from matplotlib import pyplot
+import matplotlib.cm as cm
+
+jobs = sys.argv[1].split(",")
+prefix = sys.argv[2].split(",")
+
+fileformat = ".pdf"
+
+print("Plotting the job: " + str(sys.argv[1]))
+print("Plotting with prefix: " + str(sys.argv[2]))
+
+
+# Color map
+colorMap = { "md_file_create": cm.tab10(0),
+"md_file_delete": cm.tab10(1),
+"md_mod": cm.tab10(2),
+"md_other": cm.tab10(3),
+"md_read": cm.tab10(4),
+"read_bytes": cm.tab10(5),
+"read_calls": cm.tab10(6),
+"write_bytes": cm.tab10(7),
+"write_calls": cm.tab10(8)
+}
+
+markerMap = { "md_file_create": "^",
+"md_file_delete": "v",
+"md_other": ".",
+"md_mod": "<",
+"md_read": ">",
+"read_bytes": "h",
+"read_calls": "H",
+"write_bytes": "D",
+"write_calls": "d"
+}
+
+linestyleMap = { "md_file_create": ":",
+"md_file_delete": ":",
+"md_mod": ":",
+"md_other": ":",
+"md_read": ":",
+"read_bytes": "--",
+"read_calls": "--",
+"write_bytes": "-.",
+"write_calls": "-."
+}
+
+# Plot the timeseries
+def plot(prefix, header, row):
+  x = { h : d for (h, d) in zip(header, row)}
+  jobid = x["jobid"]
+  del x["jobid"]
+  result = []
+  for k in x:
+    timeseries = x[k].split(":")
+    timeseries = [ float(x) for x in timeseries]
+    if sum(timeseries) == 0:
+      continue
+    timeseries = [ [k, x, s] for (s,x) in zip(timeseries, range(0, len(timeseries))) ]
+    result.extend(timeseries)
+
+  if len(result) == 0:
+    print("Empty job! Cannot plot!")
+    return
+
+  data = DataFrame(result, columns=["metrics", "segment", "value"])
+  groups = data.groupby(["metrics"])
+  metrics = DataFrame()
+  labels = []
+  colors = []
+  style = []
+  for name, group in groups:
+    style.append(linestyleMap[name] + markerMap[name])
+    colors.append(colorMap[name])
+    if name == "md_file_delete":
+      name = "file_delete"
+    if name == "md_file_create":
+      name = "file_create"
+    try:
+      metrics[name] = pd.Series([x[2] for x in group.values])
+    except:
+      print("Error processing %s with" % jobid)
+      print(group.values)
+      return
+
+    labels.append(name)
+
+  fsize = (8, 1 + 1.1 * len(labels))
+  fsizeFixed = (8, 2)
+  fsizeHist = (8, 6.5)
+
+  pyplot.close('all')
+
+  if len(labels) < 4 :
+    ax = metrics.plot(legend=True, sharex=True, grid = True,  sharey=True, markersize=10, figsize=fsizeFixed, color=colors, style=style)
+    ax.set_ylabel("Value")
+  else:
+    ax = metrics.plot(subplots=True, legend=False, sharex=True, grid = True,  sharey=True, markersize=10, figsize=fsize, color=colors, style=style)
+    for (i, l) in zip(range(0, len(labels)), labels):
+      ax[i].set_ylabel(l)
+
+  pyplot.xlabel("Segment number")
+  pyplot.savefig(prefix + "timeseries" + jobid + fileformat, bbox_inches='tight', dpi=150)
+
+  # Create a facetted grid
+  #g = sns.FacetGrid(tips, col="time", margin_titles=True)
+  #bins = np.linspace(0, 60, 13)
+  #g.map(plt.hist, "total_bill", color="steelblue", bins=bins)
+  ax = metrics.hist(grid = True, sharey=True, figsize=fsizeHist, bins=15, range=(0, 15))
+  pyplot.xlim(0, 15)
+  pyplot.savefig(prefix + "hist" + jobid + fileformat, bbox_inches='tight', dpi=150)
+
+
+  # Plot first 30 segments
+  if len(timeseries) <= 50:
+    return
+
+  if len(labels) < 4 :
+    ax = metrics.plot(legend=True, xlim=(0,30), sharex=True, grid = True,  sharey=True, markersize=10, figsize=fsizeFixed, color=colors, style=style)
+    ax.set_ylabel("Value")
+  else:
+    ax = metrics.plot(subplots=True, xlim=(0,30), legend=False, sharex=True, grid = True,  sharey=True, markersize=10, figsize=fsize, color=colors, style=style)
+    for (i, l) in zip(range(0, len(labels)), labels):
+      ax[i].set_ylabel(l)
+
+  pyplot.xlabel("Segment number")
+  pyplot.savefig(prefix + "timeseries" + jobid + "-30" + fileformat, bbox_inches='tight', dpi=150)
+
+### end plotting function
+
+
+
+#with open('job-io-datasets/datasets/job_codings.csv') as csv_file: # EB: old codings
+with open('./datasets/job_codings_v4.csv') as csv_file: # EB: v3 codings moved to this repo
+    csv_reader = csv.reader(csv_file, delimiter=',')
+    line_count = 0
+    for row in csv_reader:
+      if line_count == 0:
+        header = row
+        line_count += 1
+        continue
+      job = row[0].strip()
+      if not job in jobs:
+        continue
+      else:
+        index = jobs.index(job)
+        plot(prefix[index] + "-ks-" + str(index), header, row)
diff --git a/scripts/plot-single-job.py b/scripts/plot-job-timelines.py
similarity index 99%
rename from scripts/plot-single-job.py
rename to scripts/plot-job-timelines.py
index 2a9c085..00e7855 100755
--- a/scripts/plot-single-job.py
+++ b/scripts/plot-job-timelines.py
@@ -10,7 +10,7 @@ import matplotlib.cm as cm
 jobs = sys.argv[1].split(",")
 prefix = sys.argv[2].split(",")
 
-fileformat = ".png"
+fileformat = ".pdf"
 
 print("Plotting the job: " + str(sys.argv[1]))
 print("Plotting with prefix: " + str(sys.argv[2]))
diff --git a/scripts/plot.R b/scripts/plot.R
index 6cddf1b..f9658c2 100755
--- a/scripts/plot.R
+++ b/scripts/plot.R
@@ -1,5 +1,9 @@
 #!/usr/bin/env Rscript
 
+# Parse job from command line
+args = commandArgs(trailingOnly = TRUE)
+filename = args[1]
+
 library(ggplot2)
 library(dplyr)
 require(scales)
@@ -7,18 +11,19 @@ library(stringi)
 library(stringr)
 
 # Turn to TRUE to print indivdiual job images
-plotjobs = FALSE
+plotjobs = TRUE
 
 # Color scheme
 plotcolors <- c("#CC0000", "#FFA500", "#FFFF00", "#008000", "#9999ff", "#000099")
 
-# Parse job from command line
-args = commandArgs(trailingOnly = TRUE)
-file = "job_similarities_5024292.csv" # for manual execution
-file = args[1]
-jobID = str_extract(file, regex("[0-9]+"))
+if (! exists("filename")){
+  filename = "./datasets/job_similarities_5024292.csv"
+  filename = "./datasets/job_similarities_7488914.csv" # for manual execution
+}
+print(filename)
+jobID = str_extract(filename, regex("[0-9]+"))
 
-data = read.csv(file)
+data = read.csv(filename)
 # Columns are: jobid alg_id alg_name similarity
 
 #data$alg_id = as.factor(data$alg_id) # EB: falsche Spalte?
@@ -28,16 +33,17 @@ cat(nrow(data))
 
 # empirical cumulative density function (ECDF)
 data$sim = data$similarity*100
-ggplot(data, aes(sim, color=alg_name, group=alg_name)) + stat_ecdf(geom = "step") + xlab("Similarity in %") + ylab("Fraction of jobs") + theme(legend.position=c(0.9, 0.4)) + scale_color_brewer(palette = "Set2") + scale_x_log10()
+ggplot(data, aes(sim, color=alg_name, group=alg_name)) + stat_ecdf(geom = "step") + xlab("Similarity in %") + ylab("Fraction of jobs") + theme(legend.position=c(0.9, 0.5),  legend.title = element_blank()) + scale_color_brewer(palette = "Set2") # + scale_x_log10() +
 ggsave("ecdf.png", width=8, height=2.5)
 
 # histogram for the jobs
 ggplot(data, aes(sim), group=alg_name) + geom_histogram(color="black", binwidth=2.5) + aes(fill = alg_name) + facet_grid(alg_name ~ ., switch = 'y') + xlab("Similarity in %") + scale_y_continuous(limits=c(0, 100), oob=squish)  +   scale_color_brewer(palette = "Set2") + ylab("Count (cropped at 100)") + theme(legend.position = "none") + stat_bin(binwidth=2.5, geom="text", adj=1.0, angle = 90, colour="black", size=3, aes(label=..count.., y=0*(..count..)+95))
-ggsave("hist-sim.png", width=6, height=4.5)
+ggsave("hist-sim.png", width=6, height=5)
 
 #ggplot(data, aes(similarity, color=alg_name, group=alg_name)) + stat_ecdf(geom = "step") + xlab("SIM") + ylab("Fraction of jobs") + theme(legend.position=c(0.9, 0.4))  + scale_color_brewer(palette = "Set2") + xlim(0.5, 1.0)
 #ggsave("ecdf-0.5.png", width=8, height=3)
 
+print("Similarity > 0.5")
 e = data %>% filter(similarity >= 0.5)
 print(summary(e))
 
@@ -47,13 +53,20 @@ metadata = read.csv("./datasets/job_metadata.csv") # EB: is ebenfalls im Repo
 metadata$user_id = as.factor(metadata$user_id)
 metadata$group_id = as.factor(metadata$group_id)
 
-plotJobs = function(jobs){
+plotJobs = function(algorithm, jobs){
     # print the job timelines
     r = e[ordered, ]
 
     if (plotjobs) {
+      if(algorithm == "ks"){
+        script = "./scripts/plot-job-timelines-ks.py"
+      }else{
+        script = "./scripts/plot-job-timelines.py"
+      }
       prefix = do.call("sprintf", list("%s-%.4f-", level, r$similarity))
-      system(sprintf("./scripts/plot-single-job.py %s %s", paste(r$jobid, collapse=","), paste(prefix, collapse=",")))
+      call = sprintf("%s %s %s", script, paste(r$jobid, collapse=","), paste(prefix, collapse=","))
+      print(call)
+      system(call)
     }
 
     system(sprintf("./scripts/extract-conf-data.sh %s > jobs-%s.txt", paste(r$jobid, collapse=" "), level))
@@ -88,7 +101,7 @@ for (level in levels(data$alg_name)){
     userprofile$userrank = 1:nrow(userprofile)
     result.userid = rbind(result.userid, cbind(level, userprofile))
 
-    plotJobs(jobs)
+    plotJobs(level, jobs)
 }
 
 colnames(result.userid) = c("alg_name", "user_id", "count", "userrank")
@@ -121,7 +134,7 @@ print(res.intersect)
 
 # Plot heatmap about intersection
 ggplot(tbl.intersect, aes(first, second, fill=intersect)) + geom_tile() + geom_text(aes(label = round(intersect, 1))) + scale_fill_gradientn(colours = rev(plotcolors)) + xlab("") + ylab("")  + theme(legend.position = "bottom", legend.title = element_blank())
-ggsave("intersection-heatmap.png", width=4.5, height=4.5)
+ggsave("intersection-heatmap.png", width=5, height=5)
 
 # Collect the metadata of all jobs in a new table
 res.jobs = tibble()